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7 Days in HellGenreKomediMokumenterDitulis olehMurray MillerSutradaraJake SzymanskiPemeranAndy SambergKit HaringtonNaratorJon HammNegara asalAmerika SerikatBahasa asliInggrisProduksiProduser eksekutifAndy SambergMurray MillerDavid BernadProduserJonathan BussSinematografiCraig KiefPenyuntingDan MarksPat BishopDurasi45 menitRilis asliJaringanHBORilis 11 Juli 2015 (2015-07-11) 7 Days in Hell adalah sebuah mokumenter yang disutradarai oleh Jake Szymanski dan ditulis oleh Murray Miller. Film...

العلاقات الليبيرية المالية ليبيريا مالي   ليبيريا   مالي تعديل مصدري - تعديل   العلاقات الليبيرية المالية هي العلاقات الثنائية التي تجمع بين ليبيريا ومالي.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة ليبيري�...

Species of flowering plant Thelesperma subnudum Conservation status Secure  (NatureServe) Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Asterales Family: Asteraceae Genus: Thelesperma Species: T. subnudum Binomial name Thelesperma subnudumA.Gray Synonyms Thelesperma pubescens[1] Dorn Thelesperma subnudum, commonly known as Navajo tea,[2] is a perennial species of flowering plant in the family...

Chemistry concept Diluting a solution by adding more solvent Dilution is the process of decreasing the concentration of a solute in a solution, usually simply by mixing with more solvent like adding more water to the solution. To dilute a solution means to add more solvent without the addition of more solute. The resulting solution is thoroughly mixed so as to ensure that all parts of the solution are identical. The same direct relationship applies to gases and vapors diluted in air for examp...

Medical conditionFuchs' dystrophyOther namesFuchs endothelial corneal dystrophy (FECD)Fuchs corneal dystrophy. Light microscopic appearance of the cornea showing numerous excrescences (guttae) on the posterior surface of Descemet's membrane and the presence of cysts in the corneal epithelium beneath ectopically placed intraepithelial basement membrane. Periodic acid-Schiff stain. From a review by Klintworth, 2009.[1]Pronunciation/fuːksˈdɪstrəfi/ fooks-DIS-trə-fee SpecialtyOp...

Flavius Hannibalianus (juga Hanniballianus; meninggal September 337) adalah seorang anggota dari dinasti Konstantinian, yang memerintah Kekaisaran Romawi pada abad ke-4y. Follis Raja Hannibalianus. Hannibalianus adalah putra dari Flavius Dalmatius, dan kemudian keponakan dari Konstantinus I.[1][2] Hannibalianus dan saudaranya Dalmatius dididik di Tolosa oleh Exuperius. Pada 320an, Konstantinus mengajak Flavius Dalmatius dan para putranya ke Konstantinopel. Hannibalianus menika...

UK civil defence unit 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: Civil Defence Corps – news · newspapers · books · scholar · JSTOR (February 2013) (Learn how and when to remove this message) Civil Defence CorpsActive1949-1968CountryUnited KingdomTypeCivil DefenceColoursBlue and orangeMilitary unit The C...

Berkas:AIR CH-53K GTV Sikorsky lg.jpg Berkas:ENG GE38 Drawing MTU lg.jpg Sikorsky CH-53K Super Stallion adalah helikopter kargo berat-angkat yang besar, saat ini sedang dikembangkan oleh Sikorsky Aircraft untuk Korps Marinir Amerika Serikat. Desain ini memiliki tiga mesin 7.500 shp (5.590 kW ), baling-baling komposit baru, dan kabin yang lebih luas daripada varian CH-53 sebelumnya. Ini akan menjadi helikopter terbesar dan terberat di militer AS. Hal ini direncanakan untuk memberikan 200 ...

Davide I: penny Busto coronato con scettro Croce a ferro da mulino(rovescio di tipo inglese, simile alle monete di Stefano di Blois). La monetazione scozzese riguarda le monete emesse da una varietà di autorità locali e nazionali, tra cui il Regno di Scozia. Le monete che hanno circolato in Scozia dopo l'Atto di Unione del 1707 con l'Inghilterra sono comprese tra le monete della sterlina britannica. Indice 1 Primi commerci con i Romani (138 circa - 400) 2 Primo periodo medioevale 3 Periodo...

خليج سرتالموقع الجغرافي / الإداريالإحداثيات 31°30′N 18°00′E / 31.5°N 18°E / 31.5; 18 جزء من البحر الأبيض المتوسط التقسيم الإداري ليبيا[1] دول الحوض ليبيا[1] هيئة المياهالنوع خليج صغير — خليج[1] تعديل - تعديل مصدري - تعديل ويكي بيانات خريطة ليبيا ويتوسطها الخليج ف�...

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Desember 2023. Sitora FarmonovaInformasi latar belakangNama lahirSitora FarmonovaLahir20 Agustus 1984 (umur 39)AsalBukhara, Republik Sosialis Soviet Uzbekistan, Uni SovietGenrePopPekerjaanPemeran, penyanyiTahun aktif2000–sekarang Sitora Farmonova (bahasa Uzbe...

Non-commutative algebraic structure The icosian calculus is a non-commutative algebraic structure discovered by the Irish mathematician William Rowan Hamilton in 1856.[1][2] In modern terms, he gave a group presentation of the icosahedral rotation group by generators and relations. Hamilton's discovery derived from his attempts to find an algebra of triplets or 3-tuples that he believed would reflect the three Cartesian axes. The symbols of the icosian calculus can be equated ...

الهلال الخصيبمعلومات عامةجزء من الشرق الأوسط سُمِّي باسم هلالخصوبة التربة البلد إيرانالعراقتركيا الإحداثيات 36°N 40°E / 36°N 40°E / 36; 40 لديه جزء أو أجزاء الشامبلاد الرافدينقبرص[1] تعديل - تعديل مصدري - تعديل ويكي بيانات خارطة طبيعية تظهر الهلال الخصيب جزء من سلس�...

Rapid transit system in Venezuela This article needs to be updated. Please help update this article to reflect recent events or newly available information. (November 2019) You can help expand this article with text translated from the corresponding article in Spanish. (May 2014) Click [show] for important translation instructions. View a machine-translated version of the Spanish article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, bu...

Vampire WeekendVampire Weekend performing at Red Rocks Amphitheatre in 2013Informasi latar belakangAsalNew York City, U.S.Genre Indie rock[1] indie pop[2] art pop[3] baroque pop[4] worldbeat[5] alternative rock[6] Tahun aktif2006–sekarangLabel XL Columbia Artis terkait Dirty Projectors Discovery Haim Steve Lacy Jonathan Wolff Richard Pictures Situs webvampireweekend.comAnggota Ezra Koenig Chris Baio Chris Tomson Brian Robert Jones Greta Morgan...

Не следует путать с Госавтоинспекция МВД России. Федеральная служба по надзору в сфере транспортасокращённо: Ространснадзор Общая информация Страна  Россия Юрисдикция Россия Дата создания 9 марта 2004 Предшественник Ространсинспекция Руководство Подчинено Министерс...

Pour les articles homonymes, voir tête. Cet article est une ébauche concernant la zoologie. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. La tête chez l'homme et la fourmi. Chez les Plathelminthes Geoplanidae comme Platydemus manokwari, au contraire de la plupart des animaux, la tête ne porte pas la bouche, qui se situe au milieu du corps. La tête est une partie de l'anatomie d'un animal, située à l'ava...

District and municipality in Sakarya, TurkeyAdapazarıDistrict and municipalityMap showing Adapazarı District in Sakarya ProvinceAdapazarıLocation in TurkeyShow map of TurkeyAdapazarıAdapazarı (Marmara)Show map of MarmaraCoordinates: 40°47′N 30°24′E / 40.783°N 30.400°E / 40.783; 30.400CountryTurkeyProvinceSakaryaGovernment • MayorMutlu Işıksu (AKP)Area324 km2 (125 sq mi)Elevation31 m (102 ft)Population (2022)[...

Questa voce sugli argomenti competizioni calcistiche e sport in Giappone è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Coppa dell'ImperatoreSport Calcio TipoSquadre di club FederazioneJFA Paese Giappone OrganizzatoreFederazione calcistica del Giappone CadenzaAnnuale Aperturasettembre Chiusuragennaio Partecipanti88 FormulaEliminazione diretta Sito Internetwww.jfa.or.jp/ StoriaFondazione1921 Deten...

Magical ring in The Lord of the Rings Several terms redirect here. For other uses, see One ring (disambiguation) and Great Ring (disambiguation). The One RingArtist's representationFirst appearanceThe Hobbit (1937)Created byJ. R. R. TolkienGenreFantasyIn-universe informationTypeMagical ringOwnersSauron (creator)FunctionInvisibilityPower augmentationWill dominationControl over other Rings of Power made with Sauron's ring magicTraits and abilitiesPlain gold ring; glowing inscription app...