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Municipality in Mecklenburg-Vorpommern, GermanyAltenkirchen MunicipalityParish church of AltenkirchenLocation of Altenkirchen within Vorpommern-Rügen district Altenkirchen Show map of GermanyAltenkirchen Show map of Mecklenburg-VorpommernCoordinates: 54°38′10″N 13°20′38″E / 54.63611°N 13.34389°E / 54.63611; 13.34389CountryGermanyStateMecklenburg-VorpommernDistrictVorpommern-Rügen Municipal assoc.Nord-Rügen Government • MayorJutta SillArea …
In this name that follows Eastern Slavic naming customs, the patronymic is Anatolyevich and the family name is Chuychenko. Konstantin ChuychenkoКонстантин ЧуйченкоChuychenko in 2021Minister of JusticeIncumbentAssumed office 21 January 2020PresidentVladimir PutinPreceded byAleksandr KonovalovDeputy Prime Minister of Russia – Chief of Staff of the GovernmentIn office18 May 2018 – 15 January 2020 Acting: 15 January 2020 – 21 January 2020Prime MinisterDmitry …
2016年美國總統選舉 ← 2012 2016年11月8日 2020 → 538個選舉人團席位獲勝需270票民意調查投票率55.7%[1][2] ▲ 0.8 % 获提名人 唐納·川普 希拉莉·克林頓 政党 共和黨 民主党 家鄉州 紐約州 紐約州 竞选搭档 迈克·彭斯 蒂姆·凱恩 选举人票 304[3][4][註 1] 227[5] 胜出州/省 30 + 緬-2 20 + DC 民選得票 62,984,828[6] 65,853,514[6] 得…
Georges Winckelmans Winckelmans (lower row, 1st from right [1]) with the championship team in 1933.Personal informationDate of birth (1910-07-14)14 July 1910Place of birth Lambersart (Nord), FranceDate of death 13 November 1991(1991-11-13) (aged 81)[1]Place of death Armentières, FranceHeight 1.77 m (5 ft 9+1⁄2 in)Position(s) Midfield, outside right, strikerSenior career*Years Team Apps (Gls)1932–1935 Lille 1935–1937 RC Roubaix 1937–1939 Lille Managerial c…
Mobile phone model Nokia E66ManufacturerNokiaCompatible networksQuad band GSM / GPRS / EDGE: GSM 850 / 900 / 1800 / 1900Dual band UMTS / HSDPAAvailability by region2008—2010Discontinued2010PredecessorNokia E65SuccessorNokia C6-01Nokia C7-00RelatedNokia E51Nokia E63Nokia E71Form factorsliderDimensions107.5 × 49.5 × 13.6 mm, Volume: 62.6 cm3 (3.82 cu in)Mass121 g (0.267 lb)Operating systemS60 v3.1 (3rd Edition, Feature Pack 1) UI on Symbian OS v9.2CPU369 MHz …
سلطنة عفت 1285 – 1415 سلطنة عفت في القرن الرابع عشر. عاصمة زيلع نظام الحكم سلطنة اللغة الرسمية العربية، الصومالية لغات مشتركة الهررية، العفارية، السامية الإثيوبية الديانة إسلام سني التاريخ التأسيس 1285 التأسيس 1285 الزوال 1415 اليوم جزء من إثيوبيا إريتريا الصومال…
1971-1972 Australian federal administration Not to be confused with McMahon Ministry. McMahon governmentIn office10 March 1971 – 5 December 1972MonarchElizabeth IIPrime MinisterWilliam McMahonDeputyDoug AnthonyPartiesLiberalCountryOriginMcMahon wins 1971 Liberal leadership electionDemiseLost 1972 electionPredecessorGorton governmentSuccessorWhitlam government This article is part of a series aboutWilliam McMahon Early life World War II service Member for Lowe (1949–1982) Minister for th…
NymphaeumThe Nymphaeum in Downtown AmmanLocationAmman, JordanCoordinates31°57′01″N 35°56′10″E / 31.9503324°N 35.9361693°E / 31.9503324; 35.9361693 Small model of the Nymphaeum in front of the site, 2024 The Nymphaeum in a different light The Nymphaeum is a partially preserved Roman public fountain in Amman, Jordan. It is located a short distance from the Hashemite Plaza, the Roman Theater and the Odeon, at the crossing of Ibn al-Atheer and Quraysh streets in a…
Pembroke and HaverfordwestFormer Borough constituencyfor the House of Commons1885–1918SeatsoneCreated fromHaverfordwest and PembrokeReplaced byPembrokeshire Pembroke and Haverfordwest was a parliamentary constituency centred on the towns of Pembroke and Haverfordwest in West Wales. It returned one Member of Parliament (MP) to the House of Commons of the Parliament of the United Kingdom, elected by the first past the post system. History The constituency was created by the Redistribution of Sea…
Derana Film AwardsCurrent: The Seventh Derana Film AwardsTrophyAwarded forExcellence in cinematic achievementsCountrySri LankaPresented byTV Derana Festival Director Keerthi PathiranaFirst awarded2012Last awarded26 May 2018 (2018-05-26)[1]Websitehttp://cinema.lk/DFA/ Derana Film Awards (Sinhala:දෙරණ සිනමා සම්මාන) is an award bestowed to distinguished individuals involved with the Sri Lanka's silver screen, each year by the TV Derana, Sri Lanka…
Island of the Shetland Islands, Scotland, UK YellOld Norse nameJalaMeaning of namePossibly of Pictish origin or from Old Norse for 'barren'LocationYellYell shown within ShetlandOS grid referenceHU492935Coordinates60°37′N 1°06′W / 60.62°N 1.1°W / 60.62; -1.1Physical geographyIsland groupShetlandArea21,211 ha (81.9 sq mi)Area rank11 [1]Highest elevationHill of Arisdale 210 m (689 ft)AdministrationSovereign stateUnited KingdomC…
CC14 Stasiun MRT Lorong Chuan罗弄泉地铁站லோரோங் சுவான்Angkutan cepatInterior of Lorong Chuan stationLokasi150 Serangoon Avenue 3Singapore 554533Koordinat1°21′06″N 103°51′51″E / 1.351636°N 103.864064°E / 1.351636; 103.864064Jalur Jalur Lingkar Jumlah peronPulauJumlah jalur2Layananbus, taksiKonstruksiJenis strukturBawah tanahTinggi peron2Akses difabelYesInformasi lainKode stasiunCC14SejarahDibuka28 Mei 2009Oper…
لمعانٍ أخرى، طالع غورني (توضيح). غورني الاسم الرسمي (باليونانية: αι Γούρναι) الإحداثيات 35°19′34″N 25°16′37″E / 35.32611111°N 25.27694444°E / 35.32611111; 25.27694444 تقسيم إداري البلد اليونان[1] خصائص جغرافية ارتفاع 20 متر عدد السكان عدد السكان 403 (1991)1203 (2001…
Fort São Pedro da Barra de LuandaFortaleza de São Pedro da Barra de LuandaLuanda in AngolaFort São Pedro da BarraCoordinates8°46′24″S 13°17′10″E / 8.77333°S 13.28611°E / -8.77333; 13.28611Site informationControlled byDutch West India Company Portuguese Empire AngolaConditionRuinedSite historyBuilt1703-1780 [1] The Fort São Pedro da Barra de Luanda, is located in the former Hill of Cassandama (Morro de Cassandama in Portuguese), now Angola…
Mathematical logic concept In logic and mathematics, contraposition, or transposition, refers to the inference of going from a conditional statement into its logically equivalent contrapositive, and an associated proof method known as § Proof by contrapositive. The contrapositive of a statement has its antecedent and consequent inverted and flipped. Conditional statement P → Q {\displaystyle P\rightarrow Q} . In formulas: the contrapositive of P → Q {\displaystyle P\rightarro…
Town & Municipality in State of Mexico, MexicoIxtlahuaca (de Rayón)Town & Municipality SealCoordinates: 19°34′08″N 99°46′01″W / 19.56889°N 99.76694°W / 19.56889; -99.76694Country MexicoStateState of MexicoMunicipal Status1816Government • Municipal PresidentMargarito Ortega Ballesteros (2022-2027)Elevation (of seat)2,540 m (8,330 ft)Population (2005) Municipality • Municipality126,505 •&#…
American baseball player and manager (1874–1959) Baseball player John GanzelFirst baseman / ManagerBorn: (1874-04-07)April 7, 1874Kalamazoo, Michigan, U.S.Died: January 14, 1959(1959-01-14) (aged 84)Orlando, Florida, U.S.Batted: RightThrew: RightMLB debutApril 21, 1898, for the Pittsburgh PiratesLast MLB appearanceSeptember 30, 1908, for the Cincinnati RedsMLB statisticsBatting average.251Home runs18Runs batted in336Win–loss record90–99Winning %.476 …
Antony Clement McAuliffeSoprannomeOld Crock NascitaWashington, 2 luglio 1898 MorteChevy Chase, 11 agosto 1975 Cause della morteNaturali Luogo di sepolturaCimitero nazionale di Arlington EtniaStatunitense Dati militariPaese servito Stati Uniti Forza armata United States Army CorpoArtiglieria Specialitàparacadutisti UnitàField Artillery Branch Anni di servizio1918 - 1956 GradoGenerale GuerreSeconda guerra mondiale Guerra di Corea BattaglieAssedio di Bastogne Comandante di103rd …
Class of musical instruments A Hugh Tracey treble kalimba A Jew's harp A lamellophone (also lamellaphone or linguaphone) is a member of the family of musical instruments that makes its sound by a thin vibrating plate called a lamella or tongue, which is fixed at one end and has the other end free. When the musician depresses the free end of a plate with a finger or fingernail, and then allows the finger to slip off, the released plate vibrates. An instrument may have a single tongue (such as a J…
In matematica, la formula integrale di Cauchy è uno strumento fondamentale dell'analisi complessa. Il teorema mette in relazione il valore di una funzione olomorfa in un punto con il suo integrale di contorno lungo una curva semplice chiusa. Dalla formula di Cauchy dipendono numerose proprietà delle funzioni olomorfe. Indice 1 Enunciato 2 Dimostrazione 3 Generalizzazione 3.1 Dimostrazione 4 Applicazioni 4.1 Derivate 4.1.1 Dimostrazione 4.2 Teorema della media 4.2.1 Dimostrazione 4.3 Stime 4.3.…