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Kappa Andromedae b Letak κ Andromedae (dilingkari) Kappa Andromedae b adalah objek substellar dan planet/katai coklat besar yang mengorbit Kappa Andromedae, bintang di rasi bintang Andromeda, yang jauhnya kurang lebih 170 tahun cahaya.[1] Objek ini, yang massanya kurang lebih 13 kali massa Yupiter, difoto secara langsung oleh Teleskop Subaru.[2] Saat ini masih belum jelas apakah Kappa Andromedae b adalah eksoplanet atau katai coklat. Hingga jawabannya diketahui, ilmuwan menj...

Peruvian football club Football clubSomos AduanasFull nameAsociación Deportiva Somos AduanasFounded1996GroundEstadio Miguel Grau, CallaoCapacity15,000LeagueCopa Perú Home colours Asociación Deportiva Somos Aduanas is a Peruvian football club, playing in the city of Bellavista, Callao, Lima. History The Asociación Deportiva Somos Aduanas was founded in 1996. In the 2001 Copa Perú, Somos Aduanas classified to the National Stage, but was eliminated by C.D. Universidad Nacional de Ucayali. T...

Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: Dokumen bersejarah – berita · surat kabar · buku · cendekiawan · JSTOR (Desember 2017) Naskah proklamasi kemerdekaan IndonesiaAlkitab Gutenberg yang dicetak pada 1450-an dipajang di Perpustakaan Kongres AS Do...

American cosmologist Engelbert SchückingBorn(1926-05-23)May 23, 1926Hörde, WestphaliaDiedJanuary 5, 2015(2015-01-05) (aged 88)Manhattan, New YorkNationalityGerman AmericanAlma materUniversity of HamburgScientific careerFieldsPhysicsInstitutionsNew York UniversityDoctoral advisorPascual Jordan Engelbert Levin Schücking (May 23, 1926 – January 5, 2015), in English-language works often cited as E. L. Schucking, was a physics professor at New York University in New York City. His r...

Parc national de Naracoorte CavesSquelette de lion marsupial exhibé dans les cavernesGéographiePays AustralieÉtat Australie-MéridionaleCoordonnées 36° 57′ S, 140° 45′ ESuperficie 6 km2Partie de Sites fossilifères de mammifères d'Australie (Riversleigh / Naracoorte) (en)AdministrationNom local (en) Naracoorte Caves National ParkType Parc national d'Australie, grotte touristique, parc nationalCatégorie UICN IIIWDPA 313937Création 18 janvier 2001Patr...

UK parliamentary group The All-Party Parliamentary Group Against Antisemitism is a group in the Parliament of the United Kingdom. The group exists to To combat antisemitism and help develop and seek implementation of effective public policy to combat antisemitism.[1] The group's co-chairs are MPs Catherine McKinnell (Labour) and Nicola Richards (Conservative) and the president is former Labour MP Lord Mann.[2] The group commissioned the All-Party Parliamentary Inquiry into Ant...

Situation of the Christian churches in Germany during the Nazi period For Bismarck's church campaigns, see Kulturkampf. You can help expand this article with text translated from the corresponding article in German. (June 2011) Click [show] for important translation instructions. View a machine-translated version of the German article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and conf...

Asie de l'Est Carte de l'Asie de l'Est. Superficie 11 839 074 km2 Population 1 618 778 000 hab. (2016[1]) Densité 137 hab./km2 Pays 6 Principales langues Mandarin, japonais, wu, coréen, cantonais, minnan, hakka, mongol, tibétain Fuseaux horaires UTC+7 (Mongolie)UTC+9 (Japon) Principales villes Taipei, Séoul, Tokyo, Pyongyang, Pékin, Oulan-Bator, Shanghai modifier  L'Asie de l'Est (ou Asie orientale[2]) est une région d'Asie, comprenant ...

Le sedieOpera teatrale in un atto AutoreEugène Ionesco Titolo originaleLes Chaises Lingua originaleFrancese GenereTeatro dell'assurdo Composto nel1951 Prima assoluta22 aprile 1952Théâtre Lancry, Parigi Prima rappresentazione italiana27 luglio 1956Piccolo Teatro di Milano Personaggi Il vecchio, 95 anni La vecchia, 94 anni L'Oratore, 45-50 anni Molti altri personaggi invisibili   Manuale Le sedie (in francese: Les Chaises) è un'opera teatrale in un atto scritta da Eugène Ionesco nel 1...

この項目には、一部のコンピュータや閲覧ソフトで表示できない文字が含まれています（詳細）。 数字の大字（だいじ）は、漢数字の一種。通常用いる単純な字形の漢数字（小字）の代わりに同じ音の別の漢字を用いるものである。 概要 壱万円日本銀行券（「壱」が大字） 弐千円日本銀行券（「弐」が大字） 漢数字には「一」「二」「三」と続く小字と、「壱」「�...

Sabri GodoBorn(1929-08-08)8 August 1929Delvinë, AlbaniaDied3 December 2011(2011-12-03) (aged 82)Tirana, AlbaniaResting placeTufine, Tirana, AlbaniaNationalityAlbanianOccupation(s)Writer, Screenwriter, PoliticianKnown forFounder and Chairman of the Republican Party of AlbaniaHonorary President and Chairman of the National Assembly of PRChair of the Foreign Affairs Committeeco-chairman in drafting the New Constitution of the Republic of Albania in 1998OfficeLeader of the Republican P...

Prison in Bayport, Minnesota, United States Minnesota Correctional Facility – StillwaterMain entrance of the Minnesota Correctional Facility – StillwaterLocationBayport, Minnesota, United StatesCoordinates45°1′40″N 92°47′20″W / 45.02778°N 92.78889°W / 45.02778; -92.78889StatusOperationalSecurity classLevel 4- Close CustodyPopulation1537[1] (as of February 12, 2019)Opened1914Managed byMinnesota Department of CorrectionsWardenWilliam BolinStre...

李光耀逝世及葬礼李光耀（1923年－2015年）日期2015年3月23日－2015年3月29日地点新加坡斯里淡马锡（私人守灵）新加坡国会大厦（民众瞻仰）新加坡国立大学文化中心（国葬）万礼火葬场（英语：Mandai Crematorium and Columbarium）（火葬）网站www.rememberingleekuanyew.sg 2015年3月23日凌晨3時18分（新加坡標準時間），新加坡建国后首任总理、前內閣资政和执政人民行动党首任秘书长李光�...

Petr PavelPavel tahun 2023 Presiden Republik CekoPetahanaMulai menjabat 9 Maret 2023Perdana MenteriPetr FialaPendahuluMiloš ZemanPenggantiPetahanaKetua Komite Militer NATOMasa jabatan26 Juni 2015 – 29 Juni 2018PendahuluKnud BartelsPenggantiStuart PeachKepala Staf UmumMasa jabatan1 Juli 2012 – 1 Mei 2015PresidenVáclav KlausMiloš ZemanPendahuluVlastimil PicekPenggantiJosef Bečvář Informasi pribadiLahir1 November 1961 (umur 62)Planá, Czechoslovakia(sekarang ...

Enam penjumlahan pertama digambar sebagai bagian-bagian persegi. Deret geometri di garis bilangan real. Dalam matematika, deret tak hingga 12 + 14 + 18 + 116 + · · · adalah contoh dasar dari deret geometri yang mutlak konvergen. Hasil penjumlahan tersebut bernilai 1. Deret ini dapat dinyatakan ke dalam bentuk notasi Sigma, yakni sebagai: 1 2 + 1 4 + 1 8 + 1 16 + ⋯ = ∑ n = 1 ∞ ( 1 2 ) n = 1. {\displaystyle {\frac {1}{2}}+{\frac {1}{4}}+{\frac {1}{8}}+{\frac {1}{16}}+\cd...

This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: Belfast–Newry line – news · newspapers · books · scholar · JSTOR (June 2020) Belfast - Newry lineNI Railways Class 4000 at Lisburn in 2023.OverviewStatusOperationalLocaleNorthern IrelandTerminiLanyon PlaceNewry / Portadown / LisburnStations18Service...

552 Role Civil utility aircraftType of aircraft Manufacturer Avro Canadian Vickers (under licence) First flight 16 July 1921 Primary users Argentine NavyRoyal Canadian Air Force Number built 33 The Avro 552 was a British light biplane aircraft produced in the early 1920s. It was another attempt by Avro to sell a derivative of the wartime 504 to the civil market. Design and development In this case, the company took advantage of the large number of war-surplus Wolseley Viper engines left...

У этого термина существуют и другие значения, см. Диана.В Википедии есть статьи о других людях с фамилиями Тюрина, Нельсон и Терёшина. Ирина Нельсон Основная информация Имя при рождении Ирина Анатольевна Терёшина Полное имя Ирина Анатольевна Тюрина[1][2] Дата...

1975 film by Melvin Frank The Prisoner of Second AvenueTheatrical release posterDirected byMelvin FrankScreenplay byNeil SimonBased onThe Prisoner of Second Avenue1971 playby Neil SimonProduced byMelvin FrankStarringJack Lemmon Anne Bancroft Gene SaksCinematographyPhilip LathropEdited byRobert WymanMusic byMarvin HamlischDistributed byWarner BrosRelease date March 14, 1975 (1975-03-14) (United States) Running time98 minutesCountryUnited StatesLanguageEnglish The Prisoner of...

ピエモンは 『デジタルモンスター』シリーズに登場する架空の生命体・デジタルモンスターの一種。 『デジモンアドベンチャー』の登場人物。 概要 初登場はデジモンペンデュラム3。ドット絵ではクラウンそのものだが、イラストでは左右が白と黒で塗り分けられた仮面をつけている。 種族としてのピエモン 神出鬼没の魔人型デジモン[1]。謎が多く目的も正体�...