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MoldeNama lengkapMolde FotballklubbNama singkatMFKBerdiri19 June 1911; 112 tahun lalu (19 June 1911)StadionAker StadionMoldeNorway(Kapasitas: 11.800)KetuaRusli WardanaManajerAldi RevaldiPelatihMark DempseyLigaLiga Utama Norwegia2022Juara Kostum kandang Kostum tandang Kostum ketiga Molde Fotballklubb merupakan sebuah klub sepak bola asal Norwegia yang bermain di Liga Utama Norwegia. Didirikan peda tahun 1911. Berbasis di Molde. Klub ini memainkan pertandingan kandangnya di Aker Stadion ya...

 

Bandar Udara RovaniemiRovaniemen lentoasemaIATA: RVNICAO: EFROInformasiJenisPublik / MiliterPengelolaFinaviaMelayaniRovaniemi, FinlandiaKetinggian dpl196 mdplKoordinat66°33′42″N 025°49′51″E / 66.56167°N 25.83083°E / 66.56167; 25.83083Koordinat: 66°33′42″N 025°49′51″E / 66.56167°N 25.83083°E / 66.56167; 25.83083Situs webfinavia.fiPetaRVNLokasi di FinlandiaLandasan pacu Arah Panjang Permukaan m kaki 03/21 3,002 9,...

 

Rumania Pemakaian 111111 Perbandingan 2:3 Dipakai 26 Juni 18481 Juli 186627 Desember 198916 Juli 1994 Rancangan Bendera triwarna Bendera Rumania merupakan bendera triwarna biru-kuning-merah. Bendera ini memiliki rasio 2:3 dan memiliki kesamaan dengan bendera Andorra, Chad, dan Moldova. Kesamaannya dengan bendera Chad (hanya berbeda warna birunya) sempat menimbulkan perdebatan internasional; pada tahun 2004 Chad meminta PBB untuk memeriksa hal ini, tetapi presiden Rumania saat itu Ion Iliescu...

Pour les articles homonymes, voir ITK. Cet article est une ébauche concernant les Autochtones du Canada. Vous pouvez partager vos connaissances en l’améliorant (comment ?) ; pour plus d’indications, visitez le projet correspondant. Inuit Tapiriit KanatamiCarte montrant les quatre régions constitutives de l'Inuit Tapiriit Kanatami : la région désignée des Inuvialuit, Nunavut, Nunavik et NunatsiavutHistoireFondation 1971CadreZone d'activité CanadaType Organisation inu...

 

У этого термина существуют и другие значения, см. Чайки (значения). Чайки Доминиканская чайкаЗападная чайкаКалифорнийская чайкаМорская чайка Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:Вторич...

 

British amateur scientist (1784–1855) For other uses, see Andrew Cross (disambiguation). Andrew CrosseAndrew CrosseBorn(1784-07-17)17 July 1784Fyne Court, Broomfield, Somerset, UKDied6 July 1855(1855-07-06) (aged 70)Fyne Court, Broomfield, Somerset, UKNationalityBritishOccupationScientistKnown forElectrocrystallization; atmospheric electricitySpouses Mary Anne Hamilton ​ ​(m. 1809; died 1846)​ Cornelia Augusta Hewett Berkeley ​...

La lista nera di Hollywood (Hollywood blacklist), nota come la più grande lista nera nell'industria dello spettacolo, era la pratica di negare il lavoro a sceneggiatori, attori, registi, musicisti e altri professionisti dello spettacolo americani a metà del XX secolo perché accusati di simpatie o legami con i comunisti. Gli artisti erano ostracizzati a causa della loro presunta appartenenza o simpatia per il Partito Comunista degli Stati Uniti d'America o al rifiuto di collaborare alle ind...

 

For another place, see Red Mountain Wilderness (Utah). Red Mountain Wilderness (Nevada)IUCN category Ib (wilderness area)LocationWhite Pine / Nye counties, Nevada, United StatesNearest cityDuckwater, NevadaCoordinates38°54′40″N 115°20′06″W / 38.911072°N 115.334873°W / 38.911072; -115.334873Area20,490 acres (8,290 ha)EstablishedDecember 20, 2006Governing bodyU.S. Forest Service The Red Mountain Wilderness is a 20,490-acre (8,290 ha) wilde...

 

Questa voce o sezione sull'argomento film d'azione non cita le fonti necessarie o quelle presenti sono insufficienti. Commento: Intere sezioni senza fonti. Possibili ricerche originali. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. Fast & Furious 5Una scena del filmTitolo originaleFast Five Lingua originaleInglese, Portoghese, Italiano, Spagnolo Paese di produzione...

Resolusi 817Dewan Keamanan PBBLokasi Republik Makedonia UtaraTanggal7 April 1993Sidang no.3.196KodeS/RES/817 (Dokumen)TopikPenambahan anggota baru PBB: MakedoniaRingkasan hasil15 mendukungTidak ada menentangTidak ada abstainHasilDiadopsiKomposisi Dewan KeamananAnggota tetap Tiongkok Prancis Rusia Britania Raya Amerika SerikatAnggota tidak tetap Brasil Tanjung Verde Djibouti Spanyol Hungaria Jepang Maroko Selandia Baru&...

 

Mexican chili pepper This article is about the chile pepper. For the shrub that is also called guajillo or chile guaco, see Acacia berlandieri. 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: Guajillo chili – news · newspapers · books · scholar · JSTOR (February 2018) (Learn how and when to remove this messa...

 

莎拉·阿什頓-西里洛2023年8月,阿什頓-西里洛穿著軍服出生 (1977-07-09) 1977年7月9日(46歲) 美國佛羅里達州国籍 美國别名莎拉·阿什頓(Sarah Ashton)莎拉·西里洛(Sarah Cirillo)金髮女郎(Blonde)职业記者、活動家、政治活動家和候選人、軍醫活跃时期2020年—雇主內華達州共和黨候選人(2020年)《Political.tips》(2020年—)《LGBTQ國度》(2022年3月—2022年10月)烏克蘭媒�...

Gmina PrószkówNegara PolandiaProvinsiOpolePowiatOpoleIbukotaPrószkówPemerintahan • Wali kotaRóża Maria MalikLuas • Total118,44 km2 (45,73 sq mi)Populasi (2014) • Total9,123 • Kepadatan77/km2 (200/sq mi)Zona waktuUTC+1 (CET) • Musim panas (DST)UTC+2 (CEST)Postal code46-060Car platesOPOSitus webhttp://www.proszkow.pl Powiat Opole Gmina Prószków Gmina Prószków (bahasa Polandia: Gmina Prószków) a...

 

乔冠华 中华人民共和国外交部部长 中国人民对外友好协会顾问 任期1974年11月—1976年12月总理周恩来 → 华国锋前任姬鹏飞继任黄华 个人资料性别男出生(1913-03-28)1913年3月28日 中華民國江蘇省盐城县逝世1983年9月22日(1983歲—09—22)(70歲) 中华人民共和国北京市籍贯江蘇鹽城国籍 中华人民共和国政党 中国共产党配偶明仁(1940年病逝) 龚澎(1970年病逝) 章含�...

 

County in Minnesota, United States County in MinnesotaLe Sueur CountyCountyLe Sueur County Courthouse and JailLocation within the U.S. state of MinnesotaMinnesota's location within the U.S.Coordinates: 44°22′N 93°44′W / 44.37°N 93.73°W / 44.37; -93.73Country United StatesState MinnesotaFoundedMarch 5, 1853[1]Named forPierre-Charles Le SueurSeatLe CenterLargest cityLe SueurArea • Total474 sq mi (1,230 km2) •...

U.K. domiciled energy company For the exploration and production company, see Noble Energy. For the chivalric order, see Noble Company. Noble Corporation plcCompany typePublicly Traded CompanyTraded asNYSE: NEIndustryPetroleum industryPredecessorNoble Drilling CorporationFounded1985; 39 years ago (1985)HeadquartersOrganized in LondonMain office in Sugar Land, Texas, United StatesKey peopleRobert W. Eifler, President & CEORichard B. Barker, CFOServicesOffshore Drilli...

 

2008 South Korean filmDeath BellTheatrical posterHangul고사: 피의중간고사Revised RomanizationGosa: piui junggangosaMcCune–ReischauerKosa: p‘iŭi chunggangosa Directed byChangWritten by Chang Kim Eun-kyeong Produced by Hong Jung-pyo Im Seong-been Starring Lee Beom-soo Kim Bum Nam Gyu-ri Yoon Jung-hee CinematographyHeo Seong-ryongEdited byYu Yeong-juMusic byKim Jun-seongProductioncompanyCore Contents MediaDistributed bySK TelecomRelease date August 6, 2008 (2008-08-06...

 

Офіційний вісник Президента України Країна  УкраїнаТип друковане виданняМова українська Засновано 12 лютого 2007Власник Державне управління справамиГоловний редактор Сорокін Володимир Петрович[1]Головний офіс 01014, м. Київ, вул. Петра Болбочана, 8, корпус 6 Офіційний...

Brewery in Brooklyn, New York Sixpoint BreweryLocationRed Hook, Brooklyn, NYUnited StatesOpened2004Annual production volume60,000 US beer barrels (70,000 hL)[1]Owned byArtisanal Brewing VenturesWebsitesixpoint.com Sixpoint Brewery is a brewery founded 2004, in Red Hook, Brooklyn, New York, USA. The Sixpoint logo is a combination of the brewer's hexagram and the nautical star.[2] The company's motto is Beer is Culture, a play on the cultural significance of beer and brewin...

 

Probability distribution Bell curve redirects here. For other uses, see Bell curve (disambiguation). Normal distribution Probability density functionThe red curve is the standard normal distribution. Cumulative distribution functionNotation N ( μ , σ 2 ) {\displaystyle {\mathcal {N}}(\mu ,\sigma ^{2})} Parameters μ ∈ R {\displaystyle \mu \in \mathbb {R} } = mean (location) σ 2 ∈ R > 0 {\displaystyle \sigma ^{2}\in \mathbb {R} _{>0}} = variance (...