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Basgo Monastery, Ladakh Basgo Monastery, also known as Basgo or Bazgo Gompa, is a Buddhist monastery located in Basgo or Bazgo on the bank of Indus river in Leh District of Ladakh in northern India approximately 5 km west of Nimoo and 40 km east from Leh. Although the monastery was built for the Namgyal rulers in 1680, Bazgo itself was embedded in the early days of Ladakh and is frequently mentioned in the Ladakhi Chronicles when it was a political and cultural center.[1] In the ...
Пам'ятний знак воїнам-землякам, які загинули в роки Другої світової війни в Колиндянах Статус пам'ятка історії місцевого значенняКраїна Україна : ISO3166-1 alpha-3:UKR; ISO3166-1 цифровий:804; Розташування с. Колиндяни Чортківський район, Тернопільська область, УкраїнаЗасн...
Claude Chamaken Voller Name Claude Gastien Chamaken Nation Kamerun Kamerun Geburtstag 18. Mai 1988 (35 Jahre) Karriere Disziplin Speerwurf Bestleistung 71,44 m (30. August 2019 in Rabat) Status aktiv letzte Änderung: 28. März 2020 Claude Gastien Chamaken (* 18. Mai 1988) ist ein kamerunischer Leichtathlet, der sich auf den Speerwurf spezialisiert hat. Sportliche Laufbahn Erste internationale Erfahrungen sammelte Claude Chamaken 2018 bei den Afrikameisterschaften in Asaba, bei dene...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أبريل 2019) لوسيا برلين معلومات شخصية اسم الولادة (بالإنجليزية: Brown) الميلاد 12 نوفمبر 1936[1] جونو، ألاسكا الوفاة 12 نوفمبر 2004 (68 سنة) [1] مارينا دل راي، ...
Makassar beralih ke halaman ini. Untuk kegunaan lain, lihat Makassar (disambiguasi). Ujung Pandang beralih ke halaman ini. Untuk kecamatan dengan nama yang sama di kota ini, lihat Ujung Pandang, Makassar. Koordinat: 5°9′28.4″S 119°19′14.9″E / 5.157889°S 119.320806°E / -5.157889; 119.320806 Kota Makassar Ujung Pandang (1971 - 1999)Ibu kota provinsiTranskripsi bahasa daerah • MakassarMangkasara’ / Jumpandang مَعْۨكَاسَارَاءْ...
Halaman ini berisi artikel tentang pemain sepak bola Italia. Untuk stadion yang secara resmi dikenal sebagai Stadio Giuseppe Meazza, lihat San Siro. Giuseppe Meazza Informasi pribadiNama lengkap Giuseppe Peppino MeazzaTanggal lahir (1910-08-23)23 Agustus 1910Tempat lahir Milan, ItaliaTanggal meninggal 21 Agustus 1979(1979-08-21) (umur 68)Tempat meninggal Lissone, ItaliaTinggi 1,69 m (5 ft 6+1⁄2 in)Posisi bermain Penyerang tengahPenyerang bayanganKarier senior*Tahun T...
Isotop utama litium Isotop Peluruhan kelimpahan waktu paruh (t1/2) mode produk 6Li [1,9%, 7,8%][1] stabil 7Li [92,2%, 98,1%][1] stabil Berat atom standar Ar°(Li)[6,938, 6,997]6,94±0,06 (diringkas)lihatbicarasunting Litium (3Li) yang terbentuk secara alami terdiri dari dua isotop stabil, litium-6 dan litium-7, dengan yang terakhir jauh lebih melimpah di Bumi. Kedua isotop alami tersebut memiliki energi pengikatan inti per nukleon yang...
طابعين بريديين يعودان لأيام الملكيين والجمهوريين أثناء الحرب الأهلية 1962 هذا مسح عن الطوابع البريدية والتاريخ البريدي لليمن. تقع اليمن في شبه الجزيرة العربية في جنوب غرب آسيا. يبلغ عدد السكان 23 مليون نسمة ويحدها السعودية من الشمال والبحر الأحمر من الغرب وبحر العرب وخليج عد...
The Love EquationsTradisional致我們甜甜的小美滿Sederhana致我们甜甜的小美满MandarinZhì Wǒ Men Tián Tián De Xiǎo Měi Mǎn GenreKomedi romantisPotongan kehidupanCerita remajaBerdasarkanThe Sweet Love Storyoleh Zhao GanganDitulis olehZhao Gangan, Wu Xueying, Hu Xiaoyu, Li LiqianSutradaraXing XiaoPemeranSimon GongReyi LiuLagu pembukaTian Tian Xiao Mei Man (甜甜小美满, 'Kebahagiaan Kecil yang Manis') oleh Simon Gong dan Reyi LiuLagu penutupYou Ni De Qing Chun (有你的...
Sports governing body in Estonia Estonian Basketball AssociationSportBasketballJurisdictionEstoniaFounded14 December 192330 November 1989AffiliationFIBARegional affiliationFIBA EuropeHeadquartersTallinnPresidentPriit SarapuuMen's coachJukka ToijalaWomen's coachKaspars MajenieksOfficial websitewww.basket.ee The Estonian Basketball Association (Estonian: Eesti Korvpalliliit) is the governing body of basketball in Estonia. It was founded in 1923, and joined FIBA in 1934. After 1940 though, they ...
Flag used by the intersex communityIntersex flagUseSymbol of the intersex communityProportion2:3Adopted2013DesignOpen purple circle lying on a yellow fieldDesigned byMorgan Carpenter Intersex topics Human rights and legal issues Compulsory sterilization Discrimination Human rights reports Legal recognition Malta declaration Medical interventions Sex assignment Sex characteristics (legal term) Yogyakarta Principles Medicine and biology Disorders of sex development Genetic diagnosis Defini...
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Mistrzostwa Afryki w Piłce Siatkowej Mężczyzn 20192019 Men's African Nations Volleyball Championship 2017 2021 Dyscyplina piłka siatkowa Organizator CAVB Szczegóły turnieju Gospodarz Tunezja Otwarcie 21 lipca 2019 Zamknięcie (finał) 28 lipca 2019 Liczba drużyn 10 Liczba obiektów 1 (w 1 mieście) I miejsce Tunezja II miejsce Kamerun III miejsce Algieria Statystyki turnieju Liczba meczów 29 Najlepszy zawodnik (MVP) Hamza Nagga Strona internetowa Mistrzostwa Af...
Diplomatic mission of the Philippines in Israel Embassy of the Philippines, Tel AvivPasuguan ng Pilipinas sa Tel Avivשגרירות הפיליפינים בתל אביב LocationTel AvivAddress18 Bnei Dan StreetCoordinates32°05′42.9″N 34°47′10.1″E / 32.095250°N 34.786139°E / 32.095250; 34.786139AmbassadorPedro R. Laylo Jr.Websitetel-avivpe.dfa.gov.ph The Embassy of the Philippines in Tel Aviv is the diplomatic mission of the Republic of the Philippines to th...
Flemish Baroque painter Allegory of Patience Engelbert Ergo or Engel Ergo (c. 1615 – after 1652) was a Flemish Baroque painter of history paintings and landscapes. His few known works often include religious elements or allegories. Life Details about the life of Engelbert Ergo are scarce. He was born in Oudenaarde.[1] He was registered in the guild year 1629–30 under the name Engel Ergo in the Antwerp Guild of Saint Luke as a pupil of Kerstiaen de Keuninck, an artist known for his...
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: Looped TV series – news · newspapers · books · scholar · JSTOR (March 2016) (Learn how and when to remove this template message) Canadian TV series or program LoopedGenre Comedy Science fiction Fantasy Created by Mark Thornton Todd Kauffman Directed b...
Comics character Major DisasterMajor Disaster as depicted in JLA #80 (June 2003). Art by Duncan Rouleau (penciller), Aaron Sowd (inker), and David Baron (colorist).Publication informationPublisherDC ComicsFirst appearanceGreen Lantern #43 (March 1966)Created byGardner FoxGil KaneIn-story informationAlter egoPaul BookerSpeciesMetahumanTeam affiliationsArmy of CrimeJustice League AntarcticaInjustice LeagueSuicide SquadSKULLJustice League EliteJustice LeagueNotable aliasesBennett BrodskyAbilitie...
Sri Lankan hotel chain Amaya Resorts & SpasLogo of Amaya Resorts & SpasExterior of Amaya HillsTypePublicTraded asCSE: CONN.N0000ISINLK0281N00002IndustryHolding companyHospitalityPredecessorConnaissance de Ceylan HotelsFounded1981; 42 years ago (1981)FounderChandra Wickramasinghe of Connaissance de Ceylan Hotels[1]HeadquartersColombo, Sri LankaKey peopleA. M. Pandithage (Chairman)Rohan J. Karunarajah (Managing Director)Revenue LKR1,531 million (2023)...
French football club You can help expand this article with text translated from the corresponding article in French. (September 2017) Click [show] for important translation instructions. View a machine-translated version of the French article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text ...
Theorem on graph coloring on surfaces A radially symmetric 7-colored torus – regions of the same colour wrap around along dotted lines An 8-coloured double torus (genus-two surface) – bubbles denotes unique combinations of two regions A 6-colored Klein bottle, the only exception to the Heawood conjecture In graph theory, the Heawood conjecture or Ringel–Youngs theorem gives a lower bound for the number of colors that are necessary for graph coloring on a surface of a given genus...