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MetatarsusSkeleton of foot. Lateral aspect.RincianPengidentifikasiBahasa Latinmetatarsusossa metatarsaliaMeSHD008682TA98A02.5.17.001TA21495FMA71340Daftar istilah anatomi tulang[sunting di Wikidata] Tulang metatarsus atau metatarsal adalah kelompok lima tulang panjang di kaki terletak di antara tulang-tulang tarsal dari belakang-dan pertengahan-kaki dan falang jari-jari kaki. Kelompok tulang ini tidak mempunyai nama untuk masing-masing tulang, tetapi tulang diberi nomor dari sisi medial (s...

  جمهورية غينيا بيساو República da Guiné-Bissau  (برتغالية) غينيا بيساوعلم غينيا بيساو غينيا بيساوشعار غينيا بيساو الشعار الوطنيالاتحاد - الكفاح - التقدم النشيد: هذا هو وطننا المحبوب  [لغات أخرى]‏ الأرض والسكان إحداثيات 12°N 15°W / 12°N 15°W / 12; -15   [1] أخفض �...

Process of constructing a curve that has the best fit to a series of data points Best fit redirects here. For placing (fitting) variable-sized objects in storage, see Fragmentation (computing). Fitting of a noisy curve by an asymmetrical peak model, with an iterative process (Gauss–Newton algorithm with variable damping factor α). Curve fitting[1][2] is the process of constructing a curve, or mathematical function, that has the best fit to a series of data points,[3]...

American comic strips This article is about the comic strip. For the baseball player nicknamed Ozark Ike, see Gus Zernial. Ozark IkeRay Gotto's Ozark Ike (December 21, 1947)Author(s)Ray GottoCurrent status/scheduleConcludedLaunch dateNovember 12, 1945End dateSeptember 14, 1958Syndicate(s)King Features SyndicateGenre(s)Humor Ozark Ike is a newspaper comic strip about dumb but likable Ozark Ike McBatt, a youth from a rural area in the mountains. The strip was created by Rufus A. (Ray) Gotto whi...

The Red Summeralbum mini karya Red VelvetDirilis9 Juli 2017 (2017-07-09)Direkam2017StudioSM Studio, Seoul, Korea SelatanGenrePoppop dansaEDMtropical house[1]Durasi17:11BahasaBahasa KoreaLabelSMKTProduser Kenzie Caesar & Loui Becky Jerams Pontus Persson Kanata Okajima LDN Noise Courtney Woolsey Alice Penrose Johannes Josh Jorgensen Lars Halvor Jensen Hwang-hyun Kronologi Red Velvet Rookie(2017) The Red Summer(2017) Perfect Velvet(2017) Singel dalam album The Red Summer Red...

Archaeological site in Cambodia Chau Say TevodaEntire view of Chau Say Tevoda templeReligionAffiliationHinduismProvinceSiem ReapDeityShiva and VishnuLocationLocationAngkorCountryCambodiaLocation in CambodiaGeographic coordinates13°26′43″N 103°52′40″E / 13.4454°N 103.8778°E / 13.4454; 103.8778ArchitectureTypeKhmer (Angkor Wat style)CreatorSuryavarman II, continued by Yasovarman II, additions by Jayavarman VIIICompletedmid-12th century Chau Say Tevoda (Khmer:...

Filmmaking in Cuba Cinema of CubaCine Praga in Pinar del Rio, CubaNo. of screens313 (2009)[1] • Per capita3.0 per 100,000 (2009)[1]Main distributorsDist. Nac. ICAIC 100.0%[2]Produced feature films (2009)[3]Fictional8Number of admissions (2011)[4]Total2,230,200Gross box office (2006)[4]TotalCUP 2.45 millionNational filmsCUP 1.36 million (55.7%) Cinema arrived in Cuba at the beginning of the 20th century. Befor...

American football player (born 1985) American football player Maurice Jones-DrewJones-Drew during February 2010No. 32, 21Position:Running backPersonal informationBorn: (1985-03-23) March 23, 1985 (age 39)Oakland, California, U.S.Height:5 ft 7 in (1.70 m)Weight:210 lb (95 kg)Career informationHigh school:De La Salle (Concord, California)College:UCLA (2003–2005)NFL draft:2006 / Round: 2 / Pick: 60Career history Jacksonville Jaguars (2006–201...

Ḥājjī Baktāsh Veli Ḥājjī Baktāsh Veli (farsi e in arabo حاجی بکتاش ولی‎?; Nishapur, 1209 circa – 1271 circa) è stato un mistico e filosofo turco o, secondo qualche fonte minoritaria, arabo o persiano. Ḥājjī Baktāsh Veli (turco Hacı Bektaş Veli) è stato un mistico e filosofo musulmano di Persia, vissuto all'incirca tra il 1209 e il 1271 in Anatolia. Il nome con cui è indicato può essere tradotto Il Pellegrino santo Bektash. È l'eponimo della confr...

金正男遇刺现场，位于吉隆坡第二国际机场 金正男遇刺事件，是2017年2月13日已故朝鮮勞動黨總書記金正日的長子，也是現任領導人金正恩的兄長金正男於吉隆坡第二国际机场被2名女子刺殺身亡的事件。 事件经过 2017年2月6日，一名持姓名为「金哲」的朝鲜民主主义人民共和国外交护照的男子搭機抵达马来西亚，在2月8日前往浮羅交怡並在浮羅交怡威斯汀酒店（The Westin Langkaw...

This article is about a district in Detroit. For other uses, see Greektown. United States historic placeGreektown Historic DistrictU.S. National Register of Historic PlacesU.S. Historic district Greektown at nightLocationDetroit, Michigan, U.S.Coordinates42°20′6″N 83°2′32″W / 42.33500°N 83.04222°W / 42.33500; -83.04222ArchitectMultipleArchitectural styleLate Victorian, Renaissance, RomanesqueNRHP reference No.82002902[1]Added to NRHPM...

Public university in Brasília, Brazil University of BrasiliaUniversidade de BrasíliaOther namesUnBMottoAutonomyTypePublic universityEstablishedApril 21, 1962RectorMárcia AbrahãoAcademic staff2,241[1]Administrative staff2,512[2]Undergraduates28,570[3]Postgraduates6,304[3]LocationBrasília, Federal District, BrazilCampusUrban, 3,950,579 m2 (42,523,680 sq ft)Colorsgreen and blueMascotThe JabiruWebsitewww.unb.br Buildings designed by Oscar Niemey...

US Open 2022Doppio femminileSport Tennis Vincitrici Barbora Krejčíková Kateřina Siniaková Finaliste Caty McNally Taylor Townsend Punteggio3-6, 7-5, 6-1 Tornei Singolare uomini (q) donne (q)   ragazzi ragazze Doppio uomini donne misto ragazzi ragazze 2021 2023 Voce principale: US Open 2022. Samantha Stosur e Zhang Shuai sono le detentrici del titolo, ma hanno deciso di non partecipare insieme a questa edizione del torneo. Stosur ha giocato con Latisha Chan, ma sono state sconfitte ne...

Questa voce sugli argomenti allenatori di pallacanestro statunitensi e cestisti statunitensi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti dei progetti di riferimento 1, 2. Harvey GrantNazionalità Stati Uniti Altezza203 cm Peso88 kg Pallacanestro RuoloAla piccola / ala grandeAllenatore Termine carriera1999 - giocatore2011 - allenatore CarrieraGiovanili Hancock Central High School1984-1985 Clemson Tigers1985-1986Indepe...

Major League Baseball team season 2012 Los Angeles DodgersLeagueNational LeagueDivisionWestBallparkDodger StadiumCityLos Angeles, CaliforniaRecord86–76 (.531)Divisional place2ndOwnersFrank McCourt (through April 30), Guggenheim Baseball Management (after April 30)PresidentStan Kasten (after April 30)General managersNed CollettiManagersDon MattinglyTelevisionPrime TicketKCAL-TV(Vin Scully, Eric Collins, Steve Lyons)RadioKLAC(Vin Scully, Charley Steiner, Rick Monday)KTNQ(Jaime Jarrín, ...

Enzyme complex involved in Kreb's cycle oxoglutarate dehydrogenaseIdentifiersEC no.1.2.4.2CAS no.9031-02-1 DatabasesIntEnzIntEnz viewBRENDABRENDA entryExPASyNiceZyme viewKEGGKEGG entryMetaCycmetabolic pathwayPRIAMprofilePDB structuresRCSB PDB PDBe PDBsumGene OntologyAmiGO / QuickGOSearchPMCarticlesPubMedarticlesNCBIproteins The oxoglutarate dehydrogenase complex (OGDC) or α-ketoglutarate dehydrogenase complex is an enzyme complex, most commonly known for its role in the citric acid cycle. Un...

Finnish composer (1928–2016) Einojuhani RautavaaraRautavaara, c. 2000Born(1928-10-09)9 October 1928Helsinki, FinlandDied27 July 2016(2016-07-27) (aged 87)Helsinki, FinlandNotable workPiano Concerto No. 1Cantus ArcticusSymphony No. 7 (Angel of Light)List of compositionsSpouses Mariaheidi Suovanen ​ ​(m. 1959; div. 1984)​ Sinikka Koivisto ​(m. 1984)​ Children3 (including Markojuhani [fi]) Eino...

Хольгер Руне Дата рождения 29 апреля 2003(2003-04-29)[1] (21 год) Место рождения Гентофте[вд], Дания[1] Гражданство  Дания Место проживания Шарлоттенлунд, Дания[1] Рост 188 см Вес 77 кг Начало карьеры 2020 Рабочая рука правая Удар слева двуручный Тренер Борис БеккерСеверин �...

1697 naval battle of the Nine Years' War 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: Battle of Hudson's Bay – news · newspapers · books · scholar · JSTOR (August 2022) (Learn how and when to remove this message) Battle of York Factory redirects here. For other, see Battle of York Factory (disambiguation)...

Algorithm for finding zeros of functions This article is about Newton's method for finding roots. For Newton's method for finding minima, see Newton's method in optimization. An illustration of Newton's method. In numerical analysis, Newton's method, also known as the Newton–Raphson method, named after Isaac Newton and Joseph Raphson, is a root-finding algorithm which produces successively better approximations to the roots (or zeroes) of a real-valued function. The most basic version start...