Fran Fernández
|
Read other articles:
Maryland affiliate of the Republican Party This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (August 2021) Maryland Republican Party AbbreviationMDGOPChairpersonNicole Beus HarrisHouse LeaderJason C. BuckelSenate LeaderStephen S. Hershey Jr.Founded1854Student wingMaryland Federation of College RepublicansYouth wingMaryland Young RepublicansWomen's wi...
Shinto priest training organization Office of Japanese Classics ResearchOffice of Japanese Classics Research at the end of the Meiji eraPredecessorBureau of Shinto AffairsSuccessorAssociation of Shinto Shrines, Kokugakuin University This monument is located in front of the Tokyo Kusei Kaikan in Iidabashi, Chiyoda-ku, Tokyo. Tokyo Kusei Kaikan was the former location of the Office of Japanese Classics Research.[1] The Office of Japanese Classics Research (皇典講究所, Kōten Kōky�...
Aldo Anzuini Nazionalità Italia Altezza 186 cm Peso 82 kg Calcio Ruolo Allenatore (ex difensore) Termine carriera 1981 - giocatore Carriera Squadre di club1 1966-1967 Lazio11 (0)1967-1968→ L.R. Vicenza0 (0)1968-1971 Savona64 (0)[1]1971-1976 Sambenedettese146 (0)1976-1981 ALMAS151 (3) Carriera da allenatore 1986-1987 L'Aquila1992-1993 Astrea[2] 1 I due numeri indicano le presenze e le reti segnate, per le sole partite di campionato....
Semi-legendary Chinese Chan-master Dajian HuinengChinese: 惠能Putative mummy of Huineng's bodyPersonalBornFebruary 27, 638Xinxing County, Guangdong, ChinaDied713 (aged 74–75)Guo'en Temple, Xinxing County, Guangdong, ChinaReligionChan BuddhismNationalityChineseNotable work(s)Platform Sutra of the Sixth PatriarchDharma namesHuineng (惠能)Posthumous nameDajian (大鑒)TempleGuangxiao TempleNanhua TempleSenior postingTeacherDaman Hongren Students Qingyuan XingsiShitou Xiqi...
IEEE standard for floating-point arithmetic Floating-point formats IEEE 754 16-bit: Half (binary16) 32-bit: Single (binary32), decimal32 64-bit: Double (binary64), decimal64 128-bit: Quadruple (binary128), decimal128 256-bit: Octuple (binary256) Extended precision Other Minifloat bfloat16 TensorFloat-32 Microsoft Binary Format IBM floating-point architecture PMBus Linear-11 G.711 8-bit floats Alternatives Arbitrary precision vte The IEEE Standard for Floating-Point Arithmetic (IEEE 754) is a ...
South African military officer BrigadierPieter de WaalCB CBEColonel Pieter de WaalBorn(1899-12-31)December 31, 1899[1]Zeerust, South African RepublicDiedJune 1977Wynberg, Cape Town, Cape Province, South Africa (now Western Cape)AllegianceSouth AfricaService/branchSouth African NavyRankBrigadierService number179910VAwards Brigadier Pieter de Waal CB CBE (31 December 1899, Zeerust – June 1977, Wynberg)[2] was a South African military commander. He joined t...
Questa voce sull'argomento registi irlandesi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. John Crowley a Dinard nel 2008 John Crowley (Cork, 19 agosto 1969) è un regista irlandese. Il regista irlandese è noto perlopiù per i suoi film Intermission (2003) e Boy A (2007). Molto attivo anche nel teatro, ha diretto numerose prime di Broadway. Indice 1 Filmografia 1.1 Cinema 1.2 Televisione 2 Premi e nomination 3 Altri progetti 4 Collegamenti esterni ...
لمعانٍ أخرى، طالع السلوم (توضيح). ميّز عن سلم. السلوم السلوم تقسيم إداري البلد مصر [1] المحافظة مطروح المركز السلوم خصائص جغرافية إحداثيات 31°33′N 25°10′E / 31.55°N 25.16°E / 31.55; 25.16 المساحة 25[2] كم² الارتفاع 5 متر[3] السكان التعداد ا...
1966 novel by Gavin Lyall Shooting Script First editionAuthorGavin LyallCountryUnited KingdomLanguageEnglishGenreThriller novelPublisherHodder & StoughtonPublication date1966Media typePrintPages254ppOCLC17764534Preceded byMidnight Plus One Followed byVenus With Pistol Shooting Script is a first person narrative novel by English author Gavin Lyall, first published in 1966. The book was selected as number 99 in the Top 100 Crime Novels of All Time, a list published...
Second ruling dynasty of Magadha Shishunaga Dynasty413 BCE–345 BCEApproximate extent of the Shisshunaga dynasty.[1]CapitalRajgir (primary) Vaishali (secondary)later PataliputraCommon languagesSanskritMagadhi PrakritOther PrakritsReligion Hinduism[2]BuddhismJainismGovernmentMonarchyRaja • 413–395 BCE Shishunaga• 395–367 BCE Kalashoka• 367–355 BCE Nandivardhana• 355–345 BCE Mahanandin History • Established 413 BCE•...
Mountain in the Sinai Peninsula Jabal Musa redirects here. For other uses, see Jebel Musa (disambiguation). For the biblical Mount Sinai, and a discussion of its possible locations, see Mount Sinai (Bible). For other uses, see Mount Sinai (disambiguation). Mount SinaiEgyptian Arabic: جَبَل مُوسَىٰ, romanized: Gabal MūsāArabic: جَبَل مُوْسَى, romanized: Jabal MūsāCoptic: Ⲡⲧⲟⲟⲩ ⲤⲓⲛⲁClassical Syriac: ܛܘܪܐ ܕܣܝܢܝ Ṭūrāʾ DsynyAnci...
Period during the High Middle Ages of European history This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (October 2022) New technological discoveries allowed the development of Gothic architecture, shown here at Canterbury Cathedral The Renaissance of the 12th century was a period of many changes at the outset of the High Middle Ages. It included soc...
一中同表,是台灣处理海峡两岸关系问题的一种主張,認為中华人民共和国與中華民國皆是“整個中國”的一部份,二者因為兩岸現狀,在各自领域有完整的管辖权,互不隶属,同时主張,二者合作便可以搁置对“整个中國”的主权的争议,共同承認雙方皆是中國的一部份,在此基礎上走向終極統一。最早是在2004年由台灣大學政治学教授張亞中所提出,希望兩岸由一中各表�...
PMW redirects here. For other uses, see PMW (disambiguation). Polish NavyMarynarka WojennaMilitary eagleFounded24 March 1568 (Sea Commission)1626 (Commission of Royal Ships)1918 (Polish Navy)Country PolandBranchNavySize12,000+ (2022)[1]Part ofPolish Armed ForcesHeadquartersGdyniaEngagementsIraq WarCommandersCommander-in-Chief Andrzej DudaMinister of National Defence Władysław Kosiniak-KamyszChief of the General Staff General Rajmund AndrzejczakGeneral Commander General Jar...
American politician (born 1960) Lucy McBathMember of the U.S. House of Representativesfrom GeorgiaIncumbentAssumed office January 3, 2019Preceded byKaren HandelConstituency6th district (2019–2023)7th district (2023–present) Personal detailsBornLucia Kay Holman (1960-06-01) June 1, 1960 (age 64)Joliet, Illinois, U.S.Political partyDemocraticSpouse(s)Ronald Davis (div.) Curtis McBath (m. 2008)Children2, including Jordan DavisResidence(s)Ma...
Lydia Welti-EscherBiographieNaissance 10 juillet 1858ZurichDécès 12 décembre 1891 (à 33 ans)GenèveSépulture Cimetière des RoisNationalité suisseDomicile BelvoirparkActivité MécènePère Alfred EscherConjoint Friedrich Emil Welti (en) (de 1883 à 1890)Plaque commémorativeTombe de Lydia Welti-Escher, Cimetière des Rois, Genève.modifier - modifier le code - modifier Wikidata Lydia Welti-Escher, née Augusta Clementine Lydia Escher le 10 juillet 1858 à Zurich et morte par suici...
1976 Indian filmAalinganamPosterDirected byI. V. SasiWritten bySherifProduced byM. RamachandranStarringRaghavanSrideviRani ChandraVincentCinematographyVipin DasEdited byK. NarayananMusic byA. T. UmmerProductioncompanyMurali MoviesRelease date 26 November 1976 (1976-11-26) CountryIndiaLanguageMalayalam Aalinganam (transl. Embrace) is a 1976 Indian Malayalam-language film, directed by I. V. Sasi and written by Sherif. The film stars Raghavan, Sridevi, Rani Chandra and Vinc...
Нора Фінґшайдтнім. Nora FingscheidtНора Фінґшайдт на Берлінале у 2019 роціДата народження17 лютого 1983(1983-02-17)[1][2] (41 рік)Місце народженняБрауншвейг, Нижня Саксонія, ФРН[1]Громадянство НімеччинаПрофесіякінорежисерка, сценаристка, акторкаРоки активності2011 — д�...
CoimofrazioneCoimo – VedutaCoimo dall'alpe Dalovio LocalizzazioneStato Italia Regione Piemonte Provincia Verbano-Cusio-Ossola ComuneDruogno TerritorioCoordinate46°07′56.39″N 8°23′55″E46°07′56.39″N, 8°23′55″E (Coimo) Abitanti262 circa[1] Altre informazioniFuso orarioUTC+1 Nome abitanticoimesi Patronosant'Ambrogio CartografiaCoimo Modifica dati su Wikidata · Manuale Coimo è una delle frazioni del comune di Druogno, nella provincia del Verbano...
Algebraic curve of the form x³ + y³ – 3axy = 0 The folium of Descartes (green) with asymptote (blue) when a = 1 {\displaystyle a=1} In geometry, the folium of Descartes (from Latin folium 'leaf'; named for René Descartes) is an algebraic curve defined by the implicit equation x 3 + y 3 − 3 a x y = 0. {\displaystyle x^{3}+y^{3}-3axy=0.} History The curve was first proposed and studied by René Descartes in 1638.[1] Its claim to fame lies in an incident in the ...