Spearman
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كانارا الاسم الرسمي (بالإيطالية: Cannara) الإحداثيات 43°00′00″N 12°35′00″E / 43°N 12.583333333333°E / 43; 12.583333333333 [1] تقسيم إداري البلد إيطاليا[2] التقسيم الأعلى مقاطعة بِرُوجَة خصائص جغرافية المساحة 32.81 كيلومتر مربع (9 أكتوبر 2011)[3] ارتفا...
?Карась сріблястий Біологічна класифікація Домен: Ядерні (Eukaryota) Царство: Тварини (Animalia) Підцарство: Справжні багатоклітинні (Eumetazoa) Тип: Хордові (Chordata) Підтип: Черепні (Craniata) Надклас: Щелепні (Gnathostomata) Клас: Променепері (Actinopterygii) Підклас: Новопері (Neopterygii) Інфр�...
Elizabeth HurleyHurley, 2015LahirElizabeth Jane Hurley10 Juni 1965 (umur 58)Basingstoke, Hampshire, InggrisAlmamaterLondon Studio CentrePekerjaanAktrismodelpelawakpengusahaTahun aktif1987–sekarangSuami/istriArun Nayar (m. 2007; c. 2011)PasanganHugh Grant (1987–2000)AnakDamian HurleyTanda tangan Elizabeth Jane Hurley (lahir 10 Juni 1965) merupakan seorang aktris dan model Inggris. Dia dilahirkan di Basingstoke, Hampshire. Dia be...
Penis manusiaPenis manusia dalam keadaan relaksi.RincianPendahuluTuberkulum genital, Lipatan urogenitalSistemSistem genitourinariArteriArteri penis, arteri dorsal penis, arteri dalam penis, arteri bulbus uretraVenaVena dorsal penisSarafSaraf dorsal penisLimfaKelenjar getah bening inguinalis superfisialPengidentifikasiBahasa Latinpenis, pl. penesMeSHD010413TA98A09.4.01.001TA23662FMA9707Daftar istilah anatomi[sunting di Wikidata] Penis manusia adalah organ genital luar pria yang juga berfun...
Goodtime III docked in Cleveland, Ohio at the Ninth Street Pier in 2019. The Goodtime III is the third generation of sightseeing boats that cruise and tour Lake Erie and the Cuyahoga River. The boat can hold 1,000 passengers, has four decks and indoor and outdoor seating. Tours of the Cleveland area waterways are narrated and include local and natural history. The boats and the cruise tours have been owned and operated by the Fryan family since 1958. About Goodtime III is the largest excursio...
El método por agotamiento[1] es un procedimiento geométrico de aproximación a un resultado, con el cual el grado de precisión aumenta en la medida en que avanza el cálculo. Fue creado por Eudoxo de Cnido, reconocido por su teoría de las proporciones y teoremas sobre ella. También se conoce como: método por agotamiento,[2] método de exhausción[3] o método de exhaución.[4] Historia Método por agotamiento para hallar el área del círculo, la longitud de ...
South Korean government agency 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: National Fire Agency South Korea – news · newspapers · books · scholar · JSTOR (April 2020) (Learn how and when to remove this template message) National Fire Agency소방청Agency overviewFormed2017/07/26JurisdictionMinistry...
Република БългарияRepoeblika Balgarija (Details) (Details) Basisgegevens Officiële landstaal Bulgaars Hoofdstad Sofia Regeringsvorm Republiek met een parlementair stelsel Staatsvorm Gedecentraliseerde eenheidsstaat Staatshoofd Rumen Radev Regeringsleider Nikolay Denkov Religie Bulgaars-orthodox 85%, Islam 12% Oppervlakte 110.900 km²[1] (0,3% water) Inwoners 6.520.314 (2021)[2] Bijv. naamwoord Bulgaars Inwoneraanduiding Bulgaar (m./v.)Bulgaarse (v.)...
Mountain in Bolivia For the mountain on the border of Chile and Bolivia in the Potosí Department, Nor Lípez Province, see Irruputuncu. IruputuncuIruputuncuLocation in Bolivia, on the border with Chile Highest pointElevation4,200 m (13,800 ft)Coordinates19°53′18″S 68°32′30″W / 19.88833°S 68.54167°W / -19.88833; -68.54167GeographyLocationBolivia, Potosí Department, Daniel Campos ProvinceChile, Tarapacá RegionParent rangeAndes, Cordillera Oc...
2004 Chinese filmElectric ShadowsTraditional Chinese夢影童年Simplified Chinese梦影童年Hanyu PinyinMèng Yǐng Tóngnián Directed byXiao JiangWritten byXiao JiangCheng QingsongProduced byDerek YeeHuang JianxinStarringXia YuLi HaibinZhang YijingQi ZhongyangWang ZhengjiaCinematographyChen HongYang LienEdited byLei QinMusic byZhao LinzhaoDistributed byFortissimo FilmsRelease dates September 11, 2004 (2004-09-11) (Toronto) January 19, 2006 (2006-01-1...
Pedro Fajardo Marqués de los Vélez Virrey de Sicilia 1644-1647Predecesor Juan Alfonso Enríquez de Cabrera, almirante de CastillaSucesor Juan de Torrecilla, arzobispo de MonrealeInformación personalNacimiento Mula, Murcia, EspañaFallecimiento Palermo, SiciliaFamiliaPadre Luis Fajardo, IV marqués de los VélezMadre María Pimentel y QuiñonesCónyuge Ana Girón Enríquez de Ribera Mariana Engracia de Toledo y Portugal[editar datos en Wikidata] Pedro Fajardo de Zúñiga y Reques�...
Female Saiyans from the Dragon Ball franchise Fictional character Caulifla and KaleDragon Ball characterKale (left) and Caulifla (right) as they appear in Episode 114 of Dragon Ball Super (2017)First appearanceCaulifla:Dragon Ball Super episode #88: Gohan and Piccolo Master and Pupil Clash in Max Training! (2017)Kale:Dragon Ball Super episode #89: A Mysterious Beauty Appears! The Enigma of the Tien Shin-Style Dojo? (2017)Created byToei AnimationAkira ToriyamaVoiced byJapaneseYuka Komatsu (Cau...
RFN 169 000Kalhausen - Sarralbe Totale lengte8,0 kmSpoorwijdtenormaalspoor 1435 mmAangelegd doorReichseisenbahnen in Elsaß-LothringenGeopend1 mei 1895Opheffingtreindienst22 december 2018Huidige statusin gebruikGeëlektrificeerdneeAantal sporen1 Traject Legenda lijn 161 000 van Sarreguemines 0,0 Kalhausen lijn 161 000 naar Mommeneheim lijn 169 306 opgebroken grens Moselle - Bas-Rhin 4,2 Herbitzheim A4E25 grens Bas-Rhin - Moselle lijn 168 000 van Sarreguemines 8,0 Sarralbe lijn 097 000 naar Ch...
Kazakh politician and diplomat This article may have been created or edited in return for undisclosed payments, a violation of Wikipedia's terms of use. It may require cleanup to comply with Wikipedia's content policies, particularly neutral point of view. (August 2021) Beibut AtamkulovAtamkulov in 2019Minister of Industry and Infrastructure DevelopmentIncumbentAssumed office 18 September 2019PresidentKassym-Jomart TokayevPrime MinisterAskar MaminPreceded byRoman SklyarMinister of Foreign...
Big Onion Walking Tours is the largest walking tour company in New York City. The company has offered tours of the city since 1991. Big Onion shows visitors & tourists alike the diverse fabric of urban neighborhoods, using as guides doctoral students PhDs who are studying history or closely related fields. History Big Onion was founded by Columbia University graduate students Seth Kamil and Ed O'Donnell in 1991.[1][2] They were initially encouraged by Kenneth T. Jackson, a...
French painter Not to be confused with Charlotte von Rothschild. Charlotte de Rothschild1866 Portrait of the Baroness Charlotte de Rothschild by Jean-Léon Gérôme (Musée d'Orsay, Paris)Born(1825-05-06)6 May 1825Paris, FranceDied20 July 1899(1899-07-20) (aged 74)Paris, FranceSpouse Nathaniel de Rothschild (m. 1842)ChildrenNathalie de Rothschild (b. 1843)Nathan James Edouard de Rothschild (b. 1844)Mayer Albert de Rothschild (b. 1846)Arthur de Roths...
Czech professional golfer Klára Davidson SpilkováSpilková in 2018Personal informationBorn (1994-12-15) 15 December 1994 (age 28)Prague, Czech RepublicHeight168 cm (5 ft 6 in)Sporting nationality Czech RepublicSpouse Sean Davidson (m. 2022)CareerTurned professional2011Current tour(s)Ladies European Tour (joined 2011)LPGA Tour (joined 2019)Professional wins2Number of wins by tourLadies European Tour2Best results in LPGA major championsh...
Classic polyalphabet encryption system A tabula recta for use with an autokey cipher An autokey cipher (also known as the autoclave cipher) is a cipher that incorporates the message (the plaintext) into the key. The key is generated from the message in some automated fashion, sometimes by selecting certain letters from the text or, more commonly, by adding a short primer key to the front of the message. There are two forms of autokey cipher: key-autokey and text-autokey ciphers. A key-autokey...
Sir Walter Sidney ShawBorn15 April 1863[1]Marylebone, LondonDied24 April 1937(1937-04-24) (aged 74)[2]Wimborne, Dorset[3]NationalityBritish subjectAlma materTrinity College, CambridgeOccupation(s)Barrister, judgeSpouse Dorothy Emma Mortimore (m. 1895) Sir Walter Sidney Shaw (15 April 1863 – 24 April 1937) was an English barrister and judge. He served as a judge in a number of British colonies, his last judicial appoint...
Study of mathematical knots Examples of different knots including the trivial knot (top left) and the trefoil knot (below it) A knot diagram of the trefoil knot, the simplest non-trivial knot In topology, knot theory is the study of mathematical knots. While inspired by knots which appear in daily life, such as those in shoelaces and rope, a mathematical knot differs in that the ends are joined so it cannot be undone, the simplest knot being a ring (or unknot). In mathematical language, a kno...