Read other articles:

Edmund DalborUskup Agung GnieznoUskup Agung PoznańGerejaGereja Katolik RomaKeuskupan agungGnieznoPoznańTakhtaGnieznoPoznańPenunjukan30 Juni 1915Masa jabatan berakhir13 Februari 1926PendahuluEdward LikowskiPenerusAugust HlondJabatan lainKardinal-Imam San Giovanni a Porta Latina (1919-26)Presiden Konferensi Waligereja Polandia (1919-26)ImamatTahbisan imam25 Februari 1893oleh Lucido Maria ParocchiTahbisan uskup21 September 1915oleh Felix von HartmannPelantikan kardinal15 Desember 19...

Vesoul Vesoul adalah ibu kota dan pusat kota di wilayah, sebelah timur Prancis. Wikimedia Commons memiliki media mengenai Vesoul.

Untuk kegunaan lain, lihat Sampoerna. PT Hanjaya Mandala Sampoerna TbkJenisPublikKode emitenIDX: HMSPIndustriRokokTembakauNikotinTarPemanas TembakauDidirikan13 Maret 1913 di SurabayaPendiriLiem Seeng TeeKantorpusatJl. Rungkut Industri Raya No. 18Surabaya, Jawa TimurTokohkunciVassilis Gkatzelis (Presiden Direktur)John Gledhill (Presiden Komisaris)ProdukMarlboroA MildDji Sam SoeSampoerna KretekMagnum FilterMagnum MildPanamas KretekIQOSPendapatan Rp 106.741 Triliun (FY 2018)Laba bersih Rp 13.538...

Public school in Texas, United States A major contributor to this article appears to have a close connection with its subject. It may require cleanup to comply with Wikipedia's content policies, particularly neutral point of view. Please discuss further on the talk page. (December 2012) (Learn how and when to remove this template message) Victory Early College High SchoolLocationCoordinates29°52′05″N 95°27′58″W / 29.868082°N 95.466133°W / 29.868082; -95.466...

Russian politician (born 1962) In this name that follows Eastern Slavic naming customs, the patronymic is Nikolaevich and the family name is Rudensky. Igor RudenskyИгорь РуденскийMember of the State Duma forPenza OblastIncumbentAssumed office 12 October 2021Preceded bySergey YesyakovConstituencyPenza (No. 146)In office18 January 2000 – 24 December 2007Preceded byAleksandr RygalovSucceeded byconstituencies abolishedConstituencyZheleznodorozhny (No. 135)Member o...

Love & KissAlbum studio karya Citra ScholastikaDirilis13 November 2015GenrePop, Jazz, Rock, RnBLabelHits RecordsJagonya Music & Sport IndonesiaKronologi Citra Scholastika Pasti Bisa(2013)Pasti Bisa2013 Love & Kiss (2015) Love & Kiss merupakan album musik kedua karya Citra Scholastika. Dirilis pada tahun 2015. Album ini lebih banyak bertemakan cinta tentang kegalauan, bahagia, dan lain lain. Lagu utamanya di album ini ialah Melawan Perasaan, Biarkan Ku Sendiri. Single perta...

2018 postage stamp from Russia depicting Group H of the 2018 FIFA World Cup group stage. Group H of the 2018 FIFA World Cup took place from 19 to 28 June 2018.[1] The group consisted of Poland, Senegal, Colombia, and Japan. The top two teams, Colombia and Japan, advanced to the round of 16.[2] For the first time in World Cup history, the fair play rule was invoked to break a tie. Japan and Senegal finished with identical scores and goal differences to tie for second behind Co...

Person with proficiency in beer tasting A beer sommelier tapping a barrel for a taste at Nebraska Brewing Company A beer sommelier, also known as a cicerone in the United States,[1][2][3] is a trained professional, working in the hospitality and alcoholic beverage industry, who specializes in the service and knowledge of beer, similar to a traditional wine sommelier. The knowledge required for certification includes an understanding of styles, brewing, ingredients, his...

Plant species in a given region For other uses, see Flora (disambiguation). 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: Flora – news · newspapers · books · scholar · JSTOR (August 2009) (Learn how and when to remove this message) Simplified schematic of an island's flora – all its plant species, highli...

Person who controls a sizable network of persons involved in the illegal drug trade Drug king redirects here. For the film, see The Drug King. This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article may need to be rewritten to comply with Wikipedia's quality standards. You can help. The talk page may contain suggestions. (September 2017) This article needs additional citations for ve...

County in South Carolina, United States County in South CarolinaRichland CountyCountySkyline of ColumbiaRichland County Justice CenterSouth Carolina State HouseUniversity of South CarolinaGervais Street Bridge over the Congaree RiverCongaree National ParkSesquicentennial State Park FlagSealLogoMotto: Uniquely Urban...Uniquely RuralLocation within the U.S. state of South CarolinaSouth Carolina's location within the U.S.Coordinates: 34°02′N 80°54′W / 34.03°N 80.90°W...

Kamagaya Great BuddhaJapanese: 鎌ヶ谷大仏Kamagaya DaibutsuKamagaya Great BuddhaArtistTagawa ShuzenYear1776TypeStatueMediumBronzeSubjectGautama BuddhaDimensions2.3 m (7.5 ft) highLocationKamagaya, Chiba Prefecture, JapanCoordinates35°45′32″N 140°00′48″E / 35.758985°N 140.0132713°E / 35.758985; 140.0132713 The Kamagaya Great Buddha (鎌ヶ谷大仏, Kamagaya Daibutsu) is the smallest Daibutsu (Buddhist statue) in Japan. It is located in the cit...

Vector differential operator This article is about the mathematical operator represented by the nabla symbol. For the symbol itself, see nabla symbol. For the operation associated with the symbol ∂, also sometimes referred to as del, see Partial derivative. For other uses, see Del (disambiguation). Not to be confused with Dell. This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help improve...

  關於其他「俄」字國家與「土」字國家的外交關係，詳見俄土关系。 俄罗斯-土库曼關係 俄羅斯 土库曼斯坦 俄罗斯-土库曼关系（俄语：Российско-туркменские отношения），简称俄土关系或土俄关系，是指俄罗斯与土库曼斯坦的双边关系。俄罗斯在阿什哈巴德设有大使馆，在土库曼巴希设有总领事馆。土库曼斯坦在莫斯科设有大使馆。 历史 1869年，土�...

German game designer Some of this article's listed sources may not be reliable. Please help improve this article by looking for better, more reliable sources. Unreliable citations may be challenged and removed. (August 2021) (Learn how and when to remove this message) Rosenberg in 2009 Uwe Rosenberg (born 27 March 1970) is a German game designer and the co-founder of Lookout Games. He initially became known for his card game Bohnanza, which was successful both in Germany and internationally. ...

阿斯库拉Ascurra市镇阿斯库拉在巴西的位置坐标：26°57′18″S 49°22′33″W / 26.955°S 49.3758°W / -26.955; -49.3758国家巴西州圣卡塔琳娜州面积 • 总计111.672 平方公里（43.117 平方英里）海拔88 公尺（289 英尺）人口（2007） • 總計6,761人 • 密度60.5人/平方公里（157人/平方英里） 阿斯库拉（葡萄牙语：Ascurra）是巴西圣卡塔琳娜州...

Index of articles associated with the same name For other uses, see Ulcer (disambiguation). Look up ulcer, ulcus, ulcerate, or ulceration in Wiktionary, the free dictionary. Medical conditionUlcersGastric ulcer An ulcer is a discontinuity or break in a bodily membrane that impedes normal function of the affected organ. According to Robbins's pathology, ulcer is the breach of the continuity of skin, epithelium or mucous membrane caused by sloughing out of inflamed necrotic tissue.[citation...

Coupe de la confédération 2018 Généralités Sport Football Organisateur(s) CAF Éditions 15e Lieu(x) Afrique Date du 9 févrierau 26 novembre 2018 Participants 52 Site web officiel Site officiel Palmarès Tenant du titre TP Mazembe Vainqueur Raja CA (1) Finaliste AS Vita Club Meilleur(s) buteur(s) Mario(12 buts) Navigation Édition précédente Édition suivante modifier La Coupe de la confédération Total 2018 est la 15e édition de la Coupe de la confédération, seconde compéti...

This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: Takht-I-Bhai railway station – news · newspapers · books · scholar · JSTOR (February 2024) Railway station in Pakistan Takht-i-Bhai Railway Stationتخت بھائی ریلوے اسٹیشنGeneral informationCoordinates34°16′38″N 71°55′52″E&#...

Геометрическое представление первых пятиугольных чисел Пятиугольные числа — один из классов классических многоугольных чисел. Последовательность пятиугольных чисел имеет вид (последовательность A000326 в OEIS): 1, 5, 12, 22, 35, 51, 70, 92, 117, 145, 176, 210, 247, 287, 330, 376, 425, 477… Общая формула дл...