OpenLLM-France/wikimedia huggingface dataset:
# Pedro Erquicia

Pedro Erquicia López de Montenegro (24 March 1943 – 20 April 2018) was a Spanish journalist and news anchor.
He joined Televisión Española in July 1965 where he developed most of his television career. The first television program that he presented was Panorama de Actualidad from 1968 until 1970 and TVE's newscast Telediario (1972–1973).
In 1973 Erquicia created one of the longest running programs in Spanish television: Informe Semanal, which resumes the news and affairs of the last seven days (Based upon CBS's 60 Minutes). He directed it until 1978 and anchored it from 1976 until 1978. It was at that time when he had to cover the attempted coup d'état perpetrated on 23 February 1981 and record the message to the Nation of King Juan Carlos I.
In 1987 he was fired by TVE and later he joined the then recently created public broadcaster Telemadrid.
In 1990 Erquicia returned to TVE when he was hired to direct and anchor Documentos TV and from 1996 until 2007 he was in charge of the Direction of Programs of Current Affairs and Investigation.
In April 2008 Erquicia reached retirement. He died on 20 April 2018 in Madrid, after suffering a long illness.

## Awards

* Antena de Oro (1973) for Informe Semanal
* Premio Ondas (1975) for Informe Semanal
# Journal of Hypertension

Journal of Hypertension is a peer-reviewed medical journal published by Lippincott Williams & Wilkins that was established in 1982. It is the official journal of the International Society of Hypertension and the European Society of Hypertension. The journal is published monthly and includes primary papers, reviews, special reports, and letters.
Since 2021, the editor-in-chief is Anthony M. Heagerty (Manchester, United Kingdom). From 2018 to 2021, the EIC was Giuseppe Mancia. According to the Journal Citation Reports, the journal has a 2020 impact factor of 4.844.
# Beach volleyball at the 2007 Pan American Games

The beach volleyball tournaments at the 2007 Pan American Games were held from 16 to 22 July 2007 at the Arena de Copacabana, in Rio de Janeiro, Brazil.

## Medal summary
### Medal table
#### Key

* Host nation (Brazil)
| Rank | Nation | Gold | Silver | Bronze | Total |
| 1 | Brazil* | 2 | 0 | 0 | 2 |
| 2 | Cuba | 0 | 1 | 1 | 2 |
| 3 | United States | 0 | 1 | 0 | 1 |
| 4 | Mexico | 0 | 0 | 1 | 1 |
| Totals (4 entries) | Totals (4 entries) | 2 | 2 | 2 | 6 |

## Men's tournament

| Rank | Final ranking |
| | Emanuel Rego and Ricardo Santos (BRA) |
| | Ty Loomis and Hans Stolfus (USA) |
| | Francisco Álvarez and Leonel Munder (CUB) |
| 4. | Jason Kruger and Wes Montgomery (CAN) |
| 5. | Lombardo Ontiveros and Ulises Ontiveros (MEX) |
| 5. | Fabio Dalmas and Nicolas Zanotta (URU) |
| 5. | Marcelo Araya and Jonathan Guevara (CRC) |
| 5. | Joaquín Acosta and Joseph Gil (PUR) |
| 9. | Jackson Henríquez and Igor Hernández (VEN) |
| 9. | Juan Carlos Chamy and Mauricio Recabarren (CHI) |
| 9. | Jeovanny Medrano and David Vargas (ESA) |
| 9. | Fabio Perez and Pablo Suarez (ARG) |
| 13. | Julio Bardales García and Daniel Maldonado (ECU) |
| 13. | Rafael Cabrales and Diego Naranjo (COL) |
| 13. | Winston Calderon and Francisco Castro (NCA) |
| 13. | Jorge Bolaños and José Gonzales (GUA) |

## Women's tournament

| Rank | Final ranking |
| | Juliana Felisberta and Larissa França (BRA) |
| | Dalixia Fernández and Tamara Larrea (CUB) |
| | Bibiana Candelas and Mayra García (MEX) |
| 4. | Marie-Andree Lessard and Sarah Maxwell (CAN) |
| 5. | Karina Cardoza and Mariana Guerrero (URU) |
| 5. | Karina Hernández and Mercedes Mena (ECU) |
| 5. | Angie Akers and Brooke Hanson (USA) |
| 5. | Andrea Galindo and Claudia Galindo (COL) |
| 9. | Laura Molina and Yvonne Soler (ESA) |
| 9. | Heissell Carcache and Heidy Rostrán (NCA) |
| 9. | Nathalia Alfaro and Ingrid Morales (CRC) |
| 9. | María Orellana and Anna Ramírez (GUA) |
| 13. | Maria Elena Evangelista and Jana Ortíz (ARG) |
| 13. | Wilmerys Muñoz and Orquidea Vera (VEN) |
| 13. | Nancy Joseph and Elki Philip (TRI) |
| 13. | Annia Ruiz and Yamileska Yantín (PUR) |
# Guillermo Burgos

Guillermo José Burgos Viguera (born 19 August 1977) is a Chilean former professional footballer who played as a goalkeeper.

## Club career

Born in Temuco, Chile, Burgos played football at amateur level for Club Campos Deportivos and the University of La Frontera team in his country of birth. In 2002, he went to Andorra to visit a sister and stayed at the country after he was invited to play football, joining UE Sant Julià. After winning the 2008–09 Primera Divisió, he took part in the 2009–10 UEFA Champions League, becoming the first Chilean goalkeeper who has played at the tournament, before Claudio Bravo. In his second stint with Sant Julià, he coincided with his compatriot Juan José Bernales,
He also played for FC Andorra in the Primera Catalana, and for CE Principat and FC Santa Coloma in the Andorran Primera Divisió.

## Coaching career

In Chile, he graduated as a PE teacher at the University of La Frontera and in Europa he graduated as a football manager.
At the same time he was a player of UE Sant Julià, he worked as fitness and goalkeeping coach of the first team as well as coach of the youth ranks and the women's team. Then he worked as goalkeeping coach of the Andorra national teams at all levels, even performing as assistant coach of the senior team in the match versus England where Fabio Capello made his debut in 2007.
After a stint as goalkeeping coach of Chilean side Deportes Temuco, he returned to Andorra to go on working in the technical staff of clubs such as UE Sant Julià, Atlètic d'Escaldes and UE Santa Coloma.

## Personal life

He is nicknamed Mito Burgos, a short form of Guillermito (Little Guillermo).
During his first year in Andorra, where he came to take care of his niece, he worked in a shopping center based in Andorra la Vella.

## Honours

UE Sant Julià
* Primera Divisió (2): 2004–05, 2008–09
* Copa Constitució (2): 2008, 2010
* Andorran Supercup (3): 2004, 2009, 2010
FC Santa Coloma
* Primera Divisió (1): 2010–11
* Copa Constitució (1): 2012
# Quotient of a formal language

In mathematics and computer science, the right quotient (or simply quotient) of a language $L_{1}$ with respect to language $L_{2}$ is the language consisting of strings w such that wx is in $L_{1}$ for some string x in $L_{2}$. Formally: $L_{1}/L_{2}=\{w\in \Sigma ^{*}\mid \exists x\in L_{2}\colon \ wx\in L_{1}\}$
In other words, for all the strings in $L_{1}$ that have a suffix in $L_{2}$, the suffix is removed.
Similarly, the left quotient of $L_{1}$ with respect to $L_{2}$ is the language consisting of strings w such that xw is in $L_{1}$ for some string x in $L_{2}$. Formally: $L_{2}\backslash L_{1}=\{w\in \Sigma ^{*}\mid \exists x\in L_{2}\colon \ xw\in L_{1}\}$
In other words, we take all the strings in $L_{1}$ that have a prefix in $L_{2}$, and remove this prefix.
Note that the operands of $\backslash$ are in reverse order: the first operand is $L_{2}$ and $L_{1}$ is second.

## Example

Consider $L_{1}=\{a^{n}b^{n}c^{n}\mid n\geq 0\}$ and $L_{2}=\{b^{i}c^{j}\mid i,j\geq 0\}.$
Now, if we insert a divider into an element of $L_{1}$, the part on the right is in $L_{2}$ only if the divider is placed adjacent to a b (in which case i ≤ n and j = n) or adjacent to a c (in which case i = 0 and j ≤ n). The part on the left, therefore, will be either $a^{n}b^{n-i}$ or $a^{n}b^{n}c^{n-j}$; and $L_{1}/L_{2}$ can be written as $\{\ a^{p}b^{q}c^{r}\ \mid \ p=q\geq r\ \ {\text{or}}\ \ (p\geq q{\text{ and }}r=0)\ \}.$

## Properties

Some common closure properties of the quotient operation include:
* The quotient of a regular language with any other language is regular.
* The quotient of a context free language with a regular language is context free.
* The quotient of two context free languages can be any recursively enumerable language.
* The quotient of two recursively enumerable languages is recursively enumerable.
These closure properties hold for both left and right quotients.
# Patrick Seymour

Patrick Seymour (often credited as Pat Seymour) is a classically trained British songwriter and keyboard player. He has worked as a live and session musician with various artists, and was most notably part of Eurythmics' backing band in the 1980s.
After completing a degree in classical music at Oxford University, he first arrived on the UK music scene as part of the British funk band UK Players, whose debut album No Way Out was released on A&M Records in 1982. Changing record labels to RCA in 1983 brought him into contact with the RCA duo Eurythmics, who he joined as keyboard player for their world tour in 1984. He continued to record and tour with Eurythmics until the end of the decade, and also co-wrote tracks for their albums Revenge (1986) and We Too Are One (1989) as well as collaborating with Eurythmics' Dave Stewart on the Lily Was Here soundtrack (1989).
Seymour's other collaborations include:
* The Pretenders - Get Close
* Mick Jagger - Primitive Cool
* Bob Dylan - Knocked Out Loaded
* Culture Club - Colour By Numbers
* Daryl Hall - Three Hearts in the Happy Ending Machine
* Belinda Carlisle - Live Your Life Be Free
* Bob Geldof - Deep in the Heart of Nowhere
* Kiki Dee - Angel Eyes
Seymour composed the song "Sleep Like a Child" that was recorded by Joss Stone for her 2004 album Mind Body & Soul. He was also co-writer of the 1989 Shakespears Sister hit "You're History".
He has also composed music scores for film and television, including Anne Rice's Feast of All Saints, The Simian Line, Me and Isaac Newton, The Johnsons, and also arranged and conducted the music score by Badly Drawn Boy for the film About a Boy.
# Reedtown

Reedtown may refer to:
* Reedtown, Ohio, an unincorporated community in Seneca County
* Reedtown, Virginia, an unincorporated community in Northampton County
# Alberto Alvarado Arámburo

Alberto Andrés Alvarado Arámburo (4 February 1925 – 14 February 1996) was a Mexican politician who served as the Governor of Baja California Sur from 1981 to 1987. A member of the Institutional Revolutionary Party (PRI), he succeeded his cousin, Angel César Mendoza Arámburo, as governor. He also served as a Senator and a federal deputy. He was shot and killed in Mexico City in 1996 during an attempted robbery.
There is a locality in Mulegé Municipality named after him.
# Albertatherium

Albertatherium (meaning "beast of Alberta") is an extinct genus of alphadontid metatherians that lived during the Late Cretaceous of North America. The genus contains two species, Albertatherium primus (the type species), and Albertatherium secundus. Fossils have been found in the Eagle Formation of Montana and the Milk River Formation of Alberta.

## Taxonomy

Albertatherium is a member of the Alphadontidae, an extinct family of metatherians closely related to marsupials. Recent phylogenetic studies group it with other northern non-marsupial metatherians such as Alphadon and Turgidodon. A 2016 phylogenetic analysis is shown below.
# Isabel Clark Ribeiro

Isabel Clark Ribeiro (born 24 October 1976) is a snowboarder from Brazil. She competed in the 2006 Winter Olympics, 2010 Winter Olympics and 2014 Winter Olympics in snowboard cross.
In Turin 2006 she made her Olympic debut and achieved the best Brazilian result to that date in Winter Olympics, as she ranked the 9th position in the Snowboard Cross event. Clark was Brazil's flag bearer during the 2010 Winter Olympics opening ceremony. She qualified for the 2018 Winter Olympics but was injured in an accident during a training session the day before the competition.
# Ana María Ortiz

Ana María Ortiz (born 1989) is a Bolivian model and beauty pageant titleholder who was Bolivia's delegate to Miss World 2006.
She was born in Beni in northern Bolivia. She studied political science.
She entered the 2006 contest with Desiree Durán Morales.
# Galileo's law of odd numbers

In classical mechanics and kinematics, Galileo's law of odd numbers states that the distance covered by a falling object in successive equal time intervals is linearly proportional to the odd numbers. That is, if a body falling from rest covers a certain distance during an arbitrary time interval, it will cover 3, 5, 7, etc. times that distance in the subsequent time intervals of the same length. This mathematical model is accurate if the body is not subject to any forces besides uniform gravity (for example, it is falling in a vacuum in a uniform gravitational field). This law was established by Galileo Galilei who was the first to make quantitative studies of free fall.

## Explanation
### Using a speed-time graph

The graph in the figure is a plot of speed versus time. Distance covered is the area under the line. Each time interval is coloured differently. The distance covered in the second and subsequent intervals is the area of its trapezium, which can be subdivided into triangles as shown. As each triangle has the same base and height, they have the same area as the triangle in the first interval. It can be observed that every interval has two more triangles than the previous one. Since the first interval has one triangle, this leads to the odd numbers.

### Using the sum of first n odd numbers

From the equation for uniform linear acceleration, the distance covered $s=ut+{\tfrac {1}{2}}at^{2}$ for initial speed $u=0,$ constant acceleration $a$ (acceleration due to gravity without air resistance), and time elapsed $t,$ it follows that the distance $s$ is proportional to $t^{2}$ (in symbols, $s\propto t^{2}$), thus the distance from the starting point are consecutive squares for integer values of time elapsed. The middle figure in the diagram is a visual proof that the sum of the first $n$ odd numbers is $n^{2}.$ In equations:
    1= 1= 1$^2$ 1 + 3= 4= 2$^2$ 1 + 3 + 5= 9= 3$^2$ 1 + 3 + 5 + 7= 16= 4$^2$ 1 + 3 + 5 + 7 + 9= 25= 5$^2$
That the pattern continues forever can also be proven algebraically: ${\begin{aligned}\sum _{k=1}^{n}(2\,k-1)&={\frac {1}{2}}\,\left(\sum _{k=1}^{n}(2\,k-1)+\sum _{k=1}^{n}(2\,(n-k+1)-1)\right)\\&={\frac {1}{2}}\,\sum _{k=1}^{n}(2\,(n+1)-1-1)\\&=n^{2}\end{aligned}}$
To clarify this proof, since the $n$th odd positive integer is $m\,\colon =\,2n-1,$ if $S\,\colon =\,\sum _{k=1}^{n}(2\,k-1)\,=\,1+3+\cdots +(m-2)+m$ denotes the sum of the first $n$ odd integers then ${\begin{alignedat}{4}S+S&=\;\;1&&+\;\;3&&\;+\cdots +(m-2)&&+\;\;m\\&+\;\;m&&+(m-2)&&\;+\cdots +\;\;3&&+\;\;1\\&=\;(m+1)&&+(m+1)&&\;+\cdots +(m+1)&&+(m+1)\quad {\text{}n{\text{ terms)}}\\&=\;n\,(m+1)&&&&&&&&\\\end{alignedat}}$ so that $S={\tfrac {1}{2}}\,n\,(m+1).$ Substituting $n={\tfrac {1}{2}}(m+1)$ and $m+1=2\,n$ gives, respectively, the formulas $1+3+\cdots +m\;=\;{\tfrac {1}{4}}(m+1)^{2}\quad {\text{ and }}\quad 1+3+\cdots +(2\,n-1)\;=\;n^{2}$ where the first formula expresses the sum entirely in terms of the odd integer $m$ while the second expresses it entirely in terms of $n,$ which is $m$'s ordinal position in the list of odd integers $1,3,5,\ldots .$
# John Kelley

John, Jack, or Johnny Kelley may refer to:

## Sports

* Jack Kelley (ice hockey) (1927–2020), American ice hockey coach
* John Kelley (ice hockey) (1907–1986), American ice hockey player
* John J. Kelley (1930–2011), American runner, winner of the 1957 Boston Marathon; "Kelley the Younger"
* Johnny Kelley (1907–2004), American runner, winner of the 1935 and 1945 Boston Marathons; "Kelley the Elder"

## Other

* John Kelley (criminal), reputed mobster who was an associate of the Patriarca crime family
* John C. Kelley, American television writer and producer
* John Edward Kelley (1853–1941), U.S. Representative from South Dakota
* John L. Kelley (1916–1999), American mathematician
* John William Kelley (born 1963), American serial killer
* Jack Kelley (journalist), USA Today reporter
* John Kelley (Medal of Honor), Irish-born recipient of the Medal of Honor
# John Hurt Fisher

John Hurt Fisher (October 26, 1919 – February 17, 2015) was an American literary scholar, English professor, and medievalist, who specialized in the study of Geoffrey Chaucer and John Gower.

## Early life and education

John Hurt Fisher was born in 1919 in Lexington, Kentucky. His father was Commodore Bascom Fisher, a schoolteacher, and his mother was Franke (née Sheddan) Fisher.
Fisher grew up and attended elementary school in Iran, where his father served as an educational missionary for the United Presbyterian Church. He received his B.A. from Maryville College in Tennessee (1940), and his M.A. and Ph.D. degrees from the University of Pennsylvania (1942, 1945).

## Career

Fisher's first teaching appointment was as an assistant at the University of Pennsylvania (1942–45). After receiving his Ph.D. he taught at New York University (1945–55, 1962–72); Duke University (1955–60); Indiana University (1960–62). From 1972 to 1988 he was the John C. Hodges Professor of English at the University of Tennessee (1972–88), and was the head of their English Department from 1976 to 1978. He was a visiting professor at New York University in 1990 and at University of Texas at San Antonio in 1996.
He served as executive secretary and president of the Modern Language Association; as executive secretary he was involved in the visa application process for Carlos Fuentes, who had been denied entrance to the U.S., and was instrumental in the foundation of the Association of Departments of English. He was president of the New Chaucer Society, which he co-founded in 1974. He was a Fellow of the Medieval Academy of America and was elected vice-president (1985–86) and president (1987); he also served as President of the Fellows (1993–1996).
The South Atlantic Modern Language Association has an award in his honor, as does the John Gower Society. Loyola University Chicago awarded him an L.H.D. in 1970, and Middlebury College a Litt.D. in that same year. He was made a Professor Emeritus at the University of Tennessee. Joseph Trahern edited a Festschrift in his honor, Standardizing English: Essays in the History of the English Language in Honor of John Hurt Fisher (University of Tennessee Press, 1989).

## Scholarly contributions

Fisher contributed greatly to the study of Chaucer and Gower. He is one of the critics to argue that Chaucer's The Wife of Bath's Tale is based on Gower's The Tale of Florent. His John Gower, Moral Philosopher and Friend of Chaucer (1964) was described as a "definitive life" and a "landmark work".

## Selected bibliography

* The Tretyse of Loue (EETS old series 223, 1955)
* John Gower, Moral Philosopher and Friend of Chaucer (1963)
* The Complete Poetry and Prose of Chaucer (1977; third edition, with Mark Allen, 2012)
* The Importance of Chaucer (1992)
* The Emergence of Standard English (1996)
* "The Wife of Bath's Prologue and Tale" (2012), edited for the Variorum Chaucer with Mark Allen

## Personal life

Fisher married Jane Elizabeth Law in 1942; they had one son and two daughters. He died in Knoxville, Tennessee, at the age of 95 in 2015.
# Aldford Lodge

Aldford Lodge consists of a pair of cottages at the Aldford entrance to Eaton Hall, Cheshire, England. It is recorded in the National Heritage List for England as a designated Grade II listed building.

## History

The National Heritage List for England states that the design was probably by Alfred Waterhouse. However Edward Hubbard, in his biography of John Douglas, gives a firm attribution to Douglas as the architect. The authors of the Buildings of England series also attribute the design to Douglas. The lodge was built in 1877–79 for the 1st Duke of Westminster.

## Architecture

The lodge is built in brick with stone banding and dressings on a stone plinth in 1½ storeys. It is roofed with red tiles. It has two gables, each with pargeting decorated with foliated geometric patterns. The windows have moulded stone surrounds; those on the ground floor have camber arches and on the upper floor the window arches are semicircular. Over the doors are Tudor style arches. The whole building is irregularly shaped and this is emphasised by the addition of buttresses.
# Guillermo Bredeston

Guillermo Juan Bredeston (24 August 1933 – 28 July 2018) was an Argentine stage, television and film actor.

## Selected filmography

* Pobres habrá siempre (1958)
* The Dragonfly Is Not an Insect (1963)
* Deliciously Amoral (1969)
# Patrick Shanahan (Medal of Honor)

Patrick Shanahan (November 6, 1867 – December 7, 1937) was a United States Navy sailor who received the Medal of Honor. He was presented the medal on 7 April 1901 while serving on the USS Essex. (Logbook 46 of USS Essex, NA, Washington DC)

## Biography

Shanahan was born in Ireland, emigrated to the United States and enlisted in the U.S. Navy 1892.
In 1899 he was a chief boatswain's mate on the USS Alliance when he rescued another sailor from drowning. For this action, he was awarded the Medal of Honor.
He was warranted to boatswain on March 11, 1902, and promoted to chief boatswain on March 11, 1908. During World War I, he received a temporary promotion to lieutenant on July 1, 1918.
He retired from the Navy in 1922 and died in 1937. He is buried in Arlington National Cemetery.

## Medal of Honor citation

Rank and organization: Chief Boatswain's Mate, U.S. Navy. Born: November 6, 1867, Ireland. Accredited to: New York. G.O. No.: 534, November 29, 1899.
Citation:
   On board the U.S.S. Alliance, 28 May 1899. Displaying heroism, Shanahan rescued William Steven, quartermaster, first class, from drowning.
# Reeds–Sloane algorithm

The Reeds–Sloane algorithm, named after James Reeds and Neil Sloane, is an extension of the Berlekamp–Massey algorithm, an algorithm for finding the shortest linear-feedback shift register (LFSR) for a given output sequence, for use on sequences that take their values from the integers mod n.
# Cycloramphus eleutherodactylus

Cycloramphus eleutherodactylus is a species of frog in the family Cycloramphidae. It is endemic to the Serra do Mar in southeastern Brazil, including the Serra dos Órgãos, Serra da Mantiqueira, and Serra da Bocaina. Common name Alto button frog has been coined for it.

## Description

Adult males measure 36–38 mm (1.4–1.5 in) and adult females 35–42 mm (1.4–1.7 in) in snout–vent length. The snout is almost semicircular from above and rounded in profile. No tympanum is externally visible. The supratympanic fold is weak. The finger and toe tips are slightly swollen but have no discs. Fingers are without webbing and usually without fringes; the toes have neither. The dorsum is black with small light green spots on the body and bands on limbs. The venter is black with white dots, particularly on the throat and chest. The iris is bronzy brown and has several pale blue-gray areas radiating down below pupil.

## Habitat and conservation

Cycloramphus eleutherodactylus is a strict forest inhabitant found at elevations of 100–1,100 m (330–3,610 ft) above sea level. It lives on the ground and is usually not associated with water. It is typically found at night on ground and in tree stumps, but has also been found under stones and logs during daytime. Presumably, reproduction is by terrestrial larval development.
Cycloramphus eleutherodactylus is a very cryptic species that is difficult to study but might be common. It is locally threatened by habitat loss caused by infrastructure development. Its range, however, includes many protected areas.