Read other articles:

County in Sichuan, ChinaLitang County 理塘县 • ལི་ཐང་རྫོང་།CountyLandscape of Litang CountyLitang County (red) in Garzê Prefecture (yellow) and SichuanLitangLocation of the seat in SichuanShow map of SichuanLitangLitang (China)Show map of ChinaCoordinates (Litang County government): 29°59′39″N 100°16′09″E / 29.9942°N 100.2692°E / 29.9942; 100.2692CountryChinaProvinceSichuanAutonomous prefectureGarzêCounty seatTochong (Litang)…

Kenyan athlete Reynold Kipkorir CheruiyotReynold Cheruiyot in 2023Personal informationNationalityKenyanBorn (2004-07-30) 30 July 2004 (age 19)SportSportAthleticsAchievements and titlesPersonal bests1500m: 3:30.30 (Chorzow, 2023)One Mile: 3:48.06 (Eugene, 2023) (WU20R)5000m: 13:33.05 (Nairobi, 2022) Medal record World U20 Championships 2022 Cali 1500 m African U20 Championships 2023 Ndola 1500m World Cross Country Championships 2023 Bathurst Junior team 2023 Bathurst Junior race Reynold Kipk…

此條目需要补充更多来源。 (2021年7月4日)请协助補充多方面可靠来源以改善这篇条目，无法查证的内容可能會因為异议提出而被移除。致使用者：请搜索一下条目的标题（来源搜索：美国众议院 — 网页、新闻、书籍、学术、图像），以检查网络上是否存在该主题的更多可靠来源（判定指引）。 美國眾議院 United States House of Representatives第118届美国国会众议院徽章 众议院旗帜…

Indian television actress Shivya PathaniaBornHimachal Pradesh, IndiaOccupation(s)Actress, modelKnown forRadhaKrishna, Ram Siya Ke Luv KushAwardsMiss Shimla (2013) Shivya Pathania is an Indian model and television actress known for playing Sita in the Indian mythological TV series Ram Siya Ke Luv Kush and Radha in RadhaKrishn. Early life Her father, Subhash Pathania, was a law officer in the Labour and Employment Department in Shimla.[1] Career Before acting, Shivya was crowned Miss …

Darmadi DuriantoS.E., M.B.A. Anggota Dewan Perwakilan Rakyat Republik IndonesiaPetahanaMulai menjabat 1 Oktober 2014Perolehan suara52.861 (2014)Daerah pemilihanDKI Jakarta III Informasi pribadiLahirLiem Tek Tjoen25 Juni 1967 (umur 56)Mempawah, IndonesiaKebangsaanIndonesiaPartai politikPartai Demokrasi Indonesia PerjuanganSuami/istriFelicya TjioePekerjaanPolitikusSunting kotak info • L • B Darmadi Durianto (Liem Tek Tjoen), atau akrab dipanggil dengan inisial DD, (lahir 25 …

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 Januari 2023. MIN 18 JakartaMadrasah Ibtidaiyah Negeri 18 JakartaInformasiJenisNegeriAlamatLokasiJl. Bulaksari Rt 10/09 No 41, Jakarta Timur, DKI Jakarta, IndonesiaSitus webLaman di Kementerian Pendidikan Nasional, Republik Indonesia 2010 / 2011Moto MIN 18 Jakarta…

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (فبراير 2018) هذا نظام معركة «التدخل العسكري في اليمن» أو «عملية عاصفة الحزم». السعودية وحلفائها  السعودية القوات المسلحة السعودية القوات البرية[1] سلاح المدرعات مج…

British Pakistani cricketer Hamza AliPersonal informationFull nameHamza Sultan AliBorn(1995-08-05)5 August 1995Bristol, EnglandDied9 June 2016(2016-06-09) (aged 20)Bristol, EnglandBattingRight-handedBowlingRight-arm medium-fastDomestic team information YearsTeam2015–2016Rawalpindi Rams2016Hampshire Only First-class4 April 2016 Hampshire v Cardiff MCCUList A debut19 January 2015 Rawalpindi v National BankLast List A22 January 2016 Rawalpindi v FATACareer …

Dieser Artikel beschreibt den mongolischen Staat seit 1992. Für andere Begriffe siehe Mongolei (Begriffsklärung). Mongolischer Staat ᠮᠤᠩᠭᠤᠯᠤᠯᠤᠰМонгол Улс Mongol Uls Flagge Emblem Amtssprache Mongolisch Hauptstadt Ulaanbaatar Staats- und Regierungsform parlamentarische Republik Staatsoberhaupt StaatspräsidentUchnaagiin Chürelsüch Regierungschef PremierministerLuwsannamsrain Ojuun-Erdene Parlament(e) Großer Staats-Chural Fläche 1.564.116 (18.) km² Einwohnerzahl…

Kekaisaran RomawiῬωμανίαRhōmaníaRomaniaImperium Romanum330–1453 Bendera Kekaisaran pada masa akhir (abad ke-14) Lambang kekaisaran pada masa Palaiologos Kekaisaran pada tahun 555 di bawah Yustinianus Agung, pada puncak kejayaannya sejak jatuhnya Kekaisaran Romawi Barat (negara vasal dalam warna pink)Evolusi teritorial Kekaisaran Romawi Timur di bawah setiap dinasti kekaisaran hingga kejatuhannya pada tahun 1453.StatusKekaisaranIbu kotaKonstantinopel(330-663), (669-1204), (1261-1453)B…

Pura MaospahitInformasi umumJenisPuraGaya arsitekturBaliLokasiDenpasar, IndonesiaAlamatJl. Sutomo No.6, Pemecutan Kaja, Denpasar Utara, Kota Denpasar, Bali 80231NegaraIndonesiaKoordinat8°39′14″S 115°12′36″E / 8.653794°S 115.210089°E / -8.653794; 115.210089Koordinat: 8°39′14″S 115°12′36″E / 8.653794°S 115.210089°E / -8.653794; 115.210089Desain dan konstruksiArsitekSri Kbo Iwa Pura Maospahit adalah sebuah kuil Hindu Bali atau …

V.LeagueBadan yang mengaturVPFNegaraVietnamKonfederasiAFCDibentuk1980; 44 tahun lalu (1980) (Semi-professional)2000; 24 tahun lalu (2000) (Professional)Musim perdana1980 (sebagai Piala Nasional Vietnam A1)Jumlah tim14Tingkat pada piramida1Degradasi ke V.League 2Piala domestikPiala Nasional VietnamPiala Super VietnamPiala internasionalLiga Champions AFCPiala AFCKejuaraan Klub ASEANJuara bertahan ligaHà Nội (5 Gelar) (2019)Klub tersuksesHà Nội Thể Công (5 gelar)Pencetak gol terb…

Low-pressure voids formed in liquids For other uses, see Cavitation (disambiguation). This article needs attention from an expert in Physics. The specific problem is: Several usages of the term appear to be mixed up. See the talk page for details. WikiProject Physics may be able to help recruit an expert. (July 2023) Cavitating propeller model in a water tunnel experiment Cavitation damage on a valve plate for an axial piston hydraulic pump This video shows cavitation in a gear pump Cavitation d…

منتخب البرتغال لكرة القدم Seleção Portuguesa de Futebol معلومات عامة اللقب Selecção (المنتخب) Os Navegadores (الملاحون) بلد الرياضة  البرتغال الفئة كرة القدم للرجال رمز الفيفا POR الاتحاد اتحاد البرتغال لكرة القدم كونفدرالية يويفا (أوروبا) الملعب الرئيسي الملعب الوطني أويرس الموقع الرسمي الموق�…

Long Island Rail Road station in Nassau County, New York Merillon AvenueMerillon Avenue station as seen from the eastbound platform.General informationLocationNassau Boulevard & Merillon AvenueGarden City Park, NYCoordinates40°44′07″N 73°39′45″W / 40.735164°N 73.662523°W / 40.735164; -73.662523Owned byLong Island Rail RoadLine(s)Main LineDistance17.3 mi (27.8 km) from Long Island City[1]Platforms2 side platformsTracks3ConstructionParkingY…

  لمعانٍ أخرى، طالع أبو جعفر (توضيح). أبو جعفر العقيلي معلومات شخصية الحياة العملية المهنة مُحَدِّث  تعديل مصدري - تعديل   أبو جعفر العقيلي[1] هو محدث من أهل مكة في القرن الثالث الهجري. له عدة تصانيف. توفي سنة 322 هـ. نسبه وكنيته ونسبته هو محمد بن عمرو بن موسى بن محمد �…

Chemical compound Not to be confused with Cofactor F430. Structure of Coenzyme F420 Coenzyme F420 is a family of coenzymes involved in redox reactions in a number of bacteria and archaea. It is derived from coenzyme FO (7,8-didemethyl-8-hydroxy-5-deazariboflavin) and differs by having a oligoglutamyl tail attached via a 2-phospho-L-lactate bridge. F420 is so named because it is a flavin derivative with an absorption maximum at 420 nm. F420 was originally discovered in methanogenic archaea[1&…

2008 studio album by RaunchyWasteland DiscothequeStudio album by RaunchyReleased30 June 2008StudioHansen StudiosGenreMetalcore, melodic death metal, industrial metal, alternative metalLength53:05LabelLifeforce RecordsProducerJacob Hansen, RaunchyRaunchy chronology Death Pop Romance(2006) Wasteland Discotheque(2008) A Discord Electric(2010) Professional ratingsReview scoresSourceRatingStream of Consciousness link Wasteland Discotheque is Danish band Raunchy's fourth album. It was released…

Lynchburg, Virginia Independent city Allied Arts Building i Lynchburgs innerstad, färdigbyggt 1931. Land  USA Delstat Virginia Läge 37°24′13″N 79°10′12″V / 37.40361°N 79.17000°V / 37.40361; -79.17000 Yta  - total: 128,9 km²  - varav land: 127,9 km²  - varav vatten: 0,9 km² Folkmängd 75 568 (2010) Grundad 1757 Borgmästare Michael Gillette FIPS 5147672 Geonames 4771075 Lyncbhurgs läge på en kar…

Älteste gedruckte Gleichung (1557), in heutiger Schreibweise „14x + 15 = 71“[1] Unter einer Gleichung versteht man in der Mathematik eine Aussage über die Gleichheit zweier Terme, die mit Hilfe des Gleichheitszeichens („=“) symbolisiert wird. Formal hat eine Gleichung die Gestalt T 1 = T 2 {\displaystyle T_{1}=T_{2}} , wobei der Term T 1 {\displaystyle T_{1}} die linke Seite und der Term T 2 {\displaystyle T_{2}} die rechte Seite der Gleichung genannt wird. Gleichungen sind ent…