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Suburban area in County Cork, Munster, IrelandThe Glen An GleannSuburban areaThe GlenLocation in IrelandCoordinates: 51°54′45″N 8°27′46″W / 51.91250°N 8.46278°W / 51.91250; -8.46278CountryIrelandProvinceMunsterCountyCounty CorkIrish grid referenceW681734 The Glen (Irish: An Gleann, meaning the valley) is a predominantly residential area on the north side of Cork City, Ireland. The area consists of mostly social housing estates near an ancient glacial valle...

В Википедии есть статьи о других людях с фамилией Олендорф. Отто Олендорфнем. Otto Ohlendorf Дата рождения 4 февраля 1907(1907-02-04)[1][2][…] Место рождения Хоэненгельсен[d], Хильдесхайм, Ганновер, королевство Пруссия, Германская империя[4] Дата смерти 7 июня 1951(1951-06-07)&#...

Welsh television block for children, broadcast on S4C 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: Cyw – news · newspapers · books · scholar · JSTOR (June 2023) (Learn how and when to remove this template message) CywCyw end cardNetworkS4CLaunched23 June 2008Country of originUnited Kingdom (Wales)(program...

Island in Greece ArkoiNative name: ΑρκοίThe main town of Arkoi and its portArkoiLocation in GreeceGeographyCoordinates37°23′N 26°44′E / 37.38°N 26.74°E / 37.38; 26.74ArchipelagoDodecaneseTotal islands9Area6.697 km2 (2.586 sq mi)AdministrationGreeceRegionSouth AegeanRegional unitKalymnosCapital cityArki (town)DemographicsPopulation44 (2011)Additional informationPostal code855 00Area code(s)22470Vehicle registrationΚΧ, ΡΟ, ΡΚOfficial web...

尊敬的拿督赛夫丁阿都拉Saifuddin bin Abdullah国会议员馬來西亞国会下议院英迪拉马哥打现任就任日期2018年7月16日 (2018-07-16)前任法兹阿都拉曼（希盟公正党）多数票10,950（2018） 马来西亚外交部长任期2021年8月30日—2022年11月24日君主最高元首苏丹阿都拉首相依斯迈沙比里副职卡玛鲁丁查化（国盟土团党）前任希山慕丁（国阵巫统）继任赞比里（国阵巫统）任期2018年7月2�...

Former Latin Catholic diocese established in Roman Carthage, now a titular see This article is about the ancient archdiocese active until the Islamic occupation (except revival 1884–1964). For its successor, see Roman Catholic Archdiocese of Tunis. Archdiocese of CarthageArchidioecesis CarthaginensisBishopric Early Christian quarter in ancient CarthageIncumbent:Cyriacus of Carthage (last residing ca. 1070)Agostino Casaroli (last titular archbishop 1979)LocationCountryRoman EmpireVandal King...

Artikel ini bukan mengenai Inuyasha. InuyashikiSampul volume pertamaいぬやしきGenreHoror tubuh, fiksi ilmiah, pahlawan super[1][2] MangaPengarangHiroya OkuPenerbitKodanshaPenerbit bahasa InggrisNA Kodansha USA (print)Crunchyroll (digital)MajalahEveningDemografiSeinenTerbitJanuari 2014 – Juli 2017Volume10 (Daftar volume) Seri animeSutradaraKeiichi SatoShuhei YabutaSkenarioHiroshi SekoMusikYoshihiro IkeStudioMAPPAPelisensiAmazon (streaming)SaluranasliFuji TV (Noitamina)Ta...

Road surface term This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) The topic of this article may not meet Wikipedia's general notability guideline. Please help to demonstrate the notability of the topic by citing reliable secondary sources that are independent of the topic and provide significant coverage of it beyond a mere trivial mention. If notability cannot be shown, the article is li...

Railway museum in Nagoya, Japan SCMaglev and Railway Parkリニア・鉄道館　～夢と想い出のミュージアム～The museum exterior in December 2014Location of the museumShow map of Aichi PrefectureSCMaglev and Railway Park (Japan)Show map of JapanEstablished14 March 2011LocationNagoya, JapanCoordinates35°02′50″N 136°50′58″E / 35.04735°N 136.849319°E / 35.04735; 136.849319TypeRailway museumPublic transit accessKinjō-futō StationWebsitemuseum.jr...

1974 United States Virgin Islands gubernatorial election ← 1970 November 5, 1974 (general)November 19, 1974 (runoff) 1978 →   Nominee Cyril King Alexander Farrelly Melvin H. Evans Party Independent Citizens Democratic Republican Running mate Juan Francisco Luis Ruby M. Rouss Athniel Ottley Popular vote 5,688 general 9,419 runoff 6,564 general 8,670 runoff 3,911 general Eliminated Percentage 35.19% general52.07% runoff 40.61% general47.93% runoff 24.20% ge...

Catholic missionary jurisdiction in Cambodia Apostolic Prefecture of BattambangPraefectura Apostolica Battambangensisភូមិភាគបាត់ដំបងLocationCountry CambodiaStatisticsArea81,456 km2 (31,450 sq mi)Population- Total- Catholics(as of 2010)4,335,0004,125 (0.1%)InformationDenominationRoman CatholicSui iuris churchLatin ChurchRiteLatin RiteEstablished26 September 1968Current leadershipApostolic PrefectEnrique Figaredo Alvargonzalez, S....

Katedral Dar es SalaamKatedral Metropolitan Santo Yosef di Dar es Salaambahasa Swahili: Kanisa kuu la Mtakatifu Yosefu, Dar es SalaamKatedral Dar es SalaamKoordinat: 6°49′18″S 39°17′31″E / 6.82167°S 39.29194°E / -6.82167; 39.291946°49′10″S 39°17′17″E / 6.81944°S 39.28806°E / -6.81944; 39.28806LokasiDar es SalaamNegaraTanzaniaDenominasiGereja Katolik RomaArsitekturStatusKatedralStatus fungsionalAktifAdministrasiKeuskup...

Statistics of Indian states in terms of Poverty Poverty rate map of India by prevalence in 2022, among its states and union territories States and union territories of India ordered by Area Population GDP (per capita) Abbreviations Access to safe drinking water Availability of toilets Capitals Child nutrition Crime rate Ease of doing business Electricity penetration Exports Fertility rate Forest cover Highest point HDI Home ownership Household size Human trafficking Infant mortality rate Inst...

Koninklijke Verkade N.V.JenisPerseroan terbatasDidirikanZaandam, Netherlands (02 Mei 1886 (1886-05-02))PendiriEricus VerkadeKantor pusatZaandam, BelandaProdukChocolate, rusk, cookiesPemilikPladisKaryawan550Situs webverkade.nl Koninklijke Verkade adalah sebuah perusahaan manufaktur asal Belanda yang dimiliki oleh sebuah konglomerat asal Turki. Perusahaan yang berkantor pusat di Zaandam ini merupakan salah satu perusahaan keluarga tertua di Belanda. Pada bulan November 2014, Verkade diakui...

Divisione Nazionale 1935-1936Una formazione della Borletti Milano Campione d'Italia nel 1936Dettagli della competizioneSport Pallacanestro Federazione FIP Squadre12  (in 3 gironi) VerdettiCampione Borletti Milano(1º titolo) Cronologia della competizioneed. successiva →     ← ed. precedente Modifica dati su Wikidata · Manuale La Divisione Nazionale 1935-1936 è stata la sedicesima edizione del massimo campionato italiano di pallacanestro maschil...

City in Albania Municipality in AlbaniaGjirokastër ErgjëriΑργυρόκαστροLjurocastruMunicipalityView over GjirokastërClock towerEthnographic MuseumOld BazaarSt. Sotir ChurchPanorama of Gjirokastër EmblemNickname: City of StoneGjirokastërCoordinates: 40°04′N 20°08′E / 40.067°N 20.133°E / 40.067; 20.133Country AlbaniaCountyGjirokastërGovernment • MayorFlamur Golëmi (PS)Area • Municipality469.55 km2 (181.29
...

Structure reserved for religious or spiritual activities Temples redirects here. For the region of the forehead, see Temple (anatomy). For other uses, see Temple (disambiguation). house of the lord redirects here. Not to be confused with The House of the Lord, House of Lords, or Lord House. The 12th-century Angkor Wat temple complex in Cambodia is the largest religious structure in the world and is dedicated to the Hindu deity Vishnu. Borobudur temple, the largest Buddhist temple in the world...

Monarchical state ruled by a khanFor other uses, see Khanate (disambiguation).See also: Khan (title) and Khagan A khanate or khaganate is a type of historic polity ruled by a khan, khagan, khatun, or khanum.[1][2] Khanates were typically nomadic Turkic, Mongol and Tatar societies located on the Eurasian Steppe,[3][4][5] politically equivalent in status to kinship-based chiefdoms and feudal monarchies. Khanates and khaganates were organised tribally, whe...

For data monitoring in statistical quality control Individuals and moving range control chartOriginally proposed byWalter A. ShewhartProcess observationsRational subgroup sizen = 1Measurement typeAverage quality characteristic per unitQuality characteristic typeVariables dataUnderlying distributionnonePerformanceSize of shift to detect≥ 1.5σProcess variation chartCenter line M R ¯ = ∑ i = 2 m | x i − x i − 1 | m − 1 {\displaystyle {\overline {MR}}={\frac ...

Collection of ideas in music theory Illustration of Riemann's 'dualist' system: minor as upside down major. Starting from the symmetrical chords, otonal chords flatten one note, while utonal chords sharpen one note, as observed by Richard Cohn. Neo-Riemannian theory is a loose collection of ideas present in the writings of music theorists such as David Lewin, Brian Hyer, Richard Cohn, and Henry Klumpenhouwer. What binds these ideas is a central commitment to relating harmonies directly to eac...