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Air meliputi sekitar 70% permukaan Bumi. Asal-usul air di Bumi, atau alasan mengapa ada lebih banyak air di Bumi daripada di planet lain di Tata Surya, masih belum dipastikan. Ada beberapa teori yang telah diajukan untuk menjelaskan bagaimana samudra di Bumi terbentuk: Pendinginan Bumi purba hingga ke titik ketika komponen volatil yang terlepas ke atmosfer mencapai tekanan tertentu yang memungkinkan penstabilan dan pemertahanan air. Komet, objek trans-Neptunus, atau meteorit (protoplanet) yan...

Parathion Names Preferred IUPAC name O,O-Diethyl O-(4-nitrophenyl) phosphorothioate Other names E605 Identifiers CAS Number 56-38-2 Y 3D model (JSmol) Interactive image Beilstein Reference 2059093 ChEBI CHEBI:27928 N ChEMBL ChEMBL261919 Y ChemSpider 13844817 Y ECHA InfoCard 100.000.247 EC Number 200-271-7 KEGG C06604 Y PubChem CID 991 RTECS number TF4550000 UNII 61G466064D Y UN number 3018 2783 CompTox Dashboard (EPA) DTXSID7021100 InChI InChI=1S/C10H14NO5PS/c1-...

Untuk novel, lihat Abraham Lincoln, Vampire Hunter (novel). Abraham Lincoln: Vampire HunterSutradaraTimur BekmambetovProduserTimur BekmambetovTim BurtonJim LemleySkenarioSeth Grahame-SmithSimon KinbergBerdasarkanAbraham Lincoln, Vampire Hunteroleh Seth Grahame-SmithPemeranBenjamin WalkerDominic CooperAnthony MackieMary Elizabeth WinsteadRufus SewellMarton CsokasJimmi SimpsonPenata musikHenry JackmanSinematograferCaleb DeschanelPenyuntingWilliam HoyPerusahaanproduksiBazelevs CompanyTim B...

1996 remix album (single) by Gravity KillsGuiltyRemix album (single) by Gravity KillsReleasedFebruary 13, 1996GenreIndustrial rock, tranceLength4:05 (album version)LabelTVTGravity Kills chronology Guilty(1996) Gravity Kills(1996) Music videoGuilty on Vimeo Guilty is a remix single by Gravity Kills, released by TVT Records. It also includes the album version of the song, and tracks 6 and 7 include both the remix by tomandandy, and the demo version of Goodbye. The Juno Reactor r...

This article needs to be updated. Please help update this article to reflect recent events or newly available information. (March 2016) 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: Shaheed Minar, Kolkata – news · newspapers · books · scholar · JSTOR (March 2017) (Learn how and when to remove this template...

国民阵线Barisan NasionalNational Frontباريسن ناسيونلபாரிசான் நேசனல்国民阵线标志简称国阵，BN主席阿末扎希总秘书赞比里署理主席莫哈末哈山总财政希山慕丁副主席魏家祥维纳斯瓦兰佐瑟古律创始人阿都拉萨成立1973年1月1日 (1973-01-01)[1]设立1974年7月1日 (1974-07-01)前身 联盟总部 马来西亚  吉隆坡 50480 秋傑区敦依斯迈路太子世贸中心（英�...

Rumus persamaan kuadrat mengungkapkan solusi dari persamaan derajat dua a x 2 + b x + c = 0 {\displaystyle ax^{2}+bx+c=0} dalam koefisien a , b , c {\displaystyle a,b,c} , dimana a {\displaystyle a} bukan nol. Aljabar (dari bahasa Arab الجبر al-jabr yang berarti pengumpulan bagian yang rusak[1]) adalah salah satu bagian dari bidang matematika yang luas, bersama-sama dengan teori bilangan, geometri dan analisis. Dalam bentuk paling umum, aljabar adalah ilmu yang mempelajari simbol...

Creation of metal structures For shaping metal, see metalworking. For other uses, see fabricator (disambiguation). 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: Metal fabrication – news · newspapers · books · scholar · JSTOR (May 2014) (Learn how and when to remove this message) A set of six-axis welding r...

You can help expand this article with text translated from the corresponding article in Hungarian. (December 2009) Click [show] for important translation instructions. View a machine-translated version of the Hungarian 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 into the English...

This article is in list format but may read better as prose. You can help by converting this article, if appropriate. Editing help is available. (December 2022) This article is missing information about specific dates and months of visits, in addition to the years. Please expand the article to include this information. Further details may exist on the talk page. (November 2021) Royal visits to New Zealand by members of the Royal Family have been taking place since 1869. The first member of t...

Mughal emperor from 1605 to 1627 For other uses, see Jahangir (name) and Jahangir (disambiguation). JahangirPadishahAl-Sultan al-Azam Sehenshah-E-Hind (Emperor of India)Portrait by Abu al-Hasan, c. 16174th Mughal EmperorReign3 November 1605 – 28 October 1627Coronation24 November 1605PredecessorAkbar ISuccessorShah JahanShahryar Mirza (de facto)Dawar Bakhsh (titular)BornNur-ud-din Muhammad Salim(1569-08-31)31 August 1569Fatehpur Sikri, Mughal Empire[1]Died28 October 1627(1627-1...

بلينيوس الأصغر معلومات شخصية الميلاد 61كومو الوفاة 113بيثينيا الإقامة Liernaبحيرة كومو  مواطنة روما القديمة  الأب بلينيوس الأكبر  أقرباء بلينيوس الأكبر (عم)  مناصب الحياة العملية تعلم لدى كينتيليان،  وبلينيوس الأكبر  المهنة كاتب[1][2][3]،  وسياسي، &#...

County in Oklahoma, United States County in OklahomaEllis CountyCountyEllis County Courthouse in ArnettLocation within the U.S. state of OklahomaOklahoma's location within the U.S.Coordinates: 36°13′N 99°45′W / 36.21°N 99.75°W / 36.21; -99.75Country United StatesState OklahomaFounded1907Named forAlbert H. EllisSeatArnettLargest townShattuckArea • Total1,232 sq mi (3,190 km2) • Land1,232 sq mi (3,190...

Location of Polk County in Texas This is a list of the National Register of Historic Places listings in Polk County, Texas. This is intended to be a complete list of properties listed on the National Register of Historic Places in Polk County, Texas. There are two properties listed on the National Register in the county. One property contains State Antiquities Landmarks of which one is also a Recorded Texas Historic Landmark.           This National Park Servi...

Indian actor (1950–2014) 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: Sadashiv Amrapurkar – news · newspapers · books · scholar · JSTOR (June 2017) (Learn how and when to remove this message) Sadashiv AmrapurkarBorn11 May 1950 [1]Ahmednagar, Bombay State, IndiaDied3 November 2014(2014-11-03) (ag...

Augusto Murri Deputato alla Camera del RegnoDurata mandato23 novembre 1890 –27 giugno 1891[1] LegislaturaXVII CollegioAscoli Piceno Rettore dell'Alma Mater StudiorumUniversità di BolognaDurata mandato1888 –1889 PredecessoreGiovanni Capellini SuccessoreGiovanni Brugnoli Dati generaliPartito politicoEstrema sinistra storica[1] Titolo di studioLaurea in Medicina UniversitàUniversità di Camerino ProfessioneMedico, docente universit...

Cortina d'Ampezzo - 1956 Généralités Sport Hockey sur glace Éditions Huitième édition Lieu(x) Cortina d'Ampezzo Date 26 janvier - 4 février 1956 Nations 10 Épreuves 1 Site(s) Stadio Olimpico del Ghiaccio Palmarès Tenant du titre Canada Vainqueur URSS Deuxième États-Unis Troisième Canada Navigation Oslo 1952 Squaw Valley 1960 modifier Cet article présente les résultats des compétitions de hockey sur glace aux Jeux olympiques d'hiver de 1956 à Cortina d'Ampezzo, en Italie. Le r...

This article is about the former Indian Premier League cricket team. For the lions found in Gujarat, see Asiatic lion. Rajkot based franchise cricket team of the Indian Premier League Cricket team Gujarat lionsPersonnelCaptainSuresh Raina[1]CoachBrad Hodge[2]OwnerKeshav Bansal (Intex Technologies)[3]Team informationCityRajkot, Gujarat, IndiaFounded2015; 9 years ago (2015)Dissolved2017; 7 years ago (2017)Home groundSaurashtra Cricket ...

Chronologies Chronologie du sport 2016 2017 2018  2019  2020 2021 2022Mois :Jan - Fév - Mar - Avr - Mai - Juin Juil - Aoû - Sep - Oct - Nov - Déc 2018 ◄◄ 2019 en sport ►► 2020 Chronologie dans le monde 2016 2017 2018  2019  2020 2021 2022Décennies :1980 1990 2000  2010  2020 2030 2040Siècles :XIXe XXe  XXIe  XXIIe XXIIIeMillénaires :Ier IIe  IIIe  Chronologies géographiques Afrique Afrique du Sud, Algérie, ...

Surface formed by rotating an ellipse Spheroids with vertical rotational axes oblate prolate A spheroid, also known as an ellipsoid of revolution or rotational ellipsoid, is a quadric surface obtained by rotating an ellipse about one of its principal axes; in other words, an ellipsoid with two equal semi-diameters. A spheroid has circular symmetry. If the ellipse is rotated about its major axis, the result is a prolate spheroid, elongated like a rugby ball. The American football is similar bu...