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LaterEpisode BoJack HorsemanNomor episodeMusim 1Episode 12SutradaraMartin CendredaPenulisRaphael Bob-WaksbergDurasi26 menitBintang tamu Maria Bamford sebagai Kelsey Jannings Kevin Bigley sebagai Dick Cavett Adam Conover sebagai Ethan Keegan-Michael Key sebagai Sebastian St. Clair John Krasinski sebagai Sekretariat June Diane Raphael sebagai berbagai karakter Kristen Schaal sebagai Sarah Lynn Nicole Sullivan sebagai Party Goer Dave Segal sebagai Robin J. K. Simmons sebagai Lenny Turteltau...
الخطوط الجوية النيجيرية الرحلة 2120 صورة الطائرة المنكوبة في مطار فارو الدولي في عام 1989 ملخص الحادث التاريخ 11 يوليو 1991 البلد السعودية الموقع مطار الملك عبد العزيز الدولي، السعودية إحداثيات 21°38′13″N 39°10′23″E / 21.63694°N 39.17306°E / 21.63694; 39.17306 الركاب 247 الطاقم 14 ال�...
Gambling in the U.S. state of Texas Legal forms of gambling in the U.S. state of Texas include the Texas Lottery; parimutuel wagering on horse and greyhound racing; limited charitable bingo, limited charitable raffles, and three Native American casinos. Other forms of gambling are illegal in Texas.[1] Texas Sports Betting Legislation Status Bills to legalize sports betting legislation in Texas have not received favorable attention. Sports betting—whether via bricks and mortar or onl...
Chemical compound EstratetraenolClinical dataOther namesEstra-1,3,5(10),16-tetraen-3-olATC codeNoneIdentifiers IUPAC name (8S,9S,13R,14S)-13-methyl-6,7,8,9,11,12,14,15-octahydrocyclopenta[a]phenanthren-3-ol CAS Number1150-90-9 YPubChem CID101988ChemSpider92135UNII4QD0FTG3VTChEBICHEBI:62849CompTox Dashboard (EPA)DTXSID80921587 Chemical and physical dataFormulaC18H22OMolar mass254.373 g·mol−13D model (JSmol)Interactive image SMILES C[C@]12CC[C@H]3[C@H]([C@@H]1CC=C2)CCC4=C3C=CC(=C4)...
Parliamentary constituency in the United Kingdom, 1801 onwards IpswichBorough constituencyfor the House of CommonsBoundary of Ipswich in SuffolkLocation of Suffolk within EnglandCountySuffolkElectorate75,195 (December 2010)[1]Major settlementsIpswichCurrent constituencyCreated1295Member of ParliamentTom Hunt (Conservative)SeatsOne Ipswich /ˈɪpswɪtʃ/ ⓘ is a constituency[n 1] represented in the House of Commons of the UK Parliament since December 2019 by Tom Hunt of th...
Questa voce o sezione sull'argomento Competizioni calcistiche non è ancora formattata secondo gli standard. Commento: Si invita a seguire il modello di voce Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Ligue 1 2010-2011Ligue 1 Orange 2010-2011 Competizione Ligue 1 Sport Calcio Edizione 73ª Organizzatore LFP Date dal 7 agosto 2010all'11 maggio 2011 Luogo Francia Partecipanti 20 Risultati Vincitore Lilla(3º ...
Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Пт�...
Centrale nucléaire de DukovanyLa centrale nucléaire de DukovanyAdministrationPays TchéquieRégion VysočinaDistrict TřebíčCoordonnées 49° 05′ 06″ N, 16° 08′ 56″ EPropriétaire ČEZOpérateur ČEZConstruction 1974Mise en service 1985Statut en serviceRéacteursFournisseurs SkodaType VVER 440/V213Réacteurs actifs 4 x 510 MW Réacteur VVERPuissance nominale 2040 MWProduction d’électricitéProduction annuelle 13,96 TWh (2021)Facteur de charge 85.2...
Joseph Brant Joseph Brant Monster Brant Nascimento março de 1743Território do Ohio Morte 24 de novembro de 1807 (64 anos)Canadá Superior Nacionalidade Mohawk Cidadania Iroqueses Etnia Povo Mohawk Cônjuge Catharine Brant Filho(a)(s) John Brant Irmão(ã)(s) Molly Brant Ocupação Militar e Político Religião Igreja Anglicana Assinatura [[File:|frameless]] [edite no Wikidata] Joseph Brant ou Thayendanegea, (março de 1743 - 24 de novembro de 1807), foi um militar indígena e...
Dayanidhi MaranDayanidhi Maran Menteri Komunikasi dan Teknologi InformasiMasa jabatan22 Mei 2004 – 16 Mei 2007Perdana MenteriManmohan SinghPendahuluArun ShouriePenggantiA. RajaAnggota Parlemen Indiadapil Chennai TengahPetahanaMulai menjabat 23 Mei 2019Masa jabatanJuni 2004 – Mei 2014PendahuluMurasoli MaranPenggantiS. R. Vijayakumar Informasi pribadiLahir5 Desember 1966 (umur 57)Kumbakonam, Distrik Thanjavur, Negara Bagian Madras (kini Tamil Nadu, India)Partai po...
Defunct file hosting service (2005–2012) This article is about the FBI-seized website. For the successor of Megaupload, see Mega (service). Megaupload LtdCompany typeLimitedFounded21 March 2005 (2005-03-21)FounderKim DotcomDefunct19 January 2012 (2012-01-19)(6 years, 9 months and 29 days)FateShut down by the United States Department of JusticeSuccessorMega, Ltd.HeadquartersHong KongArea servedWorldwideKey peopleFinn Batato (CMO)ServicesOnline fil...
سباق تتابع جري سباق تتابع سباحة سباق التتابع[1] من المسابقات في ألعاب القوى، يتألف الفريق في هذا النوع من المسابقات عادة من أربعة لاعبين، وتكون عادة إما بالركض أو السباحة.[2][3][4] أما في الجري فيتألف كل منها من أربعة عدائين يركض كل منهم المسافة المقررة سواء أك�...
Subspecies of mammal Cantabrian chamois Conservation status Least Concern (IUCN 3.1)[1] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Mammalia Order: Artiodactyla Family: Bovidae Subfamily: Caprinae Tribe: Caprini Genus: Rupicapra Species: R. pyrenaica Subspecies: R. p. parva Trinomial name Rupicapra pyrenaica parva(Cabrera, 1914) Distribution of Cantabrian chamois in 2008.[2][3] The Cantabrian chamois (Rupicapra ...
Gregor Brück by Lucas Cranach the Elder The site of Gregor Bruck's house, Marktplatz, Wittenberg The grave of Gregor Brück in Jena Stadtkirche Gregor Brück (1485–1557) was a 16th-century figure of the Reformation, and Saxon Chancellor. He is also known by his latinised name Gregorius Pontanus. His role in the early 16th century in Germany, as legal advisor to Martin Luther, may be said to earn him the title of Lawyer of the Reformation. Although now much forgotten or unknown, his con...
Tedesco slesianoSchläsisch,Schläs’sch, Schlä’sch, SchläschParlato inPolonia, Repubblica Ceca, Germania Parlato inSlesia TassonomiaFilogenesiLingue indoeuropee Lingue germaniche Lingue germaniche occidentali Lingue erminoniche Lingue alto-tedesche Lingue tedesche centrali Lingue tedesche centrali orientali Lingua tedesca slesia...
German curler Natalie NesslerCurler ♀Born (1976-06-08) 8 June 1976 (age 48)Bensheim, Hessen, GermanyTeamCurling clubSC RiesserseeGarmisch-Partenkirchen, GermanyCurling career Member Association GermanyWorld Championshipappearances7 (1995, 1996, 1997, 1998, 1999, 2001, 2002)European Championshipappearances8 (1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001)Olympicappearances2 (1998, 2002) Medal record Curling European Championships 1995 Grindelwald 1998 Flims 1994 Sundsvall ...
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: Eltville – news · newspapers · books · scholar · JSTOR (July 2013) (Learn how and when to remove this message) Town in Hesse, GermanyEltville Eltville am RheinTownAerial view Coat of armsLocation of Eltville within Rheingau-Taunus-Kreis district Eltville Show m...
Jean-Paul Delevoye Jean-Paul Delevoye en 2013. Fonctions Haut-commissaire aux Retraites 3 septembre – 16 décembre 2019(3 mois et 13 jours) Président Emmanuel Macron Premier ministre Édouard Philippe Ministre Agnès Buzyn Gouvernement Philippe II Prédécesseur Fonction crééeLui-même (haut-commissaire à la Réforme des retraites) Successeur Laurent Pietraszewski (secrétaire d'État) Haut-commissaire à la Réforme des retraites 14 septembre 2017 – 3 septembre 2019(1 ...
Number used for counting This article is about positive integers and non-negative integers. For all the numbers ..., −2, −1, 0, 1, 2, ..., see Integer. Natural numbers can be used for counting: one apple; two apples are one apple added to another apple, three apples are one apple added to two apples, ... In mathematics, the natural numbers are the numbers 0, 1, 2, 3, and so on, possibly excluding 0.[1] Some start counting with 0, defining the natural numbers as the non-negative in...
Overview of conservatism in the United Kingdom This article is part of a series onConservatismin the United Kingdom Ideologies British nationalism Burkean Cameronism Muscular liberalism Civic Compassionate Green Liberal Thatcherism Libertarian Neo One-nation Powellism Progressive Toryism High Red Social Ultra Principles British unionism Classical liberalism Elitism Aristocracy Meritocracy Noblesse oblige Family values Imperialism Loyalism Moral absolutism Ordered liberty Protectionism Royalis...