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Notable Buddhist temple in Xi'an, China Daxingshan Temple大兴善寺The Shanmen at the temple.ReligionAffiliationBuddhismSectChinese Esoteric BuddhismLeadershipShi Kuanxu (释宽旭)LocationLocationYanta District, Xi'an, ShaanxiCountryChinaGeographic coordinates34°14′00″N 108°57′00″E / 34.233207°N 108.9499°E / 34.233207; 108.9499ArchitectureStyleChinese architectureFounderEmperor Wu of JinDate established266Completed15th century (reconstruction) Daxingshan...

Каліберда Артем Миколайович  Солдат Загальна інформаціяНародження 30 жовтня 1989(1989-10-30)ЗапоріжжяСмерть 29 серпня 2014(2014-08-29) (24 роки)НовокатеринівкаПоховання Кушугумський цвинтарВійськова службаРоки служби 2014Приналежність  УкраїнаВид ЗС  Збройні силиРід військ  ...

Pour les articles homonymes, voir Dard. Frédéric Dard Frédéric Dard en 1992. Données clés Nom de naissance Frédéric Charles Antoine Dard Alias San-Antonio, Frédéric Charles, Frédéric Antony, Max Beeting, Maxel Beeting, William Blessings, Eliane Charles, Leopold Da Serra, Antonio Giulotti, Verne Goody, Kill Him, Kaput, Cornel Milk, L'Ange Noir, Wel Norton, F. D. Ricard, Sydeney Naissance 29 juin 1921 Jallieu (Isère), France Décès 6 juin 2000 (à 78 ans) Bonnefontaine (Fribo...

Bradley Junction Lugar designado por el censo Bradley JunctionUbicación en el condado de Polk en Florida Ubicación de Florida en EE. UU.Coordenadas 27°47′43″N 81°58′49″O / 27.7953, -81.9803Entidad Lugar designado por el censo • País  Estados Unidos • Estado  Florida • Condado PolkSuperficie   • Total 5.57 km² • Tierra 5.46 km² • Agua (2%) 0.11 km²Altitud   • Media 41 m s. n. m.Población&...

Species of mollusc Böttger's argonaut Eggcase of Argonauta bottgeri Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Mollusca Class: Cephalopoda Order: Octopoda Family: Argonautidae Genus: Argonauta Species: A. bottgeri Binomial name Argonauta bottgeriMaltzan, 1881 Synonyms Argonauta boettgeri orth. var. Argonauta bottgeri, also known as Böttger's argonaut, is a species of pelagic octopus belonging to the genus Argonauta. The female of the species, like all argonau...

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada November 2022. DoukyuseiSampul volume pertama dari seri manga, menampilkan Hikaru Kusakabe (kiri) dan Rihito Sajō (kanan)同級生(Doukyusei)GenreRomantis, yaoi[1]PenciptaAsumiko Nakamura MangaDou Kyu SeiSotsu Gyo Sei – WinterSotsu Gyo Sei – SpringSora ...

Malay Muslim insurgent movement in southern Thailand Patani Malayu National Revolutionary FrontBarisan Revolusi Nasional Melayu Pataniขบวนการแนวร่วมปฏิวัติแห่งชาติมลายูปัตตานีFlag of the Patani Malayu National Revolutionary Front [note 1]LeaderHassan Taib, Masae Useng, Sapaeng Basoe, Abdullah Munir, Dulloh Waeman (Ustadz Loh), Abroseh Parehruepoh, Abdulkanin Kalupang, Isma-ae Toyalong, Arduenan Mama, Bor...

Museum This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Braga Cathedral Treasure – news · newspapers · books · scholar · JSTOR (June 2019) (Learn how and when to remove this template message) Braga Cathedral Treasure The Cathedral Treasure or Sacred Art Museum is a museum incorporated in the Braga Cathedral in Braga, Portugal....

Mountainous region on the Moon Montes TaurusMontes Taurus. Edge of Mare Serenitatis is seen in the left and edge of Mare Crisium in the lower right. Image width is 700 km.Highest pointElevation2.1 km above mean level of lunar surface[1]ListingLunar mountainsCoordinates27°19′N 40°20′E / 27.32°N 40.34°E / 27.32; 40.34NamingEnglish translationTaurus MountainsLanguage of nameLatinGeographyLocationthe Moon Elevation map (yellow is highlands and blue is ...

Railway station in Uttar Pradesh Gyanpur Road railway station Indian Railways stationGeneral informationLocationGyanpur, Bhadohi DistrictIndiaCoordinates25°16′48″N 82°25′40″E / 25.279880°N 82.427756°E / 25.279880; 82.427756Elevation92 metres (302 ft)Owned byIndian RailwaysLine(s)Allahabad–Mau–Gorakhpur linePlatforms2Tracks2ConstructionStructure typeStandard (on-ground station)ParkingNoBicycle facilitiesNoOther informationStatusFunctioningStation co...

WWII and Korean War CWGC cemetery in Japan Yokohama War CemeteryCommonwealth War Graves CommissionYokohama War Cemetery, British Section, March 2015Used for those deceased 1941–1945 1950–1953Established1945Location35°26′3″N 139°34′51″E / 35.43417°N 139.58083°E / 35.43417; 139.58083near Yokohama, JapanTotal burials1,555Unknowns53Burials by warSecond World War Korean War Yokohama War Cemetery is a military cemetery in Hodogaya-ku, Yokohama, in J...

In het gewone spraakgebruik verstaan we onder de dimensies (van het Latijn: afmeting) van een voorwerp de parameters waarmee zijn vorm en afmetingen worden vastgelegd. Gewoonlijk zijn dat lengte, breedte en hoogte. Afmetingen kunnen worden weergegeven met het vermenigvuldigingsteken ×, bijvoorbeeld 2 × 3 meter (twee bij drie meter), met spaties aan beide zijden van het teken.[1] In de wiskunde zijn de dimensies van een ruimte de parameters waarmee een element van die ruimte wordt be...

Japanese manga series by Lynn Okamoto and Mengo Yokoyari Kimi wa Midara na Boku no JoōFirst tankōbon volume cover君は淫らな僕の女王GenreErotic comedy[1] MangaWritten byLynn OkamotoIllustrated byMengo YokoyariPublished byShueishaImprintYoung Jump ComicsMagazineWeekly Young JumpMiracle JumpYoung Jump GoldDemographicSeinenOriginal runJanuary 19, 2012 – August 31, 2017Volumes2 Kimi wa Midara na Boku no Joō (君は淫らな僕の女王, You Are the Queen for In...

Contoh gerak harmonik sederhana Gerak harmonik sederhana adalah gerak bolak - balik benda melalui suatu titik keseimbangan tertentu dengan banyaknya getaran benda dalam setiap sekon selalu konstan.[1] Jenis, Contoh, dan Besaran Fisika pada Gerak Harmonik Sederhana Jenis Gerak Harmonik Sederhana Gerak Harmonik Sederhana dapat dibedakan menjadi 2 bagian, yaitu:[1] Gerak Harmonik Sederhana (GHS) Linier, misalnya penghisap dalam silinder gas, gerak osilasi air raksa / air dalam pi...

Russian footballer Elena Medved Personal informationFull name Elena MedvedDate of birth (1985-01-23) 23 January 1985 (age 38)Place of birth Moscow, Soviet UnionHeight 1.70 m (5 ft 7 in)Position(s) DefenderSenior career*Years Team Apps (Gls) Chertanovo Spartak Izmailovo 2011–2015 FC Zorky Krasnogorsk 51 (1)2015–2017 Ryazan International career‡2004– Russia 44 (2) *Club domestic league appearances and goals, correct as of 14 July 2013‡ National team caps and goals,...

Bài viết hoặc đoạn này cần người am hiểu về chủ đề này trợ giúp biên tập mở rộng hoặc cải thiện. Bạn có thể giúp cải thiện trang này nếu có thể. Xem trang thảo luận để biết thêm chi tiết. Bài này không có nguồn tham khảo nào. Mời bạn giúp cải thiện bài bằng cách bổ sung các nguồn tham khảo đáng tin cậy. Các nội dung không có nguồn có thể bị nghi ngờ và xóa bỏ. Nếu bài đư...

Facility handling shipping containers Container stacks at Keppel Container Terminal in Singapore Shanghai Port is the world's busiest maritime container port A container port or container terminal is a facility where cargo containers are transshipped between different transport vehicles, for onward transportation. The transshipment may be between container ships and land vehicles, for example trains or trucks, in which case the terminal is described as a maritime container port. Alternatively...

2003 studio album by Bret MichaelsSongs of LifeStudio album by Bret MichaelsReleasedApril 22, 2003[1]GenreHard rockLength46:40LabelPoor BoyBret Michaels chronology A Letter from Death Row(1998) Songs of Life(2003) Freedom of Sound(2005) Singles from Songs of Life RaineReleased: 2003 BittersweetReleased: 2003 Songs of Life is the debut solo studio album by American musician Bret Michaels, lead singer of the rock band Poison. The album was released April 22, 2003 and coincides w...

La Sinfonía n.º 43 en fa mayor, K. 76/42a fue probablemente compuesta por Wolfgang Amadeus Mozart. Instrumentación y estructura Seis primeros compases de la sinfonía (parte de los violines primeros) La sinfonía está escrita para dos oboes, dos trompas, dos fagotes y cuerdas; los oboes permanecen en silencio a lo largo del segundo movimiento. La inclusión de los fagotes es notable, pues en la época no solían escribirse las partes de fagot, ya que éstos con frecuencia se limitaban a d...

ConkyA typical Conky appearanceOriginal author(s)Brenden MatthewsStable release1.19.6[1]  / 13 October 2023; 55 days ago (13 October 2023) Repositorygithub.com/brndnmtthws/conky Written inC, C++Operating systemLinux, FreeBSD, and OpenBSDTypeSystem monitorLicenseGPL and BSD licenses[2]Websitegithub.com/brndnmtthws/conky Conky is a free software desktop system monitor for the X Window System. It is available for Linux, FreeBSD, and OpenBSD.[3] Conky is ...