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Alkaios dan Sappho, sosok merah Attika kalathos, skt. 470 SM, Staatliche Antikensammlungen (Inv. 2416) Alkaios dari Metilene (/ælˈsiːəs/; bahasa Yunani: Ἀλκαῖος ὁ Μυτιληναῖος; skt. 620 – abad ke-6 SM) merupakan seorang penyair lira merupakan seorang penyair lira dari pulau Lesbos di Yunani yang berjasa dengan menemukan Stanza Alkaik. Ia termasuk di dalam daftar kanonikal Penyair Sembilan Lira oleh sarjana-sarjana Periode Helenistik Iskandariyah. Ia merupa...
Daf Daf (Persia: دف, romanized: dafcode: fa is deprecated ; bahasa Kurdi: def ,دەف;[1][2]) adalah sebuah drum bingkai Kurdi dan Persia yang digunakan dalam musik populer dan klasik. Selain itu, apakah itu juga digunakan dalam upacara keagamaan di kalangan Kurdi. Daf juga dianggap sebagai alat musik nasional Pakistan. Instrumen ini digambarkan dalam lukisan gua mesolitik di Lakha Juar, Bhimbhetka dan dalam bantuan Kekaisaran Asyur. Nama Pahlavi (bahasa Iran kuno) ...
Deputi Bidang Koordinasi Hukum dan Hak Asasi Manusia Kementerian Koordinator Bidang Politik, Hukum, dan Keamanan Republik IndonesiaGambaran umumDasar hukumPeraturan Presiden Nomor 43 Tahun 2015Susunan organisasiDeputiDr. Sugeng Purnomo[1]Kantor pusatJl. Medan Merdeka Barat No. 15 Jakarta Pusat 10110Situs webwww.polkam.go.id Deputi Bidang Koordinasi Hukum dan Hak Asasi Manusia merupakan unsur pembantu pimpinan pada Kementerian Koordinator Bidang Politik, Hukum, dan Keamanan Republ...
Soga Soga, Peltophorum pterocarpummenurut Blanco Klasifikasi ilmiah Kerajaan: Plantae Divisi: Magnoliophyta Kelas: Magnoliopsida Ordo: Fabales Famili: Fabaceae Subfamili: Caesalpinioideae Genus: Peltophorum Spesies: P. pterocarpum Nama binomial Peltophorum pterocarpum(DC.) Backer ex K. Heyne Sinonim Inga pterocarpa DC. (1825)[1] Peltophorum ferrugineum (Decne.) Benth. (1864) Peltophorum inerme (Roxb.) Naves & Villar (1880) Soga (Peltophorum pterocarpum) adalah nama pohon pen...
Киевский телецентр 50°28′21″ с. ш. 30°27′34″ в. д.HGЯO Местонахождение Украина, Киев,улица Юрия Ильенко, 42 Строительство 1983—1992 Использование телерадиовещание, телевизионное производство, телекоммуникация Высота Антенна / Шпиль 97 м Крыша 97 м Верхний этаж 24 Технич...
American politician (born 1952) James BarciaBay County ExecutiveIncumbentAssumed office January 1, 2017Preceded byThomas L. HicknerMember of the Michigan Senatefrom the 31st districtIn officeJanuary 1, 2003 – December 31, 2010Preceded byKen SikkemaSucceeded byMike GreenMember of the U.S. House of Representativesfrom Michigan's 5th districtIn officeJanuary 3, 1993 – January 3, 2003Preceded byJ. Bob Traxler[1]Succeeded byDale KildeeMember of the Mic...
2008 live album by R.E.M.Live from LondonLive album by R.E.M.ReleasedJuly 1, 2008 (2008-07-01)RecordedMarch 26, 2008, London, United KingdomGenreAlternative rockLength27:54LanguageEnglishR.E.M. chronology Accelerate(2008) Live from London(2008) Live at The Olympia(2009) R.E.M. live album chronology R.E.M. Live(2007) Live from London(2008) Live at The Olympia(2009) Live from London is a live EP by R.E.M. that was recorded on March 26, 2008 and released exclusively on iTu...
Tour d'Espagne 1960GénéralitésCourse 15e Tour d'EspagneÉtapes 17Date 29 avril - 15 mai 1960Distance 3 566 kilomètresPays traversé(s) EspagneLieu de départ MadridLieu d'arrivée BilbaoCoureurs au départ 80Coureurs à l'arrivée 24Vitesse moyenne 34,575 km/hRésultatsVainqueur Frans De MulderDeuxième Armand DesmetTroisième Miguel Pacheco FontClassement par points Arthur DecabooterMeilleur grimpeur Antonio KarmanyMeilleure équipe Groene LeeuwTour d'Espagne 1959Tour d'Es...
For other uses, see Lo imperdonable. Mexican TV series or program Lo imperdonableGenreTelenovelaCreated byCaridad Bravo AdamsWritten by Ximena Suárez[1] Ricardo Fiallega Janely Lee Alejandra Díaz Directed by Mónica Miguel Víctor Manuel Fouilloux Alberto Diaz Starring Ana Brenda Contreras Iván Sánchez Sergio Sendel Grettell Valdéz Juan Ferrara Claudia Ramírez Guillermo Capetillo Alicia Machado Gaby Mellado Sebastián Zurita Guillermo García Cantú Theme music composer Fernando...
What We Do in the ShadowsPaeseStati Uniti d'America Anno2019 – in produzione Formatoserie TV Generecommedia, orrore, falso documentario Stagioni5 Episodi50(al 31 agosto 2023) Durata24-30 min (episodio) Lingua originaleinglese Rapporto16:9 CreditiIdeatoreJemaine Clement, Taika Waititi RegiaJemaine Clement, Taika Waititi, Jackie van Beek, Jason Woliner SoggettoJemaine Clement, Taika Waititi Interpreti e personaggi Natasia Demetriou: Nadja di Antipaxos Kayvan Novak: Nandor l'Implac...
Aeroporto di Luklaaeroporto Codice IATALUA Codice ICAOVNLK Nome commercialeTenzing-HillaryLukla Airportतेन्जिङ हिलारी विमानस्थल DescrizioneTipoCivile Stato Nepal CittàLukla Altitudine2 846 m s.l.m. Coordinate27°41′16″N 86°43′53″E / 27.687778°N 86.731389°E27.687778; 86.731389Coordinate: 27°41′16″N 86°43′53″E / 27.687778°N 86.731389°E27.687778; 86.731389 Mappa di localizzazio...
هنودمعلومات عامةنسبة التسمية الهند التعداد الكليالتعداد قرابة 1.21 مليار[1][2]تعداد الهند عام 2011ق. 1.32 مليار[3]تقديرات عام 2017ق. 30.8 مليون[4]مناطق الوجود المميزةبلد الأصل الهند البلد الهند الهند نيبال 4,000,000[5] الولايات المتحدة 3,982,398[6] الإمار...
У этого термина существуют и другие значения, см. Гарнитура. Эта статья описывает ситуацию применительно лишь к одному региону, возможно, нарушая при этом правило о взвешенности изложения. Вы можете помочь Википедии, добавив информацию для других стран и регионов. Гарнит...
SirLeslie WardSir Leslie Ward, 1915LahirLeslie Matthew Ward(1851-11-21)21 November 1851London, England, Britania RayaMeninggal15 Mei 1922(1922-05-15) (umur 70)London, England, U.KKebangsaanBritishDikenal atasPortraits dan CaricaturesKarya terkenalVanity Fair Caricatures Sir Leslie Matthew Ward (21 November 1851 – 15 Mei 1922) adalah seorang seniman potret Inggris dan karikaturis yang selama empat dekade melukis 1.325 potret yang diterbitkan secara teratur oleh Vanity Fai...
UN General Assembly special committee Not to be confused with Special Political and Decolonization Committee. Special Committee on DecolonizationAbbreviationC24Formation27 November 1961; 62 years ago (1961-11-27)Legal statusActiveHeadquartersNew York, United StatesHeadChair Keisha A. McGuire[1]Parent organizationUnited Nations General Assembly Politics portal The United Nations Special Committee on the Situation with Regard to the Implementation of the Declaratio...
American politician (born 1945) Allen BoydMember of the U.S. House of Representativesfrom Florida's 2nd districtIn officeJanuary 3, 1997 – January 3, 2011Preceded byPete PetersonSucceeded bySteve SoutherlandMember of the Florida House of Representativesfrom the 10th districtIn officeNovember 3, 1992 – November 5, 1996Preceded byHurley W. Rudd[1]Succeeded byJanegale Boyd[2]Member of the Florida House of Representativesfr...
Copia del bassorilievo noto come Zodiaco di Dendera, proveniente dal Tempio di Dendera e conservato al Museo del Louvre: esso rappresenta la posizione dei corpi celesti e descrive precisamente due giorni: il 25 settembre del 52 a.C. e il 7 marzo del 51 a.C.[1] Hordesher (Horus Rosso; anche nelle grafie Hordsheru e Hordescheru, e Seba-iabti-pet, Astro orientale del cielo; in greco: Ertosi[2]) è una divinità egizia appartenente alla religione dell'antico Egitto, dalle connotaz...
Undergraduate academic degree 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: Bachelor of Education – news · newspapers · books · scholar · JSTOR (November 2014) (Learn how and when to remove this message) A Bachelor of Education (B.Ed. or BEd) is an undergraduate academic degree which prepares students for ...
ريكاردو بالما Manuel Ricardo Palma y Carrillo معلومات شخصية اسم الولادة (بالإسبانية: Manuel Ricardo Palma Soriano)[1] الميلاد 7 فبراير 1833 [2][3] ليما الوفاة 6 أكتوبر 1919 (86 سنة) [4][2][3][5] ليما مواطنة بيرو عضو في الأكاديمية الملكية الإسبانية الأولاد كليمن...
Orientation-preserving mapping class group of the torus For a group whose lattice of subgroups is modular, see Iwasawa group. Algebraic structure → Group theoryGroup theory Basic notions Subgroup Normal subgroup Quotient group (Semi-)direct product Group homomorphisms kernel image direct sum wreath product simple finite infinite continuous multiplicative additive cyclic abelian dihedral nilpotent solvable action Glossary of group theory List of group theory topics Finite groups Cyclic group...