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2011 2021 Élections départementales de 2015 dans le Pas-de-Calais 78 sièges au sein du conseil départemental les 22 et 29 mars 2015 Type d’élection Élections départementales Campagne Du 9 mars 2015 au 21 mars 2015 Du 23 mars 2015 au 28 mars 2015 Corps électoral et résultats Population 1 462 807 Inscrits au 1er tour 1 085 420 Votants au 1er tour 562 334 51,81 % Votes exprimés au 1er tour 534 258 Votes blancs au 1er tour 18 120 ...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (سبتمبر 2017) مجمع الاهتلاك أو الاندثار المتناقص (بالإنجليزية: Accumulated Depreciation ) وهو الاهتلاك أو الاندثار (وليس الاستهلاك) الذي يتم تجميعه ضمن حساب (الاهتلاك المتراكم) Accumul...
Kereta api SiliwangiKereta api Siliwangi di Stasiun CianjurInformasi umumJenis layananKereta Api lokalStatusBeroperasiDaerah operasiDaerah Operasi I JakartaPendahuluKA Lokal Cianjuran atau KA Argo Peuyeum (Bisnis/Ekonomi)Mulai beroperasi 8 Februari 2014; 10 tahun lalu (2014-02-08) (sebagai kereta api aglomerasi) 19 Februari 2016; 8 tahun lalu (2016-02-19) (sebagai kereta api lokal) Operator saat iniKereta Api IndonesiaLintas pelayananStasiun awalSukabumiJumlah pemberhentianLihatlah ...
Épinouze Mairie Administration Pays France Région Auvergne-Rhône-Alpes Département Drôme Arrondissement Valence Intercommunalité Communauté de communes Porte de DrômArdèche Maire Mandat Yves Lafaury 2020-2026 Code postal 26210 Code commune 26118 Démographie Gentilé Epinouziens, Epinouziennes Populationmunicipale 1 523 hab. (2021 ) Densité 136 hab./km2 Géographie Coordonnées 45° 18′ 36″ nord, 4° 55′ 42″ est Altitude Min. 191...
2021 American political scandal Trump–Raffensperger phone callPart of Attempts to overturn the 2020 United States presidential electionPresident Donald Trump on the Oval Office phone in 2019DateJanuary 2, 2021 (2021-01-02)Duration1 hourMotivePressuring Raffensperger to find 11,780 votes and overturn Trump's lossPerpetratorDonald TrumpOutcomeRefusal by Raffensperger to alter vote counts.Second impeachment of Donald TrumpThird indictment of Donald TrumpFourth indictment of Dona...
36th season in franchise history 1995 Houston Oilers seasonOwnerBud AdamsGeneral managerFloyd ReeseHead coachJeff FisherHome fieldHouston AstrodomeResultsRecord7–9Division place3rd AFC CentralPlayoff finishDid not qualifyUniform ← 1994 Oilers seasons 1996 → The 1995 NFL season was the 36th overall season of the Houston Oilers and their 26th with the National Football League (NFL). Their 7–9 record bested their previous season's output of 2–14,[1] but t...
Wine making in Macedonia North Macedonia North Macedonia produces wine on some 22,400 hectares (55,000 acres) of vineyards,[1] and the production was 108,100 tonnes in 2008.[2] There are also some additional 30,000 hectares (74,000 acres) of vineyards dedicated to table grapes. Red wine dominates the Macedonian wine production, with around 80 per cent.[citation needed] In contrast, within the European Union, Macedonia is a protected geographical indication (PGI) for wi...
У этого термина существуют и другие значения, см. Президентские выборы в США. О выборах в США (2020) см. соответствующую статью. Президентские выборы в США (2020)2020Хронология2016 2024ИнформацияДата 3 ноябряЯвка 66,9 %(▲11,2 %)КандидатыФотография Кандидат Джозеф Байден До...
FA Premier League 1994-1995FA Carling Premiership 1994-1995 Competizione Premier League Sport Calcio Edizione 96ª (3ª di Premier League) Organizzatore Federazione calcistica dell'Inghilterra Date dal 22 agosto 1994al 14 maggio 1995 Luogo Inghilterra Partecipanti 22 Formula Girone all'italiana Risultati Vincitore Blackburn(3º titolo) Retrocessioni Crystal PalaceNorwich CityLeicester CityIpswich Town Statistiche Miglior giocatore Alan Shearer (PFA)[1] Alan Shearer...
Disambiguazione – gallinella rimanda qui. Se stai cercando il pesce gallinella, vedi Chelidonichthys lucerna. Questa voce sull'argomento gruiformes è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Come leggere il tassoboxGallinula Gallinula chloropus Classificazione scientifica Dominio Eukaryota Regno Animalia Phylum Chordata Classe Aves Ordine Gruiformes Famiglia Rallidae Genere GallinulaBrisson, 1760 Specie G. tenebrosa G. galeata G. chloro...
Державний комітет телебачення і радіомовлення України (Держкомтелерадіо) Приміщення комітетуЗагальна інформаціяКраїна УкраїнаДата створення 2003Керівне відомство Кабінет Міністрів УкраїниРічний бюджет 1 964 898 500 ₴[1]Голова Олег НаливайкоПідвідомчі ор...
جائزة برونو كرايسكي لحقوق الإنسانمعلومات عامةالبداية 1976 الاسم الأصل Bruno-Kreisky-Preis für Verdienste um die Menschenrechte (بالألمانية) سُمِّي باسم برونو كرايسكي البلد النمسا موقع الويب kreisky.org… (الألمانية) تعديل - تعديل مصدري - تعديل ويكي بيانات جائزة برونو كرايسكي لحقوق الإنسان (بالألمانية: Bruno...
Beethoven en 1815. La Sinfonía n.º 8 en fa mayor, Op. 93 fue compuesta por Ludwig van Beethoven entre 1812 y 1813. Es la octava de sus nueve sinfonías.[1][2][3][4] El compositor se refería a ella con orgullo como su «pequeña sinfonía en fa», distinguiéndola de la Sinfonía n.º 6, una obra de mayor duración también en fa mayor.[5] Historia Composición La composición de esta obra se desarrolló desde primavera de 1812 hasta abril de 1813. Beethov...
Templo y exconvento de San Agustín Monumento Histórico M-13-035-02-01 (convento) M-13-033-02-01(templo) Fachada principalLocalizaciónPaís México MéxicoDivisión Estado de HidalgoSubdivisión Municipio de Atotonilco el GrandeDirección AtotonilcoCoordenadas 20°17′10″N 98°40′07″O / 20.286221, -98.668741Información religiosaCulto Iglesia católicaDiócesis Arquidiócesis de TulancingoOrden Clero secularUso Templo: Abierto al culto Convento: Abierto al turismoEsta...
Degree of individual well-being For other uses, see Quality of life (disambiguation). Quality of life (QOL) is defined by the World Health Organization as an individual's perception of their position in life in the context of the culture and value systems in which they live and in relation to their goals, expectations, standards and concerns.[1] Standard indicators of the quality of life include wealth, employment, the environment, physical and mental health, education, recreation and...
Hinduism TodayCategoriesSpecial interest magazineFrequencyQuarterlyCirculation18,000PublisherBodhinatha VeylanswamiFounderSivaya SubramuniyaswamiFounded1979First issueFebruary 1979CompanyHimalayan Academy, nonprofit institutionCountryUnited States, international distributionLanguageEnglishWebsiteHinduismToday.comISSN0896-0801 Hinduism Today is a quarterly magazine published by the Himalayan Academy, a nonprofit educational institution, in Kapaʻa, Hawaiʻi, USA.[1] It is distributed t...
Consolidated city-borough in Alaska, United States 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: Skagway, Alaska – news · newspapers · books · scholar · JSTOR (April 2016) (Learn how and when to remove this message) Borough in Alaska, United StatesMunicipality of SkagwayBoroughAerial view of Skagway in 200...
Women's Freedom LeagueEdith How-Martyn, Mrs Sproson, Charlotte Despard, Miss (Constance) Tite standing outside the WFL offices in the Victoria InstituteAbbreviationWFLFormation12 October 1907 (1907-10-12)FounderCharlotte Despard Edith How-Martyn Caroline Hodgson Alice Abadam Teresa Billington-Greig Marion Coates-Hansen Irene Miller Bessie Drysdale Maude FitzherbertTypePolitical movement for women's rightsPurposeVotes for womenHeadquarters1 Robert Street, Westminster, London; 3...
Ignaz Parhamer, ketua Keuschheitskommission dari tahun 1752 hingga 1753 Keuschheitskommission (Komisi Kemurnian), juga disebut Keuschheitsgericht (Pengadilan Kemurnian), adalah sebuah komisi yang didirikan pada tanggal 12 Februari 1752[1] oleh Maria Theresia di Austria dengan tujuan untuk memberantas prostitusi, perzinaan, dan homoseksualitas. Komisi ini diperbolehkan merazia tempat-tempat pribadi untuk menangkap mereka yang dianggap melanggar norma-norma sosial. Orang pertama yang me...
方形波(青線)とフーリエ級数による近似(赤線)。最初の4項まで。 フーリエ級数(フーリエきゅうすう、英語: Fourier series)とは、複雑な周期関数や周期信号を単純な形の周期性をもつ関数の無限和(級数)によって表したものである。フーリエ級数は、フランスの数学者ジョゼフ・フーリエによって金属板の中での熱伝導に関する研究の中で導入された。 熱伝導方程�...