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Keuskupan AntigonishDioecesis AntigonicensisKatolik Lambang Keuskupan AntigonishLokasiNegara KanadaProvinsi gerejawiHalifaxPopulasi- Katolik129,905 (56.4%)InformasiDenominasiKatolik RomaRitusRitus RomaPendirian23 Agustus 1886KatedralKatedral St. NinianKepemimpinan kiniPausFransiskusUskupWayne Joseph KirkpatrickEmeritusColin CampbellSitus webwww.antigonishdiocese.com Keuskupan Antigonish (bahasa Latin: Dioecesis Antigonicensis) adalah sebuah keuskupan Ritus Latin di Nov...

الدوري الكوري الشمالي لكرة القدم 2013 تفاصيل الموسم الدوري الكوري الشمالي لكرة القدم  البلد كوريا الشمالية  البطل نادي 25 أبريل  الدوري الكوري الشمالي لكرة القدم 2012  الدوري الكوري الشمالي لكرة القدم 2014  تعديل مصدري - تعديل   الدوري الكوري الشمالي لكرة القدم 2013 ...

American politician For other people with the same name, see Joseph Russell. Joseph J. RussellMember of the U.S. House of Representativesfrom Missouri's 14th districtIn office 1911–1919 1907–1909 Personal detailsBorn(1854-08-23)August 23, 1854Mississippi County, Missouri, U.S.DiedOctober 22, 1922(1922-10-22) (aged 68)Charleston, Missouri, U.S.Political partyDemocraticAlma materUniversity of MissouriOccupationLawyerSignature Joseph James Russell (August 23, 1854 – Octobe...

Former German wire ropeway & automobile manufacturer 51°21′47″N 12°22′33″E / 51.3631°N 12.3757°E / 51.3631; 12.3757 Adolf Bleichert & Co.IndustryCable Car, Automotive Industry, Arms IndustryFounded1874FounderAdolf BleichertDefunct1993HeadquartersLeipzig-Gohlis, GermanyKey peopleMax von Bleichert / CEO Paul von Bleichert / CFONumber of employees90 (1881) 3.200 (1928) 169 (1932) 4.000 (1950) Bleichert, short for Adolf Bleichert & Co.,[1]&#...

Magnesium end-member of olivine, a nesosilicate mineral ForsteriteForsterite (big tabular and colorless) on sanidine (little colorless crystals)with hematite (reddish)GeneralCategoryNesosilicatesFormula(repeating unit)Magnesium silicate (Mg2SiO4)IMA symbolFo[1]Strunz classification9.AC.05Crystal systemOrthorhombicCrystal classDipyramidal (mmm) H-M Symbol: (2/m 2/m 2/m)Space groupPbnmUnit cella = 4.7540 Å, b = 10.1971 Å c = 5.9806 Å; Z = 4IdentificationFormula ma...

Questa voce sull'argomento calciatori georgiani è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Ilia K'andelak'i Nazionalità  Georgia Altezza 180 cm Peso 75 kg Calcio Ruolo Difensore Termine carriera 2014 Carriera Squadre di club1 1996-1997 35-STU Tbilisi10 (0)1997-1999 Dinamo-2 Tbilisi8 (0)1999-2000 Tbilisi10 (0)2000-2005 Dinamo Tbilisi131 (1)2005-2007 Čornomorec'39 (0)2007-...

† Человек прямоходящий Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:Синапсиды�...

Football tournamentFootball at the Asian GamesOrganising bodyOCAAFCFoundedMen: 1951 Women: 1990RegionAsiaCurrent championsM: South Korea (2022)W: Japan (2022)Most successful team(s)M: South Korea (6 titles)W:  China  Japan  North Korea (3 titles each) 2022 (M), 2022 (W) The men's football tournament has been a regular Asian Games sporting event since the 1951 edition, while the women's tournament began in 1990. History The first Asian Games had football tournamen...

Denys MonastyrskyДенис МонастирськийPotret resmi, 2021 Menteri Dalam Negeri Ukraina ke-12Masa jabatan16 Juli 2021 – 18 Januari 2023PresidenVolodymyr ZelenskyyPerdana MenteriDenys ShmyhalPendahuluArsen AvakovPenggantiIhor Klymenko (pelaksana tugas)Wakil Rakyat Ukrainakonvokasi ke-9Masa jabatan29 Agustus 2019 – 16 Juli 2021Daerah pemilihanPelayan Rakyat Informasi pribadiLahir(1980-06-12)12 Juni 1980Khmelnytskyi, Republik Sosialis Soviet Ukraina, Uni S...

Parties participating in the eventIn 1960 an International Meeting of Communist and Workers Parties was held in Moscow. It was preceded by a conference of 12 Communist and Workers Parties of Socialist countries held in Moscow November 1957[1] and the Bucharest Conference of Representatives of Communist and Workers Parties in June 1960.[2] Issues discussed at these meetings are associated with the Sino-Soviet split.[3] Cover of English-language edition of the publicatio...

NalbessyDesaNegara IndonesiaProvinsiMalukuKabupatenBuru SelatanKecamatanLeksulaKode pos97573Kode Kemendagri81.09.05.2009 Luas... km²Jumlah penduduk... jiwaKepadatan... jiwa/km² Orang menyeberang Sungai Nalbessy pada masa Hindia Belanda Nalbessy adalah sebuah nama desa yang berada di wilayah Kecamatan Leksula, Kabupaten Buru Selatan, Provinsi Maluku, Indonesia. Geografi Desa Nalbessy terletak sekitar 4 kilometer dari Desa Leksula dan 22 km dari Namrole. Topografi Desa Nalbessy berv...

Weather characteristics of Melbourne Summer rain over Melbourne, taken from Brighton Winter fog over the Melbourne city centre Melbourne, the state capital of Victoria and the second most populous city in Australia (most populous in urban area), has a temperate oceanic climate (Köppen climate classification Cfb)[1][2] and is well known for its changeable weather conditions. This is mainly due to Melbourne's geographical location. This temperature differential is most pronounc...

Tool used to cut pipe Pipecutter Cutting copper pipe with a close quarters tubing cutter A pipecutter is a type of tool used to cut pipe. Depending on the metal of the pipe, a pipecutter can often provide a faster, cleaner and more convenient way of cutting pipe than using a hacksaw. There are two types of pipe cutters. Plastic tubing cutters, which really look much like a pair of pruning shears, may be used for thinner pipes and tubes, such as sprinkler pipe. For use on thicker pipes, there ...

Campionato mondiale di Formula 1 1957Edizione n. 8 del Campionato mondiale di Formula 1 Dati generaliInizio13 gennaio Termine8 settembre Prove8 Titoli in palioPiloti Juan Manuel Fangiosu Maserati 250F Altre edizioniPrecedente - Successiva Edizione in corso Il campionato mondiale di Formula 1 1957 organizzato dalla FIA è stato, nella storia della categoria, l'8° ad assegnare il Campionato Piloti. È iniziato il 13 gennaio ed è terminato l'8 settembre, dopo 8 gare. Il titolo mondiale pil...

Not to be confused with Dipsomania. This article needs more reliable medical references for verification or relies too heavily on primary sources. Please review the contents of the article and add the appropriate references if you can. Unsourced or poorly sourced material may be challenged and removed. Find sources: Potomania – news · newspapers · books · scholar · JSTOR (September 2020) Medical conditionPotomaniaOther namesBeer potomania, Beer drinker...

مركز الحرب الفكرية المقر الرئيسي الرياض تاريخ التأسيس 30 أبريل 2017 منطقة الخدمة العالم الرئيس الأمير محمد بن سلمان آل سعود الموقع الرسمي https://twitter.com/fekerksa?lang=ar تعديل مصدري - تعديل   مركز الحرب الفكرية هو مركز عالمي يتبع وزارة الدفاع السعودية، ويختص بمواجهة جذور التطرف والإر...

Pop punk Deryck Whibley du groupe de pop punk Sum 41Données clés Origines stylistiques Punk rock, pop, power pop, surf rock, new wave, bubblegum pop Origines culturelles Années 1970 ; États-Unis, Royaume-Uni, Australie, Canada, et autres Instruments typiques Guitare, basse, batterie, chant, synthétiseur Popularité Moyenne à élevée Voir aussi Liste de groupes Genres dérivés Hardcore mélodique, skate punk Genres associés Emo popmodifier La pop punk (ou punk-pop) est un sous-g...

Обрезка печатной продукции в типографии Обрезка книги — стадия технологического процесса производства книги, на которой края страниц книжного блока обрезают так, чтобы все страницы складывались с точным выравниванием краёв. Считается самой трудной и кропотливой оп...

33rd Chicago Film Critics Association AwardsDateDecember 21, 2020SiteChicago, Illinois, U.S.HighlightsBest PictureNomadlandMost awardsNomadland (5)Most nominationsNomadland (7) ← 32nd Chicago Film Critics Association Awards 34th → The 33rd Chicago Film Critics Association Awards were announced on December 21, 2020.[1][2][3] The awards honor the best in film for 2020. The nominations were announced on December 18, 2020.[4][5][6&...

This article is about what mathematicians call intuitive or naive set theory. For a more detailed account, see Naive set theory. For a rigorous modern axiomatic treatment of sets, see Set theory. Collection of mathematical objects A set of polygons in an Euler diagram This set equals the one depicted above since both have the very same elements. In mathematics, a set is a collection of different[1] things;[2][3][4] these things are called elements or members of...