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Lam RèhLamri800–1503Ibu kotaLamrehAgama Hindu, Islam (abad ke-14/15)[1]Sejarah • Didirikan 800• Kemunculan Aceh 1503 Digantikan oleh Aceh Sunting kotak info • Lihat • BicaraBantuan penggunaan templat ini Lamri adalah nama sebuah kerajaan yang terletak di daerah kabupaten Aceh Besar dengan pusatnya di Lam Reh, kecamatan Mesjid Raya. Kerajaan ini adalah kerajaan yang lebih dahulu muncul sebelum berdirinya Aceh Darussalam. Sumber asing menyebut nama ke...
Lokasi di peta Rumania Lambang kota Ploieşti ialah ibu kota Provinsi Prahova, dan terletak di kawasan historis Walakia, Rumania. Sekitar 224.406 jiwa tinggal di Ploieşti sejak tahun 2012. Kota kembar Di bawah ini adalah kota kembar Ploieşti: Berat, Albania Dnipro, Ukraina Harbin, Republik Rakyat Tiongkok Hînceşti, Moldova Lefkada, Yunani Maracaibo, Venezuela Oral, Kazakhstan Osijek, Kroasia Radom, Polandia Tulsa, Amerika Serikat Pranala luar Wikimedia Commons memiliki media mengenai Ploi...
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 Oktober 2022. Jendela kaca patri Santo Jermanus Jermanus dari Normandie, juga dikenal sebagai Jermanus orang Skotlandia (Prancis: Germain le Scotcode: fr is deprecated ), merupakan seorang santo Kristen yang divenerasikan terutama di Normandie. Ia adalah murid Jerma...
Pour les articles homonymes, voir Sémélé (homonymie). Cet article est une ébauche concernant la mythologie grecque. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Nicolas Bertin, Sémélé frappée par la foudre de Zeus, huile sur toile, XVIIe siècle Dans la mythologie grecque, Sémélé (en grec ancien Σεμέλη / Semélê) est une héroïne divinisée. Elle est l'une des maîtresses de Zeus et, s...
Constituency of Bangladesh's Jatiya Sangsad BandarbanConstituencyfor the Jatiya SangsadDistrictBandarban Hill DistrictDivisionChittagong DivisionElectorate246,873 (2018)Current constituencyCreated1973PartyBangladesh Awami LeagueMember of ParliamentBir Bahadur Ushwe SingPrev. ConstituencyRangamati (Constituency 299) Bandarban is a constituency of the Jatiya Sangsad (National Parliament) of Bangladesh, represented, since 1996 June, by Bir Bahadur Ushwe Sing of the Awami League. Boundaries The c...
Eccellenza LombardiaSport Calcio TipoClub OrganizzatoreFIGC - Comitato Regionale Lombardia TitoloPromozione in Serie D dei vincitori di gironi e play-off nazionali Aperturasettembre Chiusuramaggio Partecipanti54 squadre FormulaTre gironi all'italiana con play-off e play-out Promozione inSerie D Retrocessione inPromozione Lombardia Sito Internethttp://www.crlombardia.it StoriaFondazione1991 Detentore Vogherese Tritium Cast Brescia Record vittorie Corbetta Romanese S...
Kementerian Pendidikan, Kebudayaan, dan Ilmu PengetahuanMinisterie van Onderwijs, Cultuur en WetenschapLambang BelandaKementerian Pendidikan, Budaya dan Ilmu PengetahuanInformasi KementerianDibentuk9 September 1918; 105 tahun lalu (1918-09-09)Wilayah hukumKerajaan BelandaKantor pusatRijnstraat 50, Den Haag, BelandaAnggaran tahunan€31,4 miliar (2013)[1]MenteriRobbert Dijkgraaf, Menteri Pendidikan, Kebudayaan, dan Ilmu PengetahuanMariëlle Paul, MenteriWakil Menterilowong, Sekret...
New Zealand women's cricket team in India in 1984–85 India New ZealandDates 17 February – 24 March 1985Captains Diana Edulji Debbie HockleyTest seriesResult 3-match series drawn 0–0Most runs Sandhya Agarwal (232) Ingrid Jagersma (214)Most wickets Diana Edulji (11) Sue Rattray (14)One Day International seriesResults 6-match series drawn 3–3Most runs Sudha Shah (167) Debbie Hockley (199)Most wickets Shubhangi Kulkarni (11) Karen Gunn (11) The New Zealand women's natio...
Two raised to an integer power Power of 2 redirects here. For other uses of this and of Power of two, see Power of two (disambiguation) Visualization of powers of two from 1 to 1024 (20 to 210) as base-2 Dienes blocks A power of two is a number of the form 2n where n is an integer, that is, the result of exponentiation with number two as the base and integer n as the exponent. Powers of two with non-negative exponents are integers: 20 = 1, 21 = 2, and 2n is two multiplied by itself n tim...
Voce principale: Associazione Calcio Milan. La squadra del Milan nel 1901, anno in cui vinse per la prima volta il titolo di campione d'Italia. Nella presente pagina è riportata la cronistoria dell'Associazione Calcio Milan, società calcistica italiana per azioni con sede nella città di Milano. L'elenco, organizzato per stagioni sportive, include i titoli conquistati, i piazzamenti conseguiti nelle competizioni a cui il Milan ha preso parte, e i cambi di denominazione societaria. Indice 1...
ヨハネス12世 第130代 ローマ教皇 教皇就任 955年12月16日教皇離任 964年5月14日先代 アガペトゥス2世次代 レオ8世個人情報出生 937年スポレート公国(中部イタリア)スポレート死去 964年5月14日 教皇領、ローマ原国籍 スポレート公国親 父アルベリーコ2世(スポレート公)、母アルダその他のヨハネステンプレートを表示 ヨハネス12世(Ioannes XII、937年 - 964年5月14日)は、ロ...
Questa voce o sezione sull'argomento distretti della Bielorussia non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Vicebskcittà(BE) Віцебск(RU) Витебск Vicebsk – Veduta LocalizzazioneStato Bielorussia Regione Vicebsk AmministrazioneGovernatoreVadim Zarjankin TerritorioCoordinate55°11′N 30°10′E55°11′N, 30°10′E (Viceb...
Joseph De GrasseLahir(1873-05-04)4 Mei 1873Bathurst, New Brunswick, KanadaMeninggal25 Mei 1940(1940-05-25) (umur 67)Eagle Rock, Los Angeles, Amerika SerikatTempat pemakamanHollywood Forever CemeteryKebangsaanKanadaPekerjaanSutradaraSuami/istriIda May Park (m. 1901)Anak1 Joseph Louis De Grasse (4 Mei 1873 – 25 Mei 1940) adalah seorang sutradara asal Kanada.[1] Lahir di Bathurst, New Brunswick, ia adalah kakak dari pemeran Sam De Gras...
South Slavic language CroatianhrvatskiPronunciation[xř̩ʋaːtskiː]Native toCroatia, Bosnia and Herzegovina, Hungary (Bácska), Montenegro (Bay of Kotor), Romania (Caraș-Severin County), Serbia (Vojvodina)[1]RegionSoutheast EuropeEthnicityCroatsNative speakersL1: 5.1 million (including all dialects spoken by Croats) (2021)[1]L2: 1.3 million (2012)[1]Language familyIndo-European Balto-SlavicSlavicSouthWestern[2]Serbo-Croatian[2]Shtok...
Overview of the climate of Salt Lake City Salt Lake City Climate chart (explanation) J F M A M J J A S O N D 1.4 37 21 1.3 43 26 1.9 53 33 2 61 39 2.1 71 47 0.8 82 56 0.7 91 63 0.8 89 62 1.3 78 52 1.6 64 41 ...
Australian politician Deputy Premier of New South WalesCoat of arms of New South WalesFlag of New South WalesIncumbentPrue Carsince 28 March 2023Department of Premier and CabinetStyleThe HonourableMember ofParliamentCabinetExecutive CouncilReports toPremier of New South WalesSeat52 Martin Place, SydneyNominatorPremier of New South WalesAppointerGovernor of New South Waleson the advice of the premierTerm lengthAt the Governor's pleasureFormation16 May 1932First holderSir Michael BruxnerSa...
Chief of the Royal Thai Navyผู้บัญชาการทหารเรือRank flag of the commander-in-chiefIncumbentAdmiral Adung Phan-iamsince 1 October 2023NominatorMinister of DefenseAppointerKing of ThailandInaugural holderSai Sanidwongse [th] as the officer-generalFormation8 April 1887WebsiteNavy leadership The Commander-in-Chief of the Royal Thai Navy (Thai: ผู้บัญชาการทหารเรือไทย), currently Admiral Adung Phan-...
In botany, type of dry indehiscent fruit Chestnuts are both botanical and culinary nuts. Some common culinary nuts: hazelnuts, which are also botanical nuts; Brazil nuts, which are not botanical nuts, but rather the seeds of a capsule; and walnuts, pecans, and almonds (which are not botanical nuts, but rather the seeds of drupes) A nut is a fruit consisting of a hard or tough nutshell protecting a kernel which is usually edible. In general usage and in a culinary sense, a wide variety of dry ...
Pour les articles homonymes, voir Vingt-Janvier. Éphémérides Janvier 1er 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 20 décembre 20 février Chronologies thématiques Croisades Ferroviaires Sports Disney Anarchisme Catholicisme Abréviations / Voir aussi (° 1852) = né en 1852 († 1885) = mort en 1885 a.s. = calendrier julien n.s. = calendrier grégorien Calendrier Calendrier perpétuel Liste de calendriers Naissances du...
Fairy tale stock character Cinderella is tested to distinguish her from her stepsisters, the false heroes The false hero is a stock character in fairy tales, and sometimes also in ballads. The character appears near the end of a story in order to claim to be the hero or heroine and is usually of the same sex as the hero or heroine. The false hero presents some claim to the position. By testing, it is revealed that the claims are false, and the hero's true. The false hero is usually punished, ...