Nils Arne Eggen
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DC Super Hero Girls or DC Superhero Girls (in various countries) is an American superhero action figure franchise created by Warner Bros. Consumer Products and DC Entertainment that launched in the third quarter of 2015. Characters table = Main cast (credited) = Recurring cast (3+ episodes) Character DC Super Hero Girls(online shorts) DC Super Hero Girls(TV series) Diana Prince / Wonder Woman Grey DeLisle-Griffin Kara Danvers / Supergirl Anai...
Opposition to environmentalism Part of a series onGreen politics Core topics Green politics Green party List of topics Four pillars Ecological wisdom Social justice Grassroots democracy Nonviolence Perspectives Bright green environmentalism Deep ecology Ecoauthoritarianism Eco-capitalism Ecofascism Ecofeminism Eco-nationalism Eco-socialism Green anarchism Green conservatism Green left Green liberalism Green libertarianism Green Zionism Social ecology Queer ecology Organizations Asia Pacific G...
Katedral SherbrookeKatedral Santo MikaelInggris: Saint-Michel Basilica-Cathedralcode: en is deprecated Katedral Sherbrooke45°24′09″N 71°53′35″W / 45.4025°N 71.8930°W / 45.4025; -71.8930Koordinat: 45°24′09″N 71°53′35″W / 45.4025°N 71.8930°W / 45.4025; -71.8930Lokasi130, rue de la CathédraleSherbrooke, QuebecJ1H 4L9NegaraKanadaDenominasiGereja Katolik RomaSejarahTanggal konsekrasi1959ArsitekturStatusKatedralStatus fungsion...
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 Februari 2023. Rivalitas Millwall dan West Ham UnitedPertandingan derbi terakhir di Upton Park.(4 Februari 2012) Millwall F.C. West Ham Nama asliDockers DerbyLokasiLondon (Timur dan Selatan)Tim terlibatMillwall dan West Ham UnitedPertemuan pertamaThames Ironworks ...
العلاقات الجزائرية الإسواتينية الجزائر إسواتيني الجزائر إسواتيني تعديل مصدري - تعديل العلاقات الجزائرية الإسواتينية هي العلاقات الثنائية التي تجمع بين الجزائر وإسواتيني.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتي�...
ستيفانو لوتشيني معلومات شخصية الميلاد 2 أكتوبر 1980 (العمر 43 سنة)بيرغامو الطول 1.87 م (6 قدم 1 1⁄2 بوصة) مركز اللعب مدافع الجنسية إيطاليا معلومات النادي النادي الحالي بيرغوليتزي 1932 (مدرب) مسيرة الشباب سنوات فريق 1997–1998 أتالانتا المسيرة الاحترافية1 سنوات فريق م...
Bjeshkët e Nemuna National Park Sharr Mountains National Park Kosovo is characterised by a diverse biodiversity and an abundance of different ecosystems and habitats determined by the climate along with the geology and hydrology.[1] Predominantly mountainous, it is located at the center of the Balkan Peninsula bounded by Montenegro to the west, Serbia to the north and east, North Macedonia to the southeast, and Albania to the southwest. Most of the country is geographically defined b...
Chicago Air Defense SectorEmblem of the Chicago Air Defense SectorActive1957–1966CountryUnited StatesBranch United States Air ForceRoleAir defensePart of Air Defense CommandMilitary unit Map all coordinates using OpenStreetMap Download coordinates as: KML GPX (all coordinates) GPX (primary coordinates) GPX (secondary coordinates) Map of Chicago ADS The Chicago Air Defense Sector (CADS) is an inactive United States Air Force organization. Its last assignment was with the Air Defen...
Pastor MaldonadoPastor Maldonado di Grand Prix Malaysia 2015.Lahir9 Maret 1985 (umur 39) Maracay, VenezuelaKarier Kejuaraan Dunia Formula SatuKebangsaan VenezuelaTahun aktif2011-2015TimWilliams, LotusNomor mobil13Jumlah lomba58Juara Dunia0Menang1Podium1Total poin76Posisi pole1Lap tercepat0Lomba pertamaGrand Prix Australia 2011Menang pertamaGrand Prix Spanyol 2012Menang terakhirGrand Prix Spanyol 2012Lomba terakhirGrand Prix Abu Dhabi 2015Klasemen 2015Posisi Ke-14 (27 poin) Pastor Rafael ...
This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (January 2021) Aerospace operation in the United Kingdom and Ireland Boeing United Kingdom Ltd.Boeing Flight Services in CrawleyCompany typeSubsidiaryIndustryAerospaceFounded17 January 2002; 22 years ago (2002-01-17)[1]HeadquartersLondon, England, UKArea servedUnited Kingdom,...
Not to be confused with Northwest Philadelphia. Neighborhood of Philadelphia in Pennsylvania, United StatesNorth Philadelphia WestNeighborhood of PhiladelphiaCountry United StatesStatePennsylvaniaCountyPhiladelphiaCityPhiladelphiaArea code(s)215, 267 and 445 North Philadelphia West is a neighborhood that is located in the western central part of the North Philadelphia section of Philadelphia, Pennsylvania, United States, east of the Schuylkill River. History and notable features North Ph...
German historian (1806–1856) Johann Kaspar ZeussJohann Kaspar ZeussBorn(1806-07-22)22 July 1806Kronach, BavariaDied10 November 1856(1856-11-10) (aged 50)Kronach, BavariaOther namesZeuß, Johann KasparOccupationGerman linguist Johann Kaspar Zeuss (or Zeuß, 22 July 1806 – 10 November 1856) was a German historian and founder of Celtic philology. He is credited with demonstrating that the Celtic languages belong to the Indo-European group.[1] Life Zeuss was born in Kronach,...
Dick SutherlandSutherland (tengah) dengan Mildred Davis dan Harold Lloyd (di air), A Sailor-Made Man (1921)LahirArchibald Thomas Johnson(1881-12-23)23 Desember 1881Benton, Kentucky, Amerika SerikatMeninggal3 Februari 1934(1934-02-03) (umur 52)Hollywood, California, Amerika SerikatPekerjaanPemeranTahun aktif1921-1932 Dick Sutherland (nama lahir Archibald Thomas Johnson, 23 Desember 1881 – 3 Februari 1934) adalah seorang pemeran film Amerika Serikat, yang banyak berka...
Script used to write the Fula language Adlam Pular𞤀𞤣𞤤𞤢𞤥 𞤆𞤵𞤤𞤢𞤪Adlam written in Adlam scriptScript type Alphabet CreatorIbrahima Barry and Abdoulaye BarryTime period1989–present[1]DirectionRight-to-left script LanguagesFulaISO 15924ISO 15924Adlm (166), AdlamUnicodeUnicode aliasAdlamUnicode rangeU+1E900–U+1E95F This article contains Adlam. Without proper rendering support, you may see question marks, boxes, or other symbols. The Adl...
Ця стаття є частиною серії статей про народУкраїнці Культура Архітектура Кухня Кіно Література Мода Музика Народне мистецтво Образотворче мистецтво Спорт Театр Танці Українська діаспора Австралія Австрія Аргентина Африка Бельгія Білорусь Болгарія Боснія і Герцегови...
Formal operation in mathematical logic See also: Reification (fallacy) This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (June 2022) (Learn how and when to remove this message) Hypostatic abstraction in mathematical logic, also known as hypostasis or subjectal abstraction, is a formal operation that transforms a predicate into a relation; for example Honey is sw...
This article needs to be updated. Please help update this article to reflect recent events or newly available information. (November 2023) Agricultural fields in Călărași County Farmers working in Transylvania Romania has an agricultural capacity of approximately 14.7 million hectares (57,000 sq mi) 9.38 million are used as arable land.[1] In 2008, an evaluation revealed that 6.8 million hectares are not used.[2] In 2018, Romania was the third biggest a...
1984 studio album by Fabrizio De AndréCrêuza de mäStudio album by Fabrizio De AndréReleasedMarch 1984GenreFolk, World musicLength33:29LanguageLigurianLabelRicordiProducerMauro Pagani, Fabrizio De AndréFabrizio De André chronology Fabrizio De André(1981) Crêuza de mä(1984) Le nuvole(1990) Professional ratingsReview scoresSourceRatingAllmusic[1] Crêuza de mä (pronounced [ˈkɾøːza de ˈmaː];[a] Muletrack by the sea)[b] is the eleventh studio...
Gráfico tridimensional del valor absoluto de la función gamma compleja Las funciones holomorfas son el principal objeto de estudio del análisis complejo; son funciones que se definen sobre un subconjunto del plano complejo C {\displaystyle \mathbb {C} } y con valores en C {\displaystyle \mathbb {C} } , que son complejo-diferenciables en algún entorno de un punto de su dominio. En este caso se dice que la función es holomorfa en ese punto.[1] Si la función es holomorfa en cada pun...
Reバース for you ジャンル トレーディングカードゲーム ゲーム ゲームジャンル トレーディングカードゲーム 発売元 ブシロード 発売日 2020年3月 - ラジオ:ReバースRADIO〜修行編〜 → りばらじ 配信期間 2019年10月8日 - 配信サイト 響 - HiBiKi Radio Station - パーソナリティ ReバースRADIO徳井青空、佐々木未来りばらじ西尾夕香 アニメ:りばあす 原作 ブシロード、西あすか 原案 ...