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Nick VujicicLahir04 Desember 1982 (umur 41)[1]Melbourne, AustraliaPendidikanMendapat 2 gelar sarjana dalam bidang akuntansi dan perencanaan keuanganAlmamaterUniversitas GriffithPekerjaanPenginjil, pengkhotbah, motivatorSuami/istriKanae Miyahara (menikah pada tahun 2012)Anak2Situs weblifewithoutlimbs.org Nicholas James Nick Vujicic (/ˈvɔɪtʃɪtʃ/ VOY-i-chich; bahasa Serbia: Николас Џејмс Вујичић, Nikolas Džejms Vujičić; lahir 4 Desember 1982) adalah ...

 

Bible House, kantor pusat Pennsylvania Bible Society, lembaga Alkitab tertua di Amerika Serikat, didirikan pada tahun 1808 Lembaga Alkitab (Inggris: Bible Societycode: en is deprecated ) adalah suatu organisasi nirlaba, biasanya berupa yayasan ekumenikal, berfokus pada penerjemahan, penerbitan, dan distribusi Alkitab dengan biaya terjangkau. Dalam tahun-tahun terakhir mereka juga lebih terlibat dalam advokasi kredibilitas dan dapat dipercayanya Alkitab dalam kehidupan budaya kontemporer. Seca...

 

2024 Arkansas Democratic presidential primary ← 2020 March 5, 2024 2028 → ← ALAS →37 delegates (31 pledged and 6 unpledged) to the Democratic National Convention   Candidate Joe Biden Marianne Williamson Home state Delaware California Delegate count 31 0 Popular vote 71,978 3,883 Percentage 88.5% 4.8% County results Biden   70 – 80%   80 – 90%   >90% Elections in Arkansas Federal govern...

Khan of the Golden Horde from 1257 to 1266 For the Mamluk leader al-Malik al-Sa'id Berke Khan, see Al-Said Barakah. For people with the given name and surname Berke, see Berke (name). This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (June 2013) (Learn how and when to remove this template message) Berke Khanبرکه خان‎Coinage of Berke, Qrim (Crimea) m...

 

بروسيا مملكة بروسيا Königreich Preußen ↓ 1701 – 1918     مملكة بروسياعلم مملكة بروسيامملكة بروسياشعار بروسيا  الشعار الوطني : Suum cuiqueTo each his own النشيد : النشيد الوطني البروسي [الإنجليزية]Song of Prussia Royal anthemHeil dir im Siegerkranzاحيي تاج فيكتور مملكة بروسيا بالأزرق الغامق في أقصى ا�...

 

Iranian actor and director (born 1982) Javad Ezzatiجواد عزتیEzzati at the 2020 Fajr Film FestivalBornMohammad Javad Ezzati (1982-01-10) January 10, 1982 (age 42)Tehran, IranAlma materSoore UniversityOccupationsActordirectorYears active1993–presentSpouse Mahlagha Bagheri ​(m. 2006)​WebsiteIMDb profile Mohammad Javad Ezzati (Persian: محمد جواد عزتی; born January 10, 1982) is an Iranian actor and director. He has received critical...

Cet article concerne les aspects politiques. Pour les aspects géographiques qui recouvrent une zone plus large, voir Plateau du Golan (géographie). Pour les autres sens du nom, voir Golan. Plateau du Golan الجولان (ar)גולן (he) Carte du plateau du Golan avec à l'ouest, Israël, à l'est la Syrie, au nord, le Liban et au sud la Jordanie. La zone en rouge au centre marque la zone démilitarisée. Administration Pays Syrie (de jure) Israël (territoire annexé)UNIFIL...

 

Croix-Caluyaucomune Croix-Caluyau – VedutaIl municipio LocalizzazioneStato Francia RegioneAlta Francia Dipartimento Nord ArrondissementAvesnes-sur-Helpe CantoneAvesnes-sur-Helpe TerritorioCoordinate50°09′N 3°35′E / 50.15°N 3.583333°E50.15; 3.583333 (Croix-Caluyau)Coordinate: 50°09′N 3°35′E / 50.15°N 3.583333°E50.15; 3.583333 (Croix-Caluyau) Altitudine128 - 151 m s.l.m. Superficie4 km² Abitanti242[1] (2009)...

 

Election 1857 Vermont gubernatorial election ← 1856 September 1, 1857 (1857-09-01) 1858 →   Nominee Ryland Fletcher Henry Keyes Party Republican Democratic Popular vote 26,719 12,869 Percentage 67.0% 32.3% Governor before election Ryland Fletcher Republican Elected Governor Ryland Fletcher Republican Elections in Vermont Federal government Presidential elections 1792 1796 1800 1804 1808 1812 1816 1820 1824 1828 1832 1836 1840 1844 1848 1852 1856 ...

1987 single by MotörheadEat the RichSingle by Motörheadfrom the album Rock 'n' Roll B-sideCradle to the Grave / Just 'cos You Got the Power (12 only)ReleasedNovember 1987 (UK)[1]Recorded1987StudioMaster Rock StudiosRedwood, London, UKGenreHeavy metalspeed metalLength4:36LabelGWRSongwriter(s)Phil CampbellWürzelLemmyPhil TaylorProducer(s)MotörheadGuy BidmeadMotörhead singles chronology Deaf Forever (1986) Eat the Rich (1987) Ace of Spades (live) (1988) Music videoEat the Rich on Y...

 

 烏克蘭總理Прем'єр-міністр України烏克蘭國徽現任杰尼斯·什米加尔自2020年3月4日任命者烏克蘭總統任期總統任命首任維托爾德·福金设立1991年11月后继职位無网站www.kmu.gov.ua/control/en/(英文) 乌克兰 乌克兰政府与政治系列条目 宪法 政府 总统 弗拉基米尔·泽连斯基 總統辦公室 国家安全与国防事务委员会 总统代表(英语:Representatives of the President of Ukraine) 总...

 

  لمعانٍ أخرى، طالع معركة الناصرية (توضيح). معركة الناصرية جزء من احتلال العراق 2003 عربة الهجوم البرمائية الأمريكية حطّمت في الناصرية معلومات عامة التاريخ 23–29 مارس 2003 البلد العراق  الموقع الناصرية، العراق31°03′00″N 46°16′00″E / 31.05°N 46.26666667°E / 31.05; 46.26666667   �...

Modern art museum in Medzilaborce, Slovakia This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (August 2015) (Learn how and when to remove this message) Andy Warhol Museum of Art View of museum in 2008 with large Campbell's Soup Cans. The Andy Warhol Museum of Modern Art (Slovak: Múzeum Andyho Warhola Medzilaborce or Múzeum Moderného Umenia Andyho Warhola) in ...

 

French national park in Réunion Réunion National ParkIUCN category II (national park)Show map of RéunionShow map of AfricaShow map of Indian OceanLocationRéunion (France)Western Indian OceanNearest citySaint-DenisCoordinates21°09′00″S 55°30′00″E / 21.15000°S 55.50000°E / -21.15000; 55.50000Area1,053.84 km2 (406.89 sq mi), core area876.96 km2 (338.60 sq mi), area of voluntary commitmentEstablished5 March 2007Governing&...

 

American comedian and TV personality (born 1965) Kathleen MadiganMadigan in December 2008 during the USO Holiday TourBorn (1965-09-30) September 30, 1965 (age 58)[1]Florissant, Missouri, U.S.Medium Stand-up television Alma materSouthern Illinois University EdwardsvilleGenresObservational comedySubject(s)Interpersonal relationships, everyday life Kathleen Madigan is an American stand-up comedian and TV personality. In addition to her stand-up comedy performances, she is a reg...

Czech tennis player Petra CetkovskáCetkovská in 2013Country (sports) Czech RepublicResidenceParis, FranceBorn (1985-02-08) 8 February 1985 (age 39)Prostějov, Czechoslovakia(now Czech Republic)Height1.72 m (5 ft 8 in)Turned pro2000Retired2020PlaysRight-handed (two-handed backhand)Prize moneyUS$ 2,056,672SinglesCareer record423–227Career titles0 WTA, 23 ITFHighest rankingNo. 25 (18 June 2012)Grand Slam singles resultsAustralian Open2R ...

 

Smallest public radio and television broadcaster in Germany Radio BremenTypeBroadcast radio, television and onlineCountryGermanyHeadquartersBremen, GermanyLaunch date30 November 1924 (as NORAG Bremen)23 December 1945 (78 years ago) (1945-12-23) (as Radio Bremen)WebcastWatch and Listen LiveOfficial websitewww.radiobremen.de Radio Bremen (pronounced [ˈʁaːdi̯o ˈbʁeːmən]), shortened to RB (pronounced [ɛʁˈbeː]) is Germany's smallest public radio and televi...

 

Commune in Île-de-France, FranceEaubonneCommuneThe Avenue de l'Europe, in Eaubonne Coat of armsLocation (in red) within Paris inner and outer suburbsLocation of Eaubonne EaubonneShow map of FranceEaubonneShow map of Île-de-France (region)Coordinates: 48°59′32″N 2°16′50″E / 48.9922°N 2.2806°E / 48.9922; 2.2806CountryFranceRegionÎle-de-FranceDepartmentVal-d'OiseArrondissementArgenteuilCantonErmontIntercommunalityVal ParisisGovernment • Mayor (2...

Coppa Italia Dilettanti 1988-1989 Competizione Coppa Italia Dilettanti Sport Calcio Edizione 23ª Organizzatore Lega Nazionale Dilettanti Date dal 4 settembre 1988al 25 giugno 1989 Luogo  Italia Formula Eliminazione diretta Risultati Vincitore Sestese(1º titolo) Secondo Molfetta Semi-finalisti Sedico e Partinicaudace Cronologia della competizione 1987-1988 1989-1990 Manuale La Coppa Italia Dilettanti 1988-1989 è stata la 23ª edizione di questa competizione calcistica italiana...

 

Connects homology and cohomology groups for oriented closed manifolds In mathematics, the Poincaré duality theorem, named after Henri Poincaré, is a basic result on the structure of the homology and cohomology groups of manifolds. It states that if M is an n-dimensional oriented closed manifold (compact and without boundary), then the kth cohomology group of M is isomorphic to the (n − k)th homology group of M, for all integers k H k ( M ) ≅ H n − k ( M ) . {\displaystyle H^...