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Arraiolos Stitch
Arraiolos () is a municipality in Évora District in Portugal. The population in 2011 was 7,363, in an area of 683.75 km2. The town of Arraiolos has 3,351 inhabitants. The present Mayor is Silvia Pinto, elected by the Unitary Democratic Coalition. The town is famous for its castle and its embroidered wool rugs and carpets. Arraiolos rugs have been made since the Middle Ages.Fleming, John & Hugh Honour. (1977) ''The Penguin Dictionary of Decorative Arts. '' London: Allen Lane, p. 35. In October 2003, Jorge Sampaio, the then President of Portugal, invited the Presidents of Finland, Germany, as well as of soon-to-be EU members Hungary, Latvia and Poland to Arraiolos in order to discuss the consequences of the 2004 enlargement of the European Union and plans for a Constitution for Europe. Subsequent meetings of non-executive presidents of European Union member states have been dubbed '' Arraiolos meetings''. History A hoard of prehistoric objects, including a trapezoid-shap ...
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Alentejo
Alentejo ( , ) is a geographical, historical, and cultural region of south–central and southern Portugal. In Portuguese, its name means "beyond () the Tagus river" (''Tejo''). Alentejo includes the regions of Alto Alentejo and Baixo Alentejo. It corresponds to the districts of Beja, Évora, Portalegre, and Alentejo Litoral. Its main cities are Évora, Beja, Sines, Serpa, Estremoz, Elvas, and Portalegre. It has borders with Beira Baixa in the north, with Spain ( Andalucia and Extremadura) in the east, Algarve in the south, and the Atlantic Ocean, Ribatejo, and Estremadura in the west. Alentejo is a region known for its traditional polyphonic singing groups, similar to those found in Tuscany, Corsica, and elsewhere. History The comarca of the Alentejo became the Alentejo Province, divided into upper (Alto Alentejo Province) and lower (Baixo Alentejo Province) designations. The modern NUTS statistical region, Alentejo Region, was expropriated from the medieval ...
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Arraiolos Meeting
The Arraiolos Group is an informal meeting of Presidents of parliamentary and semi-presidential European Union member states, held roughly once in a year. A political forum for the heads of state of parliamentary republics and also some semi-presidential republics (as opposed to constitutional monarchies or countries governed by a presidential system) whose role, according to the respective constitutions, may range from being significantly executive to largely ceremonial. It deals with questions and problems concerning the current state and future development of the EU as well as how to approach the challenges of globalisation. The name is derived from the small Portuguese town of Arraiolos, where the first meeting took place in 2003. Jorge Sampaio, then the President of Portugal, had invited the presidents of Finland, Germany, as well as of soon-to-be EU members Hungary, Latvia and Poland to discuss the consequences of the 2004 enlargement of the European Union and plans for a ...
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Arraiolos
Arraiolos () is a municipality in Évora District in Portugal. The population in 2011 was 7,363, in an area of 683.75 km2. The town of Arraiolos has 3,351 inhabitants. The present Mayor is Silvia Pinto, elected by the Unitary Democratic Coalition. The town is famous for its castle and its embroidered wool rugs and carpets. Arraiolos rugs have been made since the Middle Ages.Fleming, John & Hugh Honour. (1977) ''The Penguin Dictionary of Decorative Arts. '' London: Allen Lane, p. 35. In October 2003, Jorge Sampaio, the then President of Portugal, invited the Presidents of Finland, Germany, as well as of soon-to-be EU members Hungary, Latvia and Poland to Arraiolos in order to discuss the consequences of the 2004 enlargement of the European Union and plans for a Constitution for Europe. Subsequent meetings of non-executive presidents of European Union member states have been dubbed '' Arraiolos meetings''. History A hoard of prehistoric objects, including a trapezoid-shaped ...
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Francisco José Caeiro
Francisco José Caeiro (Arraiolos, Vimieiro, 6 March 1890 – Lisbon, 24 May 1976) was a Portuguese politician and former Minister and law professor. Background He was the son of Faustino José Caeiro and wife Emília Augusta da Conceição, both born and married in Arraiolos, Vimieiro; paternal grandson of Francisco José Caeiro and wife Rosa Maria, and maternal grandson of Manuel da Rosa de Brito and wife Emília da Conceição. Career He was a Licentiate and a Cathedratic Professor of Law from the Faculty of Law of the University of Coimbra. He started his career as a lawyer. He was Counselor, Minister and the 4th Attorney-General of the Republic. He was the Proprietor of the Palace of the Farm in Azaruja. Family He married in Lisbon on 11 June 1921 to Deolinda de Sousa de Lima Ferreira da Gama (Vila do Conde, São Simão da Junqueira, 8 August 1895 –), daughter of Aníbal Ferreira da Gama, born in Vale de Espinhal, and wife Deolinda de Sousa de Lima; they ha ...
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Joaquim Heliodoro Da Cunha Rivara
Joaquim Heliodoro da Cunha Rivara (23 June 1809 – 20 February 1879) was a Portuguese physician, professor, intellectual and politician. He excelled as a scholar of the history of the Portuguese presence in India and as a champion of the Konkani language. Life in Portugal Joaquim Heliodoro da Cunha Rivara was born in Arraiolos, eldest son of António Francisco Rivara and Maria Isabel da Cunha Feio Castelo Branco. His father was a doctor of Genoese origin, and was a student at Casa Pia de Lisboa, while his mother was of Spanish origin. After preparatory studies in Évora, where he studied languages and humanities, and courses in Mathematics and Philosophy at the University of Coimbra, where he enrolled in the year 1824, he moved in 1827 to the course of medicine at the same university, graduating in the year 1836. Suspension of classes as a result of the Portuguese Civil War (1828–1834) delayed his graduation. However, he was not attracted to clinical practice and therefor ...
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Diário Da República
The ''Diário da República'' (DR) is the official gazette of Portugal. Between 1869 and 1976, it was called the ''Diário do Governo''. It is published by the National Printing House and comprises two series. Laws, decree-laws, decisions by the Constitutional Court and other relevant texts are published in the I Series. Regulations, public contracts, etc. are published in the II Series. As in many countries, legislative texts are only binding after publication (article 119 of the Portuguese Constitution). Since July 1, 2006, the gazette is published in electronic form, with only a handful of authenticated printed copies (for deposit in the National Archive, the Presidency, the Assembleia da República, the high courts, etc.). There were other changes, such as the end of the III Series. It is possible to buy the printed version of the I Series. ''Diário da República Electrónico'' is the public service of universal and free access. It requires a PDF viewer. Users can se ...
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Freguesia (Portugal)
''Freguesia'' (), usually translated as "parish" or "civil parish", is the third-level administrative subdivision of Portugal, as defined by the 1976 Constitution. It is also the designation for local government jurisdictions in the former Portuguese overseas territories of Cape Verde and Macau (until 2001). In the past, was also an administrative division of the other Portuguese overseas territories. The ''parroquia'' in the Spanish autonomous communities of Galicia and Asturias is similar to a ''freguesia''. A ''freguesia'' is a subdivision of a ''município'' (municipality). Most often, a parish takes the name of its seat, which is usually the most important (or the single) human agglomeration within its area, which can be a neighbourhood or city district, a group of hamlets, a village, a town or an entire city. In cases where the seat is itself divided into more than one parish, each one takes the name of a landmark within its area or of the patron saint from the usually co ...
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Vendas Novas
Vendas Novas () is a municipality in the District of Évora in Portugal. The population in 2011 was 11,846, in an area of 222.39 km2. The city has 10,235 inhabitants. The present Mayor is Luís Dias, elected by the Socialist Party. The municipal holiday is September 7. History A hoard of prehistoric objects, including two trapezoid-shaped plaques with geometric designs, was found underneath a hill by labourers in the mid nineteenth century during the construction of the railway line between Vendas Novas and Beja. They are since 1862 kept at the British Museum. Parishes Administratively, the municipality is divided into 2 civil parishes (''freguesias ''Freguesia'' (), usually translated as "parish" or "civil parish", is the third-level administrative subdivision of Portugal, as defined by the 1976 Constitution. It is also the designation for local government jurisdictions in the former Port ...''): * Landeira * Vendas Novas Notable people * Ricardo Pessoa (born 1 ...
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British Museum
The British Museum is a public museum dedicated to human history, art and culture located in the Bloomsbury area of London. Its permanent collection of eight million works is among the largest and most comprehensive in existence. It documents the story of human culture from its beginnings to the present.Among the national museums in London, sculpture and decorative and applied art are in the Victoria and Albert Museum; the British Museum houses earlier art, non-Western art, prints and drawings. The National Gallery holds the national collection of Western European art to about 1900, while art of the 20th century on is at Tate Modern. Tate Britain holds British Art from 1500 onwards. Books, manuscripts and many works on paper are in the British Library. There are significant overlaps between the coverage of the various collections. The British Museum was the first public national museum to cover all fields of knowledge. The museum was established in 1753, largely b ...
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Tumulus
A tumulus (plural tumuli) is a mound of earth and stones raised over a grave or graves. Tumuli are also known as barrows, burial mounds or ''kurgans'', and may be found throughout much of the world. A cairn, which is a mound of stones built for various purposes, may also originally have been a tumulus. Tumuli are often categorised according to their external apparent shape. In this respect, a long barrow is a long tumulus, usually constructed on top of several burials, such as passage graves. A round barrow is a round tumulus, also commonly constructed on top of burials. The internal structure and architecture of both long and round barrows has a broad range; the categorization only refers to the external apparent shape. The method of may involve a dolmen, a cist, a mortuary enclosure, a mortuary house, or a chamber tomb. Examples of barrows include Duggleby Howe and Maeshowe. Etymology The word ''tumulus'' is Latin for 'mound' or 'small hill', which is derived fr ...
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Geometric
Geometry (; ) is, with arithmetic, one of the oldest branches of mathematics. It is concerned with properties of space such as the distance, shape, size, and relative position of figures. A mathematician who works in the field of geometry is called a '' geometer''. Until the 19th century, geometry was almost exclusively devoted to Euclidean geometry, which includes the notions of point, line, plane, distance, angle, surface, and curve, as fundamental concepts. During the 19th century several discoveries enlarged dramatically the scope of geometry. One of the oldest such discoveries is Carl Friedrich Gauss' ("remarkable theorem") that asserts roughly that the Gaussian curvature of a surface is independent from any specific embedding in a Euclidean space. This implies that surfaces can be studied ''intrinsically'', that is, as stand-alone spaces, and has been expanded into the theory of manifolds and Riemannian geometry. Later in the 19th century, it appeared that geome ...
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Trapezoid
A quadrilateral with at least one pair of parallel sides is called a trapezoid () in American and Canadian English. In British and other forms of English, it is called a trapezium (). A trapezoid is necessarily a convex quadrilateral in Euclidean geometry. The parallel sides are called the ''bases'' of the trapezoid. The other two sides are called the ''legs'' (or the ''lateral sides'') if they are not parallel; otherwise, the trapezoid is a parallelogram, and there are two pairs of bases). A ''scalene trapezoid'' is a trapezoid with no sides of equal measure, in contrast with the special cases below. Etymology and ''trapezium'' versus ''trapezoid'' Ancient Greek mathematician Euclid defined five types of quadrilateral, of which four had two sets of parallel sides (known in English as square, rectangle, rhombus and rhomboid) and the last did not have two sets of parallel sides – a τραπέζια (''trapezia'' literally "a table", itself from τετράς (''tetrás'' ...
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