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الشيطان كالي كالي يوغا (कलियुग، أي «العهد الأسود أو عهد الحديد»[1]) هو آخر من أربع مراحل يمر بها العالم كجزء من دورة يوغا التي وصفتها الكتب المقدسة الهندية.[2][3][4] الكالي يوغا هو الطور الرابع من دور الماها يوغا الذي يساوي بمجمله عشرة أضعاف هذا الطور. اقرأ أي...

Kejuaraan Dunia Futsal FIFA 1996(Spanyol) Campeonato Mundial de Fútbol Sala de la FIFA 1996Informasi turnamenTuan rumah SpanyolJadwalpenyelenggaraan24 November s.d. 8 Desember 1996Jumlahtim peserta16 (dari 6 konfederasi)Tempatpenyelenggaraan4 (di 4 kota)Hasil turnamenJuara Brasil (gelar ke-3)Tempat kedua SpanyolTempat ketiga RusiaTempat keempat UkrainaStatistik turnamenJumlahpertandingan40Jumlah gol290 (7,25 per pertandingan)Jumlahpenonton116.400 ...

Science of genes, heredity, and variation in living organisms This article is about the general scientific term. For the scientific journal, see Genetics (journal). For a more accessible and less technical introduction to this topic, see Introduction to genetics. Part of a series onGenetics Key components Chromosome DNA RNA Genome Heredity Nucleotide Mutation Genetic variation Allele Amino acid Outline Index History and topics Introduction History Evolution (molecular) Population genetics Men...

Questa voce sull'argomento calciatori messicani è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Hugo Pineda Nazionalità  Messico Altezza 185 cm Peso 80 kg Calcio Ruolo Portiere Termine carriera 2003 Carriera Squadre di club1 1982-1983 Atlético Morelia1 (-?)1983-1990 Tampico Madero195 (-?)1990-1992 Leones Negros UdeG74 (-?)1992-1993 Correcaminos UAT21 (-?)1993-1994 Leones...

The dihedral group of order 8 requires two generators, as represented by this cycle diagram. In algebra, a finitely generated group is a group G that has some finite generating set S so that every element of G can be written as the combination (under the group operation) of finitely many elements of S and of inverses of such elements.[1] By definition, every finite group is finitely generated, since S can be taken to be G itself. Every infinite finitely generated group must be countab...

British politician The Right HonourableThe Lord BarnettPCBarnett's last appearance at House of Lords questions.Chair of the Public Accounts CommitteeIn officeJuly 1979 – 9 June 1983Preceded byEdward du CannSucceeded byRobert SheldonShadow Chief Secretary to the TreasuryIn office4 May 1979 – 14 July 1979LeaderJames CallaghanChief Secretary to the TreasuryIn office5 March 1974 – 4 May 1979Prime MinisterHarold WilsonJames CallaghanPreceded byTom BoardmanSucceeded...

Scientific field of study For other uses, see Physics (disambiguation). Not to be confused with Physis. Part of a series onPhysicsThe fundamental science Index Outline Glossary History (timeline) Branches Acoustics Astrophysics Atomic physics Biophysics Classical physics Electromagnetism Geophysics Mechanics Modern physics Nuclear physics Optics Thermodynamics Research Physicist (list) List of physics awards List of journals List of unsolved problems  Physics portal  Categoryvte...

1970 single by Billy PrestonAll That I've Got (I'm Gonna Give It to You)UK picture sleeveSingle by Billy PrestonB-sideAs I Get OlderReleasedJanuary 30, 1970GenreSoul rockLength3:34LabelAppleSongwriter(s)Billy Preston, Doris TroyProducer(s)George HarrisonBilly Preston singles chronology Everything's All Right (1969) All That I've Got (I'm Gonna Give It to You) (1970) My Sweet Lord (1970) All That I've Got (I'm Gonna Give It to You) is a song by American soul musician Billy Preston that was re...

Maryland gubernatorial election 1791 Maryland gubernatorial election ← 1790 14 November 1791 1792 →   Nominee George Plater Party Federalist Percentage 100.00% Governor before election John Eager Howard Federalist Elected Governor George Plater Federalist Elections in Maryland Federal government Presidential elections 1788–89 1792 1796 1800 1804 1808 1812 1816 1820 1824 1828 1832 1836 1840 1844 1848 1852 1856 1860 1864 1868 1872 1876 1880 1884 1888 1892 1896 1900 ...

1852 United Kingdom general election ← 1847 7–31 July 1852 (1852-07-07 – 1852-07-31) 1857 → ← outgoing memberselected members →All 654 seats in the House of Commons328 seats needed for a majority   First party Second party   Leader Earl of Derby Lord John Russell Party Conservative Whig Leader since July 1846 October 1842 Leader's seat House of Lords City of London Last election 325 seats, 42.7% 292 ...

Former travel document issued to subjects of the British Indian Empire British Indian passportThe front cover of a British Indian passport.TypePassportIssued by Indian EmpirePurposeIdentification The British Indian passport was a passport, proof of national status and travel document issued to British subjects of British India (officially mentioned as the Indian Empire), British subjects from other parts of the British Empire, and the subjects of the British protected states in the Indian sub...

جامعة بوخارست معلومات المؤسس ألكسندر يوحنا كوزا  التأسيس 1864 النوع عامه الكليات الادارة والقانون واللغات والعلوم السياسية والفلسفة.. وغيرها الموقع الجغرافي إحداثيات 44°26′08″N 26°06′04″E / 44.435555555556°N 26.101116666667°E / 44.435555555556; 26.101116666667   المدينة بوخارست المكان بوخ�...

У этого термина существуют и другие значения, см. Переяславская рада (значения). Картина М. И. Хмелько «Навеки с Москвой, навеки с русским народом» (1951)Национальный художественный музей Украины, Киев Переясла́вская ра́да (укр. Перея́славська ра́да) — собрание (рада...

Historic kingdom in the British Isles This article is about the historic kingdom. For the country in its current form, see Scotland. Kingdom of ScotlandRìoghachd na h-Alba (Scottish Gaelic)Kinrick o Scotland (Scots)Kongungdum Skotland (Norn)843–1707(1654–1660: Commonwealth) Top: Flag(1542–1707)Bottom: Royal Banner(1565–1603) Royal Arms(1565–1603) Motto:  In my defens God me defend (Scots) In my defence God me defend [a]The Kingdom of Scotland in 119...

Cet article est une ébauche concernant la géologie. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Une plateforme littorale peut constituer un véritable musée géologique à ciel ouvert, l'affleurement de grès montrant ici des plis décamétriques. Affleurement, dû à l'érosion marine, mettant en évidence des strates rocheuses dans le sous-sol. Affleurements rocheux, caractéristiques du paysage des Mon...

Dieser Artikel handelt von der Kaiserin von Byzanz. Zur Gattin Jakobs von Savoyen, der Titularherzogin von Nemours, siehe Anna d’Este. Der Titel dieses Artikels ist mehrdeutig. Weitere Bedeutungen sind unter Anna von Savoyen (Begriffsklärung) aufgeführt. Anna von Savoyen. 14. Jahrhundert. Stuttgart, Württembergische Landesbibliothek. Anna von Savoyen (* um 1306; † 1359/60 in Konstantinopel[1]) war eine Tochter des Grafen Amadeus V. von Savoyen und durch ihre Heirat mit Androni...

Este artículo o sección tiene referencias, pero necesita más para complementar su verificabilidad. Busca fuentes: «Carlos Carrizosa» – noticias · libros · académico · imágenesPuedes avisar al redactor principal pegando lo siguiente en su página de discusión: {{sust:Aviso referencias|Carlos Carrizosa}} ~~~~Este aviso fue puesto el 14 de mayo de 2024. Carlos Carrizosa Jefe de la oposición de Cataluña 26 de julio de 2019-28 de mayo de 2021Presidente Quim Torra...

1943 Canadian filmThe War for Men's MindsTitle frameWritten byStuart LeggProduced byStuart LeggNarrated byLorne GreeneEdited byStuart LeggMusic byLucio AgostiniProductioncompanyNational Film Board of CanadaDistributed by National Film Board of Canada United Artists Release date 1943 (1943) Running time21 minutes, 39 secondsCountryCanadaLanguageEnglish The War for Men's Minds is a 21-minute 1943 Canadian documentary film, made by the National Film Board of Canada (NFB) as part of the wart...

Species of birdwing butterfly Chimaera birdwing Male Female Conservation status Least Concern  (IUCN 3.1)[1] CITES Appendix II (CITES)[2] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Lepidoptera Family: Papilionidae Genus: Ornithoptera Species: O. chimaera Binomial name Ornithoptera chimaeraRothschild, 1904 Ornithoptera chimaera, the chimaera birdwing, is a birdwing butterfly of the family Papilionidae. I...

Chinese-American architect (1917–2019) In this Chinese name, the family name is Pei or Bèi. I. M. PeiFAIA RIBA貝聿銘Pei in 1980BornIeoh Ming Pei(1917-04-26)April 26, 1917Guangzhou, Guangdong, Republic of ChinaDiedMay 16, 2019(2019-05-16) (aged 102)New York City, U.S.NationalityAmericanAlma materUniversity of PennsylvaniaMassachusetts Institute of Technology (BArch)Harvard University (MArch)OccupationArchitectSpouse Eileen Loo ​ ​(m. 1942; died&...