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Mazmur 105Naskah Gulungan Mazmur 11Q5 di antara Naskah Laut Mati memuat salinan sejumlah besar mazmur Alkitab yang diperkirakan dibuat pada abad ke-2 SM.KitabKitab MazmurKategoriKetuvimBagian Alkitab KristenPerjanjian LamaUrutan dalamKitab Kristen19← Mazmur 104 Mazmur 106 → Mazmur 105 (disingkat Maz 105 atau Mz 105; penomoran Septuaginta: Mazmur 104) adalah sebuah mazmur dalam bagian ke-4 Kitab Mazmur di Alkitab Ibrani dan Perjanjian Lama dalam Alkitab Kristen. Tidak dicatat nama ...
Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Ghazni – berita · surat kabar · buku · cendekiawan · JSTOR Menara Ghazni, dibangun oleh Bahram Shah Kota Ghazni (bahasa Persia: غزنی - Ğaznī) terletak di timur Afghanistan dengan 141,000 orang pend...
الرابطة الكمبودية 2013 تفاصيل الموسم الرابطة الكمبودية البلد كمبوديا المنظم اتحاد كمبوديا لكرة القدم عدد المشاركين 10 الرابطة الكمبودية 2012 الرابطة الكمبودية 2014 تعديل مصدري - تعديل الرابطة الكمبودية 2013 هو موسم من الرابطة الكمبودية. أشرف على تنظيمه ات...
Soccer club Soccer clubMilwaukee WaveFounded1984StadiumUW–Milwaukee Panther ArenaCapacity9,500OwnerMike ZimmermanHead CoachGiuliano Oliviero[1]LeagueMajor Arena Soccer League2022–231st, Eastern Conference Playoffs: SemifinalsWebsiteClub website Home colors Away colors Third colors Current season The Milwaukee Wave is an American professional indoor soccer team based in Milwaukee, Wisconsin. Founded in 1984, they have been the oldest continuously operating professional soccer team ...
1932 film This article is about the 1932 film. For the Azealia Banks mixtape, see Business & Pleasure. Business and PleasureFilm posterDirected byDavid ButlerWritten byWilliam M. ConselmanArthur F. GoodrichBooth TarkingtonGene TowneProduced byAl RockettStarringWill RogersJetta GoudalCinematographyErnest PalmerMusic byGeorge LipschultzProductioncompanyFox Film CorporationDistributed byFox Film CorporationRelease date March 6, 1932 (1932-03-06) Running time77 minutesCountryUn...
1917 novel by Aleister Crowley Moonchild Cover of the Weiser editionAuthorAleister CrowleyCover artistBeresford EganCountryUnited KingdomLanguageEnglishGenreOccultPublisherMandrake Press (1929)Samuel Weiser, Inc. (1970)Publication date1929Media typePrint (Hardback & Paperback)Pages335 ppISBN0-87728-147-5OCLC656135722Dewey Decimal823.912LC ClassPR6005 .R7 Moonchild is a novel written by the British occultist Aleister Crowley in 1917. Its plot involves a magical war between a...
Metro station in Shenzhen, China This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Zhuguang station – news · newspapers · books · scholar · JSTOR (March 2019) (Learn how and when to remove this message) Not to be confused with Zhuguang Road station, a station in Shanghai, China. Zhuguang珠光General informationLocationNanshan ...
Champlat-et-BoujacourtcomuneChamplat-et-Boujacourt – Veduta LocalizzazioneStato Francia RegioneGrand Est Dipartimento Marna ArrondissementReims CantoneDormans-Paysages de Champagne TerritorioCoordinate49°09′N 3°50′E / 49.15°N 3.833333°E49.15; 3.833333 (Champlat-et-Boujacourt)Coordinate: 49°09′N 3°50′E / 49.15°N 3.833333°E49.15; 3.833333 (Champlat-et-Boujacourt) Superficie6,53 km² Abitanti147[1] (2009) Densità22,51 ...
TorzhokТоржок BenderaLambang kebesaranNegara RusiaSubjek federalOblast TverStatus kota1775Pemerintahan • WalikotaRubailo Anatolyevich[1]Populasi (2010) • Total47.644Kode pos172000-172011Kode area telepon+7 48251Situs webhttp://torzhok-adm.ru/ Torzhok (bahasa Rusia: Торжо́к) adalah sebuah kota di Oblast Tver, Rusia. Kota ini terletak di tepi Sungai Tvertsa. Kota Torzhok berada di dekat Jalan Federal M10 serta dilalui oleh jalur Kereta ...
Text by Dante Alighieri published in 1294 For the album by Christine and the Queens, see La vita nuova (EP). Frontispiece of the English version (The New Life, D. G. Rossetti, 1899) La Vita Nuova (pronounced [la ˈviːta ˈnwɔːva]; Italian for The New Life) or Vita Nova (Latin title) is a text by Dante Alighieri published in 1294. It is an expression of the medieval genre of courtly love in a prosimetrum style, a combination of both prose and verse. History and context Referred to b...
Kingdom in northern Ethiopia and Eritrea (1137–1270) Zagwe dynastyዛጔ መንግሥት (Amharic)1137–1270Christian territories during the Zagwe Dynasty circa 1200 ADCapitalLalibela[1]Common languages Agaw Amharic[2] Ge'ez[3] Tigrinya[4] Religion Ethiopian Orthodox Tewahedo (official)[5]Demonym(s)Ethiopian HabeshaGovernmentMonarchyKing • early 12th century Mara Takla Haymanot• 13th century Yetbarak History • ...
Katharine Jefferts Schori Denominasi Gereja Episkopal Jabatan senior Kedudukan Washington National Cathedral Gelar Uskup Kepala Periode jabatan 2006— Pendahulu Frank Tracy Griswold Pengganti masih menjabat Karier keagamaan Penahbisan sebagai imam 1994 Keuskupan sebelumnya Uskup Nevada Penempatan sebelumnya Uskup Pribadi Tanggal lahir 26 Maret 1954 Tempat lahir Pensacola, Florida Katharine Jefferts Schori (diucapka...
2020年夏季奥林匹克运动会波兰代表團波兰国旗IOC編碼POLNOC波蘭奧林匹克委員會網站olimpijski.pl(英文)(波兰文)2020年夏季奥林匹克运动会(東京)2021年7月23日至8月8日(受2019冠状病毒病疫情影响推迟,但仍保留原定名称)運動員206參賽項目24个大项旗手开幕式:帕维尔·科热尼奥夫斯基(游泳)和马娅·沃什乔夫斯卡(自行车)[1]闭幕式:卡罗利娜·纳亚(皮划艇)...
Northwestern pincer gate of the Hildesheim Cathedral Courtyard [de] Artist's impression of a pincer gate (information board at the Oppidum Finsterlohr [de]) Reconstruction of Celtic pincer gate (1st century BC) in Země Keltů, Nasavrky, Czech Republic A pincer gate (German: Zangentor) is a gate in a fortification that is deeply embedded between two inward angled exterior walls. Those wishing to enter the fort have to approach what is in effect a sunken road and, if ...
Taiwanese-American drag performer Nymphia WindNymphia Wind in 2024BornLeo Tsao (1995-07-23) July 23, 1995 (age 28)Los Angeles, California, U.S.[1]NationalityTaiwaneseAmericanEducationUniversity for the Creative Arts (BA)Occupations Drag queen dressmaker Years active2018–presentKnown forRuPaul's Drag Race (Season 16) WinnerPredecessorSasha ColbyRelativesTs'ao Yung-ho (granduncle)Websitenymphiawind.com Nymphia Wind (Chinese: 妮妃雅‧瘋) is the stage name of Leo Tsa...
Les rites et les fêtes religieuses dans le jaïnisme sont spécifiques à cette foi. Pour autant, il existe des similarités avec l'hindouisme et le bouddhisme comme le don aux moines, ou la fête de Divali. Les rites Ce mandala du jaïnisme, proche du Siddhachakra, est utilisé pour des pujas : des célébrations quotidiennes. Les rites sont obligatoires pour les moines-ascètes, les saddhus, mais ils sont aussi recommandés pour les laïcs. Six devoirs majeurs[1] ou avasyakas sont rec...
AwardAir Force CrossObverse of medalTypeMilitary decorationAwarded for... gallantry while flying but not on active operations against the enemy.[1]DescriptionSilver crossPresented byUnited Kingdom and CommonwealthEligibilityBritish, Commonwealth (formerly) and allied forcesStatusCurrently awardedEstablished3 June 1918TotalIncluding further award bars:[2]George V: 804George VI: 3,053Elizabeth II (to 2017): 1,696Total: 5,553Ribbon: diagonal alternate white and red stripes Order...
Kaiserstandarte 'panji kaisar' (1870–1918) Jerman yang mengandung Gott mit uns.[1] Gott mit uns 'Tuhan beserta kita' adalah semboyan yang digunakan luas dalam perlambangan Prusia sejak 1701, kemudian militer Jerman pada masa Kekaisaran Jerman, Jerman Nazi,[2] dan tahun-tahun mula Jerman Barat. Semboyan ini pun digunakan luas oleh Swedia sebagai seruan perang dalam kebanyakan perangnya, khususnya pada Perang Tiga Puluh Tahun. Asal-muasal Matius 1:23 yang merujuk pada nubuat ...
Theorem in geometric topology Poincaré conjectureA compact 2-dimensional surface without boundary is topologically homeomorphic to a 2-sphere if every loop can be continuously tightened to a point. The Poincaré conjecture asserts that the same is true for 3-dimensional spaces.FieldGeometric topologyConjectured byHenri PoincaréConjectured in1904First proof byGrigori PerelmanFirst proof in2002Implied byGeometrization conjectureZeeman conjecture[1]GeneralizationsGeneralized Poincaré ...
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