Fourth Secretary Of The Parliament Of Catalonia
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Fourth Secretary Of The Parliament Of Catalonia
The Board of the Parliament of Catalonia ( ca, Mesa del Parlament) is the body responsible for the management of the Parliament of Catalonia. It is composed of the President of the Parliament President most commonly refers to: *President (corporate title) * President (education), a leader of a college or university *President (government title) President may also refer to: Automobiles * Nissan President, a 1966–2010 Japanese f ..., the two Vice-Presidents of the Parliament and four Secretaries, who are elected (in separate votes) by the Plenary Assembly. The main functions of the Board are *to organize the work of Parliament; *to interpret parliamentary procedure; *to manage the various support services of Parliament. The President (or one of the Vice-Presidents as necessary) is also responsible for chairing sessions of the Plenary Assembly, and for the external representation of Parliament. Members First Parliament Second Parliament Third Parliament Fourth ...
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Parliament Of Catalonia
The Parliament of Catalonia ( ca, Parlament de Catalunya, ; es, Parlamento de Cataluña; oc, Parlament de Catalonha) is the unicameral legislature of the autonomous community of Catalonia, Spain. The Parliament is currently made up of 135 members, known as deputies (''diputats''/''deputats''/''diputados''), who are elected for four-year terms or after extraordinary dissolution, chosen by universal suffrage in lists of four constituencies, corresponding to the Catalan provinces. The Parliament building is located in Ciutadella Park, Barcelona. Established in 1932, after the grant of self-government to Catalonia by the Second Spanish Republic, it went to exile in 1939 as a consequence of the Nationalist victory in the Spanish Civil War. It was reestablished in 1979 during the transition to democracy. The most recent general election to the Parliament was held on 14 February 2021. Historical background Catalan Courts The first representative and legislative bodies in Catalo ...
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People's Party Of Catalonia
The People's Party of Catalonia ( ca, Partit Popular de Catalunya, es, Partido Popular de Cataluña, PP or PPC) is a conservative, Christian-democratic political party in Catalonia. It is the Catalan affiliate of the Spanish People's Party and holds strongly unionist positions. El PP se presenta como el único partido 'unionista' de Cataluña frente a la autodeterminación anunciada por Mas
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* {{DEFAULTSORT:People's Party of Catalonia
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Montserrat Tura
Montserrat Tura (born 6 November 1954) is a Spanish politician and Member of the Parliament of Catalonia. From 29 November 2006 to 29 December 2010, she had served as Minister of Justice of Catalonia. She is considered one of the most prominent members of the Catalanist wing of the Socialists' Party of Catalonia. She is married with two daughters. Life She was born in Mollet del Vallès (Province of Barcelona) into a country family strongly defined by its political activity in support of liberty, democracy and Catalanism. Her uncle was member of the Republican Left of Catalonia and mayor of the town during the Second Republic; her great grandfather was also mayor in the 1910s, and prominent member of the Catalan Regionalist League. The cousin of her father, Jordi Solé Tura, was a prominent Catalan Communist politician. She was linked to anti-Francoist organisations from a very early age. Clandestinely active since she was sixteen and in the first years of the transition aft ...
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Dinar Cambra Amb Jordi Cornet, Delegat Especial De L’Estat Al Consorci De La Zona Franca (cropped)
The dinar () is the principal currency unit in several countries near the Mediterranean Sea, and its historical use is even more widespread. The modern dinar's historical antecedents are the gold dinar and the silver dirham, the main coin of the medieval Islamic empires, first issued in AH 77 (696–697 CE) by Caliph Abd al-Malik ibn Marwan. The word "dinar" derives from the Latin " ''dēnārius''," a silver coin of ancient Rome, which was first minted about c.211 BCE. The English word "dinar" is the transliteration of the Arabic دينار (''dīnār''), which was borrowed via the Syriac ''dīnarā'', itself from the Latin ''dēnārius''. The Kushan Empire introduced a gold coin known as the ''dīnāra'' into India in the 1st century AD; the Gupta Empire and its successors up to the 6th century adopted the coin. The modern gold dinar is a projected bullion gold coin, not issued as official currency by any state. Legal tender Countries currently u ...
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Núria De Gispert A 2014
Núria () is a Catalan girls' name taken from the Virgin of Núria, a Marian shrine located in the eponymous valley, the Vall de Núria. The name also occurs in Spanish without the accent as Nuria, given that the Spanish name of the valley is ''el valle de Nuria''. The placename, Núria, is believed to be of Basque origin according to Joan Coromines, and related to the word ''Norra'', a variant of Andorra, and meaning "place between valleys." The name Nuria ( ar, نوريّة) has also been linked to the Arabic unisex name Nur meaning light. The name, originally Mare de Déu de Núria, derives from Marian devotion to the Virgin of Nuria (Catalan ''Mare de Déu de Núria''). The name is very popular in Catalonia, especially in the ''comarques'' of Ripollès—where the sanctuary is located in the municipality of Queralbs— Priorat, Pallars Jussà, Osona, Noguera, Conca de Barberà, and Cerdanya. In 2007 it was the seventh most common female name in Catalonia, wi ...
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El País
''El País'' (; ) is a Spanish-language daily newspaper in Spain. ''El País'' is based in the capital city of Madrid and it is owned by the Spanish media conglomerate PRISA. It is the second most circulated daily newspaper in Spain . ''El País'' is the most read newspaper in Spanish online and one of the Madrid dailies considered to be a national newspaper of record for Spain (along with '' El Mundo'' and ''ABC)''. In 2018, its number of daily sales were 138,000. Its headquarters and central editorial staff are located in Madrid, although there are regional offices in the principal Spanish cities (Barcelona, Seville, Valencia, Bilbao, and Santiago de Compostela) where regional editions were produced until 2015. ''El País'' also produces a world edition in Madrid that is available online in English and in Spanish (Latin America). History ''El País'' was founded in May 1976 by a team at PRISA which included Jesus de Polanco, José Ortega Spottorno and Carlos Mendo. The p ...
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Party Of The Communists Of Catalonia
Party of the Communists of Catalonia ( ca, Partit dels i les Comunistes de Catalunya) was a communist party in Catalonia that existed from 1982 to 2014. The main organ of PCC was ''Avant'' and the theoretical organ was ''Realitat''. Every year the party used to hold a festival for its newspaper – ''Festa d'Avant''. The youth wing of PCC was the Collectives of Young Communists – Communist Youth (''Col·lectius de Joves Comunistes - Joventut Comunista''). PCC was formed in April 1982 by the pro- Soviet faction of the Unified Socialist Party of Catalonia (PSUC). The formation of PCC was the peak of a long and intense struggle within PSUC between the pro-Soviet and Eurocommunist sections of the party. The pro-Soviet section was often nicknamed 'Afghans' due to their support of the Soviet line of the war in Afghanistan. In December 1981 Pere Ardiaca, chairman of PSUC and leader of the pro-Soviet section, had been expelled from PSUC, accused of fractional activities. When PCC wa ...
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Lluís Maria Corominas I Díaz
Luis is a given name. It is the Spanish form of the originally Germanic name or . Other Iberian Romance languages have comparable forms: (with an accent mark on the i) in Portuguese and Galician, in Aragonese and Catalan, while is archaic in Portugal, but common in Brazil. Origins The Germanic name (and its variants) is usually said to be composed of the words for "fame" () and "warrior" () and hence may be translated to ''famous warrior'' or "famous in battle". According to Dutch onomatologists however, it is more likely that the first stem was , meaning fame, which would give the meaning 'warrior for the gods' (or: 'warrior who captured stability') for the full name.J. van der Schaar, ''Woordenboek van voornamen'' (Prisma Voornamenboek), 4e druk 1990; see also thLodewijs in the Dutch given names database Modern forms of the name are the German name Ludwig and the Dutch form Lodewijk. and the other Iberian forms more closely resemble the French name Louis, a deriv ...
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1 Rafael Luna
1 (one, unit, unity) is a number representing a single or the only entity. 1 is also a numerical digit and represents a single unit (measurement), unit of counting or measurement. For example, a line segment of ''unit length'' is a line segment of length 1. In conventions of sign where zero is considered neither positive nor negative, 1 is the first and smallest Positive number, positive integer. It is also sometimes considered the first of the sequence (mathematics), infinite sequence of natural numbers, followed by 2, although by other definitions 1 is the second natural number, following 0. The fundamental mathematical property of 1 is to be a multiplicative identity, meaning that any number multiplied by 1 equals the same number. Most if not all properties of 1 can be deduced from this. In advanced mathematics, a multiplicative identity is often denoted 1, even if it is not a number. 1 is by convention not considered a prime number; this was not universally ac ...
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4 Dolors Montserrat
4 (four) is a number, numeral and digit. It is the natural number following 3 and preceding 5. It is the smallest semiprime and composite number, and is considered unlucky in many East Asian cultures. In mathematics Four is the smallest composite number, its proper divisors being and . Four is the sum and product of two with itself: 2 + 2 = 4 = 2 x 2, the only number b such that a + a = b = a x a, which also makes four the smallest squared prime number p^. In Knuth's up-arrow notation, , and so forth, for any number of up arrows. By consequence, four is the only square one more than a prime number, specifically three. The sum of the first four prime numbers two + three + five + seven is the only sum of four consecutive prime numbers that yields an odd prime number, seventeen, which is the fourth super-prime. Four lies between the first proper pair of twin primes, three and five, which are the first two Fermat primes, like seventeen, which is the third. On ...
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