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Map of Papua New Guinea This is a list of airports in Papua New Guinea, sorted by location. Papua New Guinea, officially the Independent State of Papua New Guinea, is a country in Oceania, occupying the eastern half of the island of New Guinea and numerous offshore islands (the western portion of the island is a part of the Indonesian provinces of Papua and West Papua). It is located in the southwestern Pacific Ocean, in a region defined since the early 19th century as Melanesia. The capital ...

Línea Valencia-LiriaDescripciónTipo FerrocarrilSistema Ancho ibéricoInauguración 1889Inicio ValenciaFin LiriaCaracterísticas técnicasLongitud vía 29,4 kmAncho de vía 1668 mmElectrificación NoExplotaciónEstado Cerrada[editar datos en Wikidata] La línea Valencia-Liria fue una línea férrea española, de ancho ibérico, cuyo trazado transcurría por la provincia de Valencia. Construida a finales del siglo XIX, en un principio buscaba conectar Valencia con las tierras d...

NHK紅白歌合戦 > 第41回NHK紅白歌合戦 第41回NHK紅白歌合戦 会場のNHKホールジャンル 大型音楽番組出演者 #出場歌手参照#ゲスト出演者参照審査員 #審査員参照オープニング 『交響曲第9番 合唱付き』（作曲：ルードヴィヒ・ファン・ベートーヴェン）より『歓喜の歌』エンディング 『蛍の光』国・地域 日本言語 日本語製作制作 NHK 放送放送チャンネルNHK総合テレビ音声

Ондаррибіябаск. Hondarribia, ісп. Fuenterrabía Герб {{{official_name}}}ГербFlag of {{{official_name}}}ПрапорМуніципалітетКраїна  ІспаніяАвтономна спільнота Країна БасківПровінція ГіпускоаКоординати 43°22′01″ пн. ш. 1°48′00″ зх. д. / 43.367° пн. ш. 1.8° зх. д. / 43.367; -1.8Координ�...

Wilhelm Felsche Wilhelm Felsche (* 15. Juni 1798 in Leipzig; † 11. Dezember 1867 ebenda) war ein deutscher Konditor, Schokoladenfabrikant und Kaffeehausgründer in Leipzig. Leben Felsches Vater war Konditor und Lebküchlermeister in Leipzig. Nach dem Besuch der Thomasschule lernte auch er Konditor. Danach arbeitete er in Hamburg und Paris. Nachdem er nach Leipzig zurückgekehrt war, eröffnete er 1821 in einem Gewölbe der Kolonnaden am Fürstenhaus in der Grimmaischen Straße eine „Condi...

Le Salon de peinture et de sculpture de 1859 est une exposition de peinture, sculpture, architecture et gravure, organisée à Paris en 1859, au Palais des Beaux-arts, annexe du Palais de l'Industrie. Quelques œuvres exposées Peintures et dessins Numéro Illustration Identification Commentaire Numéro de catalogue raisonné 12 Oswald AchenbachLe môle de NaplesHuile sur toile, 109 × 173 cmParis, musée d'Orsay 23 Théodore Caruelle d'AlignyVue prise dans le parc de Mortefont...

Chapitres tournés en tous sens Genre Suite de pièces pour piano Nb. de mouvements 3 Musique Erik Satie Durée approximative ca. 5 min Dates de composition 1913 Création 14 janvier 1914Société musicale indépendante,Paris France Interprètes Ricardo Viñes modifier  Chapitres tournés en tous sens est un recueil de trois pièces pour piano d'Erik Satie, composé en 1913. Présentation Chapitres tournés en tous sens est composé par Satie en août et septembre 1913[1]. « T...

Bernhard IIAdipati Sachsen-JenaBerkuasa1672–1678PendahuluJabatan baruPenerusJohann WilhelmInformasi pribadiKelahiran(1638-10-14)14 Oktober 1638WeimarKematian3 Mei 1678(1678-05-03) (umur 39)JenaWangsaWangsa WettinAyahWilhelm, Adipati Sachsen-WeimarIbuEleonore Dorothea dari Anhalt-DessauPasanganMarie Charlotte de la TrémoilleAnakPrince Wilhelm Putri (meninggal) Pangeran Bernhard Charlotte Marie, Istri Adipati Saxe-Weimar Johann WilhelmAgamaLutheran Bernhard II, Adipati Sachsen-Jena (14 ...

Drinking establishment catered to LGBT clientele For the song, see Gay Bar (song). Comptons of Soho, London, UK. Taken during London Pride 2010. A gay bar is a drinking establishment that caters to an exclusively or predominantly lesbian, gay, bisexual, transgender or queer (LGBTQ+) clientele; the term gay is used as a broadly inclusive concept for LGBTQ+ communities. Gay bars once served as the centre of gay culture and were one of the few places people with same-sex orientations and gender-...

Circulatory anastomosis that supplies blood to the brain and surrounding structures Circle of WillisDiagram of the arterial circulation at the base of the brain (inferior view), the circle of Willis is drawn in the upper half. Blood flows up to the brain through the vertebral arteries and through the internal carotid arteries.The arteries of the base of the brain. Basilar artery labeled below center. The temporal pole of the cerebrum and the cerebellar hemisphere have been removed on the righ...

Russian legislative constituency Perovo single-member constituency Constituency of the Russian State DumaDeputyTatyana ButskayaUnited RussiaFederal subjectMoscowDistrictsEastern AO (Kosino-Ukhtomsky, Novogireyevo, Novokosino, Perovo, Veshnyaki), South-Eastern AO (Nekrasovka, Nizhegorodsky, Ryazansky, Tekstilshchiki)Other territoryUzbekistan (Tashkent-1)[1]Voters512,782 (2021)[2] The Perovo Constituency (No.204[a]) is a Russian legislative constituency in Moscow. It is ...

PausKristodolos dari AleksandriaPaus Aleksandria ke-76 & Patriarkh Tahta St. MarkusAwal masa jabatan1250Masa jabatan berakhir1261PendahuluKirilos IIIPenerusYohanes VIIInformasi pribadiLahirMesirMeninggal1261MesirMakamMonastri Santo Merkurius di Koptik KairoKewarganegaraanMesirDenominasiKristen Ortodoks KoptikKediamanGereja Gantung Paus Atanasius III dari Aleksandria adalah Paus Aleksandria ke-76 & Patriarkh Tahta St. Markus. Didahului oleh:Kirilos III Paus Koptik1250–1261 Diteruskan...

Sports event in Ubon Ratchathani, Thailand XX ASEAN University GamesHost cityUbon Ratchathani, ThailandMottoGames for SustainabilityNations11Events236 in 23 sportsOpening26 JulyClosing6 AugustOpened byPongrat PhiromratGovernor of Ubon RatchathaniClosed byThammarak La-ongnuanPresident of the Ubon Ratchathani Rajabhat UniversityCeremony venueUbon Ratchathani Rajabhat UniversityWebsite2022 ASEAN University Games← Naypyidaw 2018Surabaya 2024 → 2022 ASEAN University Games off...

US type of minesweeper Further information: Aggressive-class minesweeper This article may require cleanup to meet Wikipedia's quality standards. The specific problem is: The lists in this article and Aggressive-class minesweeper should be disentangled. Please help improve this article if you can. (August 2022) (Learn how and when to remove this template message) USS Inflict (MSO-456) Class overview Operators  United States Navy  French Navy  Italian Navy  Belgian Navy ...

Русская Правда, список конца XIII века. Законода́тельство: издание законов; а также свод законов[1]. Все нормативно-правовые акты, которые издаются в государстве и мире, соответственно бывает государственным (национальным) и международным. Содержание 1 Законодательство...

Esgrima nosJogos Olímpicos de Verão de 2016 Espada   masc   fem Espada por equipes   masc   fem Florete   masc   fem Florete por equipes   masc   Sabre   masc   fem Sabre por equipes     fem A competição de espada por equipes masculino da esgrima nos Jogos Olímpicos de Verão de 2016 foi disputada em 14 de agosto na Arena Carioca 3. A equipe francesa foi a campeã, derrotando a Itália na final.[1][2] Calendário Data[2] Horári...

1994 studio album by John ScofieldHand JiveStudio album by John ScofieldReleasedAugust 9, 1994 (US) (CD)RecordedOctober 1993StudioThe Power Station and River Sound, New York CityGenreJazz, soul jazz, jazz-funkLength63:22 (CD)LabelBlue Note[1]ProducerLee Townsend[2]John Scofield chronology I Can See Your House from Here (with Pat Metheny)(1994) Hand Jive(1994) Liquid Fire: The Best of John Scofield(1994) Hand Jive is a studio album by the jazz guitarist John Scofield, r...

Władysław Ziobro starszy wachmistrz[1] Data i miejsce urodzenia 20 maja 1891 Bobrowa Data i miejsce śmierci 19 czerwca 1965 Nowy Jork Przebieg służby Siły zbrojne Armia Austro-Węgier Wojsko Polskie Polskie Siły Zbrojne Jednostki 9 pułk ułanów Główne wojny i bitwy I wojna światowawojna polsko-bolszewickaII wojna światowakampania wrześniowa Odznaczenia Władysław Ziobro (ur. 20 maja 1891 w Bobrowej, zm. 19 czerwca 1965 w Nowym Jorku) – żołnierz armii austriackiej,...

≥2-dimensional tessellation or ≥3-dimensional polytope with identical faces isohedron redirects here. Not to be confused with icosahedron. For the related Isohedral numbers, see Anisohedral tiling. A set of isohedral dice In geometry, a tessellation of dimension 2 (a plane tiling) or higher, or a polytope of dimension 3 (a polyhedron) or higher, is isohedral or face-transitive if all its faces are the same. More specifically, all faces must be not merely congruent but must be transitive, ...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أبريل 2019) بيتار مسلم   معلومات شخصية الميلاد 26 مارس 1988 (36 سنة)  سبليت  مواطنة كرواتيا  الطول 200 سنتيمتر  الوزن 104 كيلوغرام  الحياة العملية المهنة لاعب كرة �...