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Lokasi Mohoro di pulau Grande Comore di KomoroKoordinat: 11°50′S 43°27′E / 11.833°S 43.450°E / -11.833; 43.450 Mohoro adalah kota yang terletak di pulau Komoro Besar di Komoro. lbs Kota di KomoroDaftar kota di Komoro  • Daftar pulau di KomoroAnjouan (أنجوان) Adda-Daouéni Bazimini Domoni (دومونى) Dzindri Jimilimé Koni-Djodjo Mirontsi Moya (مويا) Mramani (مرمانى) Mutsamudu (موتسامودو) Ongoujou Ouani (أووانى) Pomni Sim...

Peta infrastruktur dan tata guna lahan di Komune Aouze.  = Kawasan perkotaan  = Lahan subur  = Padang rumput  = Lahan pertanaman campuran  = Hutan  = Vegetasi perdu  = Lahan basah  = Anak sungaiAouze merupakan sebuah komune di departemen Vosges yang terletak pada sebelah timur laut Prancis. Lihat pula Komune di departemen Vosges Referensi INSEE lbsKomune di departemen Vosges Les Ableuvenettes Ahéville Aingeville Ainvelle Allarmont Ambacourt Ameuvelle A...

نهائي كأس الكونفيدرالية الأفريقية 2020نهائي كأس الكونفيدرالية الأفريقية (توتال) 2020الحدثكأس الكونفيدرالية الإفريقية 2019–20  بيراميدز نهضة بركان 0 1 فاز نهضة بركان في المباراة 1–0التاريخ25 أكتوبر 2020 (2020-10-25)الملعبالمجمع الرياضي الأمير مولاي عبد الله، الرباطالحكمسيدي...

Hong Kong footballerNot to be confused with Tan Cheng Lock.In this Hong Kong name, the surname is Tan. In accordance with Hong Kong custom, the Western-style name is Mark Tan and the Chinese-style name is Tan Chun Lok.Tan Chun Lok 陳俊樂 Tan playing for Hong Kong at the 2023 AFC Asian CupPersonal informationFull name Mark Tan Chun LokDate of birth (1996-01-15) 15 January 1996 (age 28)Place of birth Tuen Mun, Hong KongHeight 1.75 m (5 ft 9 in)[1]Position(s) Centr...

Untuk kegunaan lain, lihat Gunung Merapi. Gunung MerapiTitik tertinggiKetinggian2.799 m (9.183 ft)GeografiLetakJawa Timur, IndonesiaGeologiJenis gunungStratovolcanoLetusan terakhirTidak diketahui Gunung Merapi (2.799 meter dpl) adalah gunung api (istirahat) yang terletak di Jawa Timur, Indonesia. Posisinya berada di dua kabupaten, yaitu Kabupaten Banyuwangi dan Kabupaten Bondowoso. Gunung Merapi merupakan salah satu gunung yang berada dalam kawasan Pegunungan Ijen. Puncak Gunung Mer...

ХристианствоБиблия Ветхий Завет Новый Завет Евангелие Десять заповедей Нагорная проповедь Апокрифы Бог, Троица Бог Отец Иисус Христос Святой Дух История христианства Апостолы Хронология христианства Раннее христианство Гностическое христианство Вселенские соборы Н...

Minor battle in the reconquista Battle of MartosPart of the Spanish ReconquistaThe Nasrid Kingdom of GranadaDate21 October 1275LocationTorredonjimeno, SpainResult Moorish victoryBelligerents Crown of Castile Marinid sultanateKingdom of GranadaCommanders and leaders Sancho of Aragon, Archbishop of Toledo † Abenjor AtalìUzménStrength (Unknown) (Unknown)Casualties and losses (Very large) (Unknown)vteBattles in the Reconquista 8th century Covadonga 1st Roncevaux Pass Burbia River Lutos Las Ba...

District in west London, England This article is about the district in London. For other uses, see Chelsea (disambiguation). Human settlement in EnglandChelseaKing's Road in late June 2006ChelseaLocation within Greater LondonPopulation41,440 [1]OS grid referenceTQ275775London boroughKensington & ChelseaCeremonial countyGreater LondonRegionLondonCountryEnglandSovereign stateUnited KingdomPost townLONDONPostcode districtSW1, SW3, SW10Dialling ...

Diagram of a dividend recapitalization where debt is issued to pay a dividend to shareholders A dividend recapitalization (often referred to as a dividend recap) in finance is a type of leveraged recapitalization in which a payment is made to shareholders. As opposed to a typical dividend which is paid regularly from the company's earnings, a dividend recapitalization occurs when a company raises debt —e.g. by issuing bonds to fund the dividend.[1][2] These types of recapita...

Reference value of length 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: Unit of length – news · newspapers · books · scholar · JSTOR (October 2012) (Learn how and when to remove this message) A ruler, depicting two customary units of length, the centimeter and the inch A unit of length refers to any arbitr...

العلاقات التشيلية الساموية تشيلي ساموا   تشيلي   ساموا تعديل مصدري - تعديل   العلاقات التشيلية الساموية هي العلاقات الثنائية التي تجمع بين تشيلي وساموا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة تشيلي سامو...

GillesAutoreAntoine Watteau Data1718-1719[1] TecnicaOlio su tela Altezza184x149 cm UbicazioneMuseo del Louvre, Parigi Gilles (conosciuto anche come Pierrot detto Gilles[1][2]) è un olio su tela (184x149) di Antoine Watteau, completato tra il 1718 ed il 1719.[3] È custodito al museo del Louvre di Parigi. Indice 1 Descrizione e stile 2 Storia 3 Fortuna 4 Note 5 Altri progetti Descrizione e stile Pierrot, noto personaggio della Commedia dell'arte, è raffig...

穆罕默德·阿里内阁巴基斯坦第5任中央政府1955-1956建立日期1955年8月11日解散日期1956年9月12日组织与人物总督伊斯坎德尔·米尔扎（1956年3月23日起为总统）总理乔杜里·穆罕默德·阿里（英语：Chaudhry Muhammad Ali）成员总数17执政党  穆斯林联盟（英语：Muslim League (Pakistan)）  农民劳工党（英语：Krishak Sramik Party）（以统一阵线为名）  统一进步党  表列种姓联盟（英...

鐵線礁主權争议岛屿其他名称：Sandy Cay地理鐵線礁 鐵線礁的位置位置南海坐标11°04′N 114°14′E / 11.067°N 114.233°E / 11.067; 114.233群岛南沙群岛?主權聲索方 中华人民共和国地級市海南省三沙市  中華民國直轄市高雄市旗津區  越南縣慶和省長沙島縣  菲律賓市巴拉望省卡拉揚市 鐵線礁位于南沙群岛北部，中业群礁西北部，由三个珊瑚礁组成，东�...

Branch of the discipline of sociology This article possibly contains original research. Please improve it by verifying the claims made and adding inline citations. Statements consisting only of original research should be removed. (August 2020) (Learn how and when to remove this message) This article may relate to a different subject or has undue weight on an aspect of the subject. Please help relocate relevant information and remove irrelevant content. (August 2020) Part of a series onSociol...

German philosopher and mathematician (1773–1843) Jakob Friedrich FriesBorn23 August 1773 (1773-08-23)Barby (present-day Saxony-Anhalt, Germany)Died10 August 1843 (1843-08-11) (aged 69)Jena (present-day Thuringia, Germany)Alma materUniversity of LeipzigUniversity of JenaEra19th-century philosophyRegionWestern philosophySchoolPost-Kantianism[1]InstitutionsUniversity of JenaMain interestsMetaphysicsPsychologyPhilosophy of science[2]Philosophical logicNotable...

Parliamentary system of government The Palace of Westminster, after which the Westminster system is named. It is the home of the UK Parliament. Part of the Politics series onExecutive government Head of state Monarch Supreme leader President President of the council of state Government Head of government ChancellorChief executiveChief ministerFirst ministerMinister-presidentPremierPrime ministerPresident of the Council of MinistersPresident of the government CabinetGovernment formationCabinet...

For the speedway team, see Motor Lublin (speedway team). Football clubMotor LublinFull nameMotor Lublin Spółka AkcyjnaNickname(s)Żółto-Biało-Niebiescy(Yellow, White and Blues),Motorowcy (The Motorians)FoundedDecember 1950; 73 years ago (1950-12)GroundArena LublinCapacity15,247ChairmanZbigniew JakubasManagerMateusz StolarskiLeagueEkstraklasa2023–24I liga, 4th of 18 (promoted via play-offs)WebsiteClub website Home colours Away colours Current season Motor Lublin (...

2012年ロンドンオリンピック競泳競技 アクアティクス・センター会場アクアティクス・センターハイド・パーク開催日7月28日 - 8月10日参加選手数166か国 950人« 20082016 » 2012年ロンドンオリンピックの競泳競技（2012ねんロンドンオリンピックのきょうえいきょうぎ）は、2012年7月28日から8月10日までアクアティクス・センター (ロンドン)などで実施された水泳競技の...

Theory in actuarial science and applied probability Risk theory redirects here. For another use, see Tirpitz Plan. In actuarial science and applied probability, ruin theory (sometimes risk theory[1] or collective risk theory) uses mathematical models to describe an insurer's vulnerability to insolvency/ruin. In such models key quantities of interest are the probability of ruin, distribution of surplus immediately prior to ruin and deficit at time of ruin. Classical model A sample path...