2018–19 NIFL Premiership
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Home video game console Sega Genesis / Mega Drive Top: Original Japanese Mega Drive Bottom: Genesis Model 2 Other variations are pictured under Variations below. DeveloperSegaManufacturerSegaTypeHome video game consoleGenerationFourthRelease dateJP: October 29, 1988NA: August 14, 1989KOR: August 1990PAL: September 1990BRA: September 1, 1990IND: April 1994[1]Lifespan 1988–1997 (Sega) 1998–1999 (Majesco) Introductory price¥21,000 (equivalent to ¥24,600 in 2019)US$189 (equi...
Overview of the automotive industry in Germany Main article: Transport in Germany Porsche 911 assembly, Mannheim state museum of technology and labour, 2008 German automotive production as of 2017 The automotive industry in Germany is one of the largest employers in the world, with a labor force of over 857,336 (2016) working in the industry. Being home to the modern car, the German automobile industry is regarded as one of the most competitive and innovative in the world,[1] and has ...
Юніорський чемпіонат світу з хокею із шайбою 2001Загальні відомостіКраїна проведення ФінляндіяЧас проведення 12 - 22 квітняКількість команд 10Міста-господарі Гейнола, Гельсінкі, ЛагтіПереможець Росія (перший титул)Статистика турніруМатчів зіграно 31Голів забито 226Від
1964 studio album by Kitty WellsCountry Music TimeStudio album by Kitty WellsReleased1964GenreCountryLabelDeccaKitty Wells chronology The Kitty Wells Story(1963) Country Music Time(1964) Especially for You(1964) Country Music Time is an album recorded by Kitty Wells and released in 1962 on the Decca label (DL 4197). Wells was accompanied on the album by the Jordanaires.[1] The album included two Top 10 country singles: Password (No. 4) and This White Circle on My Finger (No. 7...
Cubic function used for interpolation Not to be confused with Hermite polynomial. In numerical analysis, a cubic Hermite spline or cubic Hermite interpolator is a spline where each piece is a third-degree polynomial specified in Hermite form, that is, by its values and first derivatives at the end points of the corresponding domain interval.[1] Cubic Hermite splines are typically used for interpolation of numeric data specified at given argument values x 1 , x 2 , … , x n {\dis...
Leader of the Hasmonean dynasty from 161 to 143 BCE Jonathan Apphus16th-century French artist’s impression of Jonathan Apphus, from Guillaume Rouillé's Promptuarii Iconum InsigniorumLeader of the MaccabeesReign161–143 BCEPredecessorJudah MaccabeeSuccessorSimon ThassiHigh Priest of JudaeaSuccessorSimon ThassiDied143 BCEBaskamaBurialModi'inDynastyHasmoneanFatherMattathiasReligionSecond Temple Judaism This article uses texts from within a religion or faith system without referring to second...
Marta Fraile Información personalNacimiento 30 de octubre de 1982 (41 años)BarcelonaNacionalidad EspañaEspañaCaracterísticas físicasAltura 1,77 m (5′ 10″)Información profesionalOcupación Voleibolista Carrera deportivaDeporte Voleibol Representante de España Perfil de jugadorPosición Colocadora[editar datos en Wikidata] Marta Fraile (Barcelona, 30 de octubre de 1982) es una jugadora profesional española de voleibol.[1] Clubs 2012-2013.- GH Ecay Leadernet (S...
Historic site in Queensland, AustraliaKedron LodgeKedron Lodge, 2008Location123 Nelson Street, Kalinga, City of Brisbane, Queensland, AustraliaCoordinates27°24′32″S 153°02′41″E / 27.4088°S 153.0448°E / -27.4088; 153.0448Design period1840s - 1860s (mid-19th century)Built1860 - early 1900sBuilt forAlfred LutwycheArchitectChristopher Porter Queensland Heritage RegisterOfficial nameKedron LodgeTypestate heritage (landscape, built)Designated21 October 1992Refere...
Loi géométrique Fonction de masse Fonction de répartition Paramètres p ∈ ] 0 , 1 [ {\displaystyle p\in \,]0,1[} q = 1 − p {\displaystyle q=1-p} Support k ∈ { 1 , 2 , 3 , … } {\displaystyle k\in \{1,2,3,\dots \}\!} Fonction de masse q k − 1 p {\displaystyle q^{k-1}\,p\!} Fonction de répartition 1 − q k {\displaystyle 1-q^{k}\!} Espérance 1 p {\displaystyle {\frac {1}{p}}\!} Médiane ⌈ − log ( 2 ) log ( q ) ⌉...
Scientific study of the creation of mass communications and its workers Part of a series on theAnthropology of art,media, music, dance and film Basic concepts Color symbolism Visual culture Body culture Material culture New media Case studies Art Art of the Americas Indigenous Australian art Oceanic art Film Nanook of the North The Ax Fight Nǃai, the Story of a ǃKung Woman Incidents of Travel in Chichen Itza The Doon School Quintet Museums National Anthropological Archives Centro Cultural M...
Genus of spiders Alcimochthes A. limbatus, male A. limbatus, female Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Subphylum: Chelicerata Class: Arachnida Order: Araneae Infraorder: Araneomorphae Family: Thomisidae Genus: AlcimochthesSimon, 1885[1] Type species A. limbatusSimon, 1885 Species A. limbatus Simon, 1885 – Malaysia, Singapore, Vietnam, China, Taiwan, Japan A. melanophthalmus Simon, 1903 – Vietnam A. meridionalis Tang & Li, 2009 – ...
Season of television series Ultimate Live Lounge30 Seconds to Mars (left to right): Jared Leto, Shannon Leto, Tomo MiličevićHosted byFearne CottonJudgesAudienceWinnerThirty Seconds to MarsRunner-upWill Young ReleaseOriginal networkBBC Radio 1 Ultimate Live Lounge was a competition run by Radio 1 in 2009 to find the best Live Lounge performance to date.[1] Over the previous 10 years there had been more than 500 Live Lounge sessions with hundreds of artists performing their singl...
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Austrian artist (1891–1929) Demeter Koko: Hühner in der Mittagssonne Demeter Koko (13 June 1891, in Linz – 27 October 1929, in Linz) was an Austrian graphic artist active in the early 20th century. Education After completing his studies at the Linz Handelsakademie (vocational school), the 17-year-old Koko began to study painting in Linz. In Munich he perfected his style between the years 1910 and 1915 and finally returned to Linz in 1916. However his stay here was cut short as he was soo...
Turning force around an axis For other uses, see Torque (disambiguation). TorqueRelationship between force F, torque τ, linear momentum p, and angular momentum L in a system which has rotation constrained to only one plane (forces and moments due to gravity and friction not considered).Common symbols τ {\displaystyle \tau } , MSI unitN⋅mOther unitspound-force-feet, lbf⋅inch, ozf⋅inIn SI base unitskg⋅m2⋅s−2DimensionM L2 T−2 Part of a series onClassical mechanics...
Moth species in family Douglasiidae Tinagma perdicella Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Lepidoptera Family: Douglasiidae Genus: Tinagma Species: T. perdicella Binomial name Tinagma perdicellaZeller, 1839 Synonyms Tinagma perdicella var. matutinella Zeller, 1872 Tinagma deliciosella Caradja, 1920 Tinagma perdicella is a moth in the family Douglasiidae. It is found in the Netherlands, Belgium, France, Germany, Switzerlan...
Centro de Apoyo Tecnológico de Castilla-La Mancha Sede del Centro de Apoyo Tecnológico de Castilla-La ManchaAcrónimo bilibTipo Centro tecnológicoIndustria TICFundación 2006Nombres anteriores Centro de Excelencia de Software Libre de Castilla-La Mancha, Centro de Apoyo Tecnológico a EmprendedoresSede central Calle de la Investigación 1, 02006 Albacete Castilla-La ManchaEspaña EspañaPropietario Gobierno de Castilla-La ManchaFacebook bilibCLMTwitter Centro de Excelencia...
Julia VignaliDate personaleNume la naștereJulia Lydie Sandrine Vignali Născută13 iulie 1975 (48 de ani)[1][2] Paris, Île-de-France, Franța[2] Cetățenie Franța OcupațieactrițăQ65156900[*]weather presenter[*][[weather presenter (person who presents the weather forecast on television or radio)|]] Limbi vorbitelimba franceză ActivitateAlma materGrenoble École de ManagementPrezență onlinecont TwitterModifică date / text Julia Vig...
Ця стаття містить текст, що не відповідає енциклопедичному стилю. Будь ласка, допоможіть удосконалити цю статтю, погодивши стиль викладу зі стилістичними правилами Вікіпедії. Можливо, сторінка обговорення містить зауваження щодо потрібних змін. (березень 2024) У Вікіпе...
У этого термина существуют и другие значения, см. перенос. Перено́с в типографике — разрыв части текста (слова, формулы и т. п.), при котором её начало оказывается на одной строке, а конец — на другой. Содержание 1 Перенос слов 1.1 Знаки переноса 1.2 Осложнённый перен...