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Attic theatre performance related to both comedy and tragedy A drinking cup, c. 490–480 B.C., depicting a maenad and a satyr. The satyr play is a form of Attic theatre performance related to both comedy and tragedy. It preserves theatrical elements of dialogue, actors speaking verse, a chorus that dances and sings, masks and costumes. Its relationship to tragedy is strong; satyr plays were written by tragedians, and satyr plays were performed in the Dionysian festival following the performance…
Royal Navy officer and colonial administrator (1737–1821) John Hunter2nd Governor of New South WalesIn office11 September 1795 – 28 September 1800MonarchGeorge IIIPreceded byArthur PhillipSucceeded byPhilip Gidley King Personal detailsBorn(1737-08-29)29 August 1737Leith, Edinburgh, ScotlandDied13 March 1821(1821-03-13) (aged 83)Hackney, London, EnglandResting placeChurch of St John-at-HackneyRelationsWilliam Kent (nephew)Eliza Kent (nephew's wife)William George Carlile Kent…
Pour les articles homonymes, voir STL. Société de transport de Laval Un autobus de la STL sur la ligne 31. Création Décembre 1984 Dates clés 1971: Création de la Commission de transport de Laval (CTL)1984 : La CTL devient la Société de transport de Laval (STL) Forme juridique Organisme public de transport en commun Slogan «Transportés par l'électrification» Siège social Laval Québec Canada Direction Josée Roy[1] Activité Transports en commun Société mère Autorité r…
Bagian dari seri tentangGereja LutheranMawar Luther Concordia Pengakuan Iman Rasuli Pengakuan Iman Nicea Pengakuan Iman Atanasius Pengakuan Iman Augsburg Apologia Pengakuan Iman Augsburg Katekismus Besar Katekismus Kecil Pokok-Pokok Iman Schmalkalden Risalah Tentang Kewenangan dan Keutamaan Paus Rumusan Concordia Teologi Teologi Martin Luther Pembenaran Hukum dan Injil Sola gratia Sola scriptura Kristologi Pengudusan Dua Kerajaan Katolisitas Dua Macam Gereja Imamat Segenap Umat Beriman Penyeleng…
日語寫法日語原文日本標準時假名にほんひょうじゅんじ平文式罗马字Nihon Hyōjunji此條目可参照日語維基百科相應條目来扩充。若您熟悉来源语言和主题，请协助参考外语维基百科扩充条目。请勿直接提交机械翻译，也不要翻译不可靠、低品质内容。依版权协议，译文需在编辑摘要注明来源，或于讨论页顶部标记{{Translated page}}标签。兵庫縣明石市的明石市立天文科學館（日…
This article is about the sport of jumping into water, often acrobatically. For swimming or working below the surface of the water, see underwater diving. For the same, without apparatus, see freediving. For competitive scuba diving, see sport diving (sport). For other uses, see Diving. Sport of jumping or falling into water from a platform or springboard This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced …
جائحة فيروس كورونا في بولندا المكان بولندا الوفيات 119,010 (9 مارس 2023) الحالات المؤكدة 6,444,960 (9 مارس 2023) حالات متعافية 965,178 (23 ديسمبر 2020) عدد الاختبارات السريرية 7,540,513 (8 يناير 2021) تعديل مصدري - تعديل في شهري فبراير ومارس لعام 2020، خلال جائحة مرض فيروس كورونا 2019-2…
American politician Richard OnishiMember of the Hawaii House of Representativesfrom the 2nd district3rd (2012–2022)IncumbentAssumed office November 6, 2012Preceded byRedistricted Personal detailsBorn (1954-05-03) May 3, 1954 (age 70)HiloNationalityAmericanPolitical partyDemocraticAlma materHonolulu Community CollegeUniversity of HawaiiWebsitefriendsforrichardonishi.com Richard H.K. Onishi[1] is an American politician and a Democratic member of the Hawaii House of R…
1931 film Schubert's Dream of SpringDirected byRichard OswaldWritten byLeo LaskoArthur Rebner [de]Produced byErich Morawsky [de]Richard OswaldStarringCarl Jöken [de]Gretl TheimerAlfred LäutnerWilly StettnerCinematographyWilly GoldbergerEdited byPaul Falkenberg [de]Music byFelix Günther [de]ProductioncompanyRichard-Oswald-ProduktionDistributed byAtlas-FilmverleihRelease date 30 January 1931 (1931-01-30) (Berlin…
German journalist and television presenter This article is about the person. For her talk show, see Maybrit Illner (talk show). Maybritt IlnerIlner in 2016BornMaybrit Klose (1965-01-12) 12 January 1965 (age 59)East Berlin, East GermanyEducationUniversity of Leipzig (1984–1988)Occupations Journalist television presenter Spouses Michael Illner (m. 1988–2007) René Obermann (m. 2010) AwardsSee Awards Maybrit …
In mathematics, 1 − 2 + 4 − 8 + ⋯ is the infinite series whose terms are the successive powers of two with alternating signs. As a geometric series, it is characterized by its first term, 1, and its common ratio, −2. ∑ k = 0 n ( − 2 ) k {\displaystyle \sum _{k=0}^{n}(-2)^{k}} As a series of real numbers, it diverges. So in the usual sense it has no sum. In a much broader sense, the series is associated with another value besides ∞, namely 1/3, which is the limit of the se…
Government agency in Tennessee, United States Tennessee Department of Children's ServicesThe administrative headquarters of TDCS in NashvilleChild protective services agency overviewFormedApril 1996 (1996-04)TypeState agencyJurisdictionGovernment of TennesseeHeadquarters315 Deaderick Street, 10th floor, UBS Tower, Nashville, Tennessee 3723836°09′57″N 86°46′47″W / 36.1659°N 86.7796°W / 36.1659; -86.7796Employees4,200[1]Annual budget$991.3 mill…
Islam by countryWorld percentage of Muslims by country Africa Algeria Angola Benin Botswana Burkina Faso Burundi Cameroon Cape Verde Central African Republic Chad Comoros Democratic Republic of the Congo Republic of the Congo Djibouti Egypt Equatorial Guinea Eritrea Eswatini Ethiopia Gabon Gambia Ghana Guinea Guinea-Bissau Ivory Coast Kenya Lesotho Liberia Libya Madagascar Malawi Mali Mauritania Mauritius Mayotte Morocco Western Sahara Mozambique Namibia Niger Nigeria Réunion Rwanda São Tomé …
1613 Treaty between Iroquois Indians and Dutch Government The Two Row Wampum is one of the oldest treaty relationships between the Onkwehonweh, original people of Turtle Island (North America), and European immigrants. The treaty was made in 1613. Andy Mager, Hickory Edwards, Netherlands Consul Rob de Vos, Chief Jake Edwards and Faithkeeper Oren Lyons reaffirm the Two Row treaty New Netherland series Exploration Fortifications: Fort Amsterdam Fort Nassau (North) Fort Orange Fort Nassau (South) F…
空間を伝わる電磁波。横軸は電磁波の進行方向を指す。縦軸は電場と磁場であり、磁場の軸は奥行き方向に倒して描かれている。図に示されるように、電磁波は横波として伝播する。 電磁波（でんじは、英: electromagnetic wave）は、電場と磁場の変化を伝搬する波（波動）である。電磁波は波と粒子の性質を併せ持ち、散乱や屈折、反射、また回折や干渉など、波長によ…
Cinenen jawa Status konservasi Risiko Rendah (IUCN 3.1) Klasifikasi ilmiah Kerajaan: Animalia Filum: Chordata Kelas: Aves Ordo: Passeriformes Famili: Cisticolidae Genus: Orthotomus Spesies: O. sepium Nama binomial Orthotomus sepiumHorsfield, 1821 Cinenen jawa (bahasa Latin: Orthotomus sepium) adalah spesies burung dari keluarga Cisticolidae, dari genus Orthotomus. Burung ini merupakan endemik di Indonesia, dan merupakan jenis burung pemakan ulat, laba-laba, serangga keci dan memil…
Israeli politician Moshe ArbelArbel in 2023Ministerial roles2023–Minister of the Interior2023Minister of HealthFaction represented in the Knesset2019–Shas Personal detailsBorn (1983-12-26) 26 December 1983 (age 40)Petah Tikva, Israel[1] Moshe Arbel (Hebrew: מֹשֶׁה אַרְבֵּל, born 26 December 1983)[2] is an Israeli Haredi rabbi and politician. He currently serves as the Minister of Interior, having been appointed a permanent replacement for Aryeh Deri, who wa…
ملعب ساوساليتومعلومات عامةالمنطقة الإدارية فينيا ديل مار البلد تشيلي التشييد والافتتاحالمقاول الرئيسي إيفرتون دي فينا ديل مار الاستعمالالرياضة كرة القدم المستضيف إيفرتون دي فينا ديل مارالمالك ميونكيبيو دي فينيا ديل مارالإدارة إيفرتون دي فينا ديل مار أحداث مهمة كأس ا…
Government agency in Alaska, United States Alaska Department of Transportation & Public Facilities (DOT&PF)Alaska DOT&PF sealAgency overviewHeadquarters3132 Channel Drive, P.O. Box 112500, Juneau, Alaska 99811EmployeesOver 3,000 permanent full-time, part-time and non-permanent employees in 8 labor unions in 83 locations throughout the state.Agency executiveRyan Anderson, P.E., [1], CommissionerWebsitewww.dot.alaska.gov The Alaska Department of Transportation & Public Faci…
ولاية الجبال هي منطقة تاريخية استخدمها العرب في العصر الأُمَوِيُّ والعبَّاسِيُّ لوصف منطقة شمال غرب إيران الحالية. التسمية خريطة تُظهر حدود منطقة الجِبال والتقسيمات الإداريَّة في الخِلافة العبَّاسِيَّة أطلق اسم الجبال على المنطقة لكونها ذات طبيعة جبلية (جبال زاغروس).[1&#…