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Intercollegiate basketball season 2016–17 Maine Black Bears women's basketballHall of Fame Women's Challenge championsConferenceAmerica East ConferenceRecord18–16 (9–7 America East)Head coachRichard Barron (6th season)Assistant coaches Amy Vachon Edniesha Curry Samantha Baranowski Home arenaCross Insurance CenterSeasons← 2015–162017–18 → 2016–17 America East Conference women's basketball standings vte Conf Overall Team W L PCT W ...

Gorni KramerGorni Kramer nel 1959 Nazionalità Italia GenereJazzMusica leggeraEasy listening Periodo di attività musicale1930 – 1995 EtichettaFonit, Odeon, Combo Record, Riviera Jazz Records, Twilight Music Album pubblicati8 Studio8 Modifica dati su Wikidata · Manuale Gorni Kramer, pseudonimo di Francesco Kramer Gorni (Rivarolo Mantovano, 22 luglio 1913 – Milano, 26 ottobre 1995), è stato un direttore d'orchestra, compositore, arrangiatore, musicista, polis...

Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Пт�...

American fraternal organization of Civil War veterans (1866–1956) This article is about the U.S. veterans organization. For other uses, see Grand Army of the Republic (disambiguation). Grand Army of the RepublicAbbreviationGARSuccessorWoman's Relief Corps and Sons of Union Veterans of the Civil WarFormationApril 6, 1866 (1866-04-06)FounderBenjamin F. StephensonDissolvedAugust 2, 1956 (1956-08-02)TypeVeterans' organizationPurposeSocial, literary, historical, ben...

Garry Monk Monk bermain untuk Swansea City pada 2010Informasi pribadiNama lengkap Garry Alan Monk[1]Tanggal lahir 6 Maret 1979 (umur 45)[1]Tempat lahir Bedford, EnglandTinggi 6 ft 0 in (1,83 m)[1]Posisi bermain BekInformasi klubKlub saat ini Leeds United (Pelatih Kepala)Karier junior0000–1995 Torquay UnitedKarier senior*Tahun Tim Tampil (Gol)1995–1996 Torquay United 5 (0)1996–2004 Southampton 11 (0)1998 → Torquay United (pinjaman) 6 (0)1999...

Type of distilled liquor produced in Japan Japanese whiskyA lineup of Suntory whisky bottlesTypeWhiskyCountry of origin JapanIntroducedc. 1870/1923VariantsBlended whiskyMalt whiskyGrain whiskyRelated productsScotch whisky Japanese whisky is a style of whisky developed and produced in Japan. Whisky production in Japan began around 1870, but the first commercial production was in 1923 upon the opening of the country's first distillery, Yamazaki. Broadly speaking, the style of Japanes...

Traditional divisions of the Christian Church This article is about traditional divisions of the Christian Church. For the Catholic organization, see Church Militant (website). For the British women's campaign, see League of the Church Militant. Ecclesia militans redirects here. For the Russian icon, see Blessed Be the Host of the King of Heaven. The Church Militant and the Church Triumphant, fresco by Andrea da Firenze in Santa Maria Novella, c. 1365 In some strains of Christian theology, th...

Australian playwright, screenwriter, and producer Tony McNamaraMcNamara at the 2023 BFI London Film FestivalBorn1967 (age 56–57)Kilmore, Victoria, AustraliaOccupation(s)Playwright, screenwriter, television producer, film director, film producerYears active1993–presentKnown forThe FavouriteThe GreatCruellaPoor ThingsSpouse(s)Unknown; Belinda Bromilow (m.2009)Children3 Tony McNamara (born 1967) is an Australian playwright, screenwriter, and television producer. He is also...

Foto, Kotak JendelaSutradaraAngga Dwimas SasongkoProduser Salman Aristo Angga Dwimas Sasongko SkenarioGinatri S. NoerCerita Angga Dwimas Sasongko Ginatri S. Noer Pemeran Vino G. Bastian Christian Sugiono Noveleta Dinar Penata musikAdhika Satya WinasisSinematograferAmsal FadliPenyuntingRamantyo WicaksonoPerusahaanproduksi SinemArt Pictures Spidol Hitam Productions Tanggal rilis 5 Januari 2006 (2006-01-05) (Indonesia) Durasi90 menitNegaraIndonesiaBahasaBahasa Indonesia Foto, Kota...

Questa voce sugli argomenti Unione europea e diritto internazionale è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. La Scuola europea di amministrazione (European Administrative School, EAS) è un organismo interistituzionale dell'Unione europea fondato il 26 gennaio 2005 per fornire una preparazione specializzata al personale amministrativo di tutte le Istituzioni comunitarie. La Scuola è divisa in d...

French politician (1944–2020) 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: Patrick Devedjian – news · newspapers · books · scholar · JSTOR (March 2020) (Learn how and when to remove this message) You can help expand this article with text translated from the corresponding article in French. (Februa...

In 2004, the New Zealand Labour government introduced the Working for Families package as part of the 2004 budget. The package, which effectively commenced operating on 1 April 2005, had three primary aims: to make work pay; to ensure income adequacy; and to support people into work. The main component resembles the United Kingdom Working Tax Credit. Both the New Zealand Ministry of Social Development and Inland Revenue have involvement in jointly delivering the package. Components of the pa...

Esta página cita fontes, mas que não cobrem todo o conteúdo. Ajude a inserir referências. Conteúdo não verificável pode ser removido.—Encontre fontes: ABW • CAPES • Google (N • L • A) (Abril de 2021) Campeonato Brasileiro de Futebol Feminino de 2013 Brasileirão Feminino 2013 Dados Participantes 20 Organização CBF Período 18 de setembro – 7 de dezembro Gol(o)s 267 Partidas 70 Média 3,81 gol(o)s por partida Campeã ...

Talc-bearing metamorphic rock Samples of soapstone Soapstone (also known as steatite or soaprock) is a talc-schist, which is a type of metamorphic rock. It is composed largely of the magnesium-rich mineral talc. It is produced by dynamothermal metamorphism and metasomatism, which occur in subduction zones, changing rocks by heat and pressure, with influx of fluids but without melting. It has been a carving medium for thousands of years. Terminology The definitions of the terms steatite and so...

American businessman, investor, and philanthropist (1917–2015) Kerkorian redirects here. For the surname, see Kerkorian (surname). National Hero of ArmeniaKirk KerkorianKerkorian on a 2017 postage stamp of ArmeniaBornKerkor Kerkorian(1917-06-06)June 6, 1917Fresno, California, U.S.DiedJune 15, 2015(2015-06-15) (aged 98)Beverly Hills, California, U.S.Resting placeInglewood Park CemeteryCitizenshipUnited StatesArmenia (honorary)Years active1940–2015Spouses Hilda Schmidt ...

Strukturformel Keile zur Verdeutlichung der räumlichen Struktur Allgemeines Name Wasserstoffperoxid Andere Namen Perhydrol Wasserstoffsuperoxid Hydrogenium peroxydatum Dioxidan HYDROGEN PEROXIDE (INCI)[1] Summenformel H2O2 Kurzbeschreibung farblose, fast geruchlose Flüssigkeit[2] Externe Identifikatoren/Datenbanken CAS-Nummer 7722-84-1 (wässrige Lösung) EG-Nummer 231-765-0 ECHA-InfoCard 100.028.878 PubChem 784 DrugBank DB11091 Wikidata Q171877 Arzneistoffangaben ATC-Code ...

Typhus L'écraseur de pou (vers 1640) par Joos van Craesbeeck (1605?-1661?). Données clés Causes Rickettsiaceae Traitement Spécialité Infectiologie Classification et ressources externes CISP-2 A78 CIM-10 A75 CIM-9 080–083 DiseasesDB 29240 MedlinePlus 001363 eMedicine 231374 MeSH D014438 Patient UK Typhus-pro Mise en garde médicale modifier - modifier le code - voir Wikidata (aide) Le typhus (du grec τῦφος / tūphos, « stupeur, torpeur ») est le nom donné à un ...

Не следует путать с орокским языком. Орочский язык Самоназвание Орочи кэсэни Страны Россия Регионы Хабаровский край Общее число говорящих 8[1]; по другим данным — 0[2] Статус на грани исчезновения/вымер[2] Классификация Категория Языки Евразии Тунгусо-маньч�...
متوسط هندسيمعلومات عامةصنف فرعي من متوسطPythagorean mean (en) weighted geometric mean (en) quasi-arithmetic mean (en) تعريف الصيغة x g = ( ∏ i = 1 n x n ) 1 / n {\displaystyle x_{\mathrm {g} }=\left(\prod _{i=1}^{n}x_{n}\right)^{1/n}} الرموز في الصيغة x g {\displaystyle x_{\mathrm {g} }} أكبر من متوسط توافقي أقل من متوسط حسابي تعديل - تعديل مصدري - تعديل ويكي بيانات...

Anatolian Christian bishop (died c. 393 AD) From the Nuremberg Chronicle Eunomius /juːˈnoʊmiəs/ (Greek: Εὐνόμιος Κυζίκου) (died c. 393 AD), one of the leaders of the extreme or anomoean Arians, who are sometimes accordingly called Eunomians, was born at Dacora in Cappadocia or at Corniaspa in Pontus.[1] early in the 4th century.[2] He studied theology at Alexandria under Aetius, and afterwards came under the influence of Eudoxius of Antioch, who ordain...