OpenLLM-France/wikimedia huggingface dataset:
# Sean Ellis

Sean Ellis (born 1970) is a British film director, writer, producer and fashion photographer. He is best known for his films Cashback (2004), The Broken (2008), the Tagalog-language film Metro Manila (2013), and Anthropoid (2016).

## Career

In 2006, he was nominated for an Academy Award in the category "Best Short Film, Live Action" for his film, Cashback. The feature film was produced more than a year after the original 2004 short film was completed. Following a decision in December 2005 to proceed with the feature, Ellis completed the expanded script in seven days. After getting commitments from his cast in March, he secured financing and the film went into production in May. This schedule was exceedingly condensed by modern filmmaking standards.
His next major film, The Broken, premiered on 18 January 2008 as part of the 2008 Sundance Film Festival. It also was the first choice in Horrorfest 2009 and was part of the 2008 Sitges Film Festival.
In 2011, he published the photography book Kubrick the Dog, which he began compiling as a way to deal with his dog's death from canine lymphoma.
Ellis resides in London, England.

## Awards

Metro Manila picked up three trophies at the 2013 British Independent Film Awards, taking Best British Independent Film, Best Director for Sean Ellis and Best Achievement in Production.

## Filmography

| Year | Title | Notes |
| 2001 | Left Turn | — |
| 2004 | Cashback | Nominated: Academy Award (Best Short Film, Live Action) Won: Bermuda International Film Festival (Best Narrative Feature) Won: Brest European Short Film Festival (Grand Prix) Won: Chicago International Film Festival (Best Short Film) Won: Tribeca Film Festival (Best Narrative Short) |
| 2005 | Selected Shorts#2: European Award Winners | — |
| 2008 | The Broken | Nominated: Catalan International Film Festival (Best Film) |
| 2008 | Voyage d'affaires (The Business Trip) | Won: Fuji Short Film Award (Best Short Film) Nominated: British Academy Film Award (Best Short Film) Nominated: BAFTA Award (Best Short Film) |
| 2013 | Metro Manila | Won: British Independent Film Awards (Best Director) Won: British Independent Film Awards (Best British Film) Won: British Independent Film Awards (Achievement in Production) Nominated: BAFTA Award (Best international Film) |
| 2016 | Anthropoid | Nominated: 2016 Czech Lion Awards (Best Film) Nominated: 2016 Czech Lion Awards (Best Director) Nominated: 2016 Czech Lion Awards (Cinematography) |
| 2021 | The Cursed | Nominated: Camerimage Golden Frog for outstanding Cinematography Nominated: Catalan International Film Festival (Best Film) Nominated: Festival international du film fantastique de Gérardmer (Best Film) |
| 2024 | The Cut | — |
# The Revenant Juke: A Collection of Fables and Farce

The Revenant Juke: A Collection of Fables and Farce is a box set by the American rock band Primus, released in 2022 in collaboration with Third Man Records. It was distributed exclusively through the Third Man Vault Program subscription service.

## Background and contents

The box set consists of six 7" vinyl records; each contains two tracks and corresponds to one of Primus' first six studio albums. Original sleeve artwork for each record in the set was drawn by Adam Gates, who has also done previous work with the band.

## Track listing

Disc one
Disc two
Disc three
Disc four
Disc five
Disc six
# Setec

Setec may refer to:
* Setec (Company of Finland), the former Bank of Finland's banknote printer.
* Société d'études techniques et économiques, a French engineering company.
# Gouaux

Gouaux is a commune in the Hautes-Pyrénées department in south-western France.
# Baker River

Baker River may refer to one of the following rivers:
In Canada:
In Chile:
In the United States:
* Baker River (New Hampshire)
* Baker River (Washington)
# Masoli Dam

Masoli Dam, is an earthfill dam on the Masoli river near Gangakhed, Parbhani district in the state of Maharashtra in India.

## Specifications

The height of the dam above the lowest foundation is 24.84 m (81.5 ft) while the length is 1,086 m (3,563 ft). The volume content is 626 km$^3$ (150 cu mi) and gross storage capacity is 34,080.00 km$^3$ (8,176.23 cu mi).

## Purpose

* Irrigation
# Sobolev orthogonal polynomials

In mathematics, Sobolev orthogonal polynomials are orthogonal polynomials with respect to a Sobolev inner product, i.e. an inner product with derivatives.
By having conditions on the derivatives, the Sobolev orthogonal polynomials in general no longer share some of the nice features that classical orthogonal polynomials have.
Sobolev orthogonal polynomials are named after Sergei Lvovich Sobolev.

## Definition

Let $\mu _{0},\mu _{1},\dots ,\mu _{n}$ be positive Borel measures on $\mathbb {R}$ with finite moments. Consider the inner product
    $\langle p_{r},p_{s}\rangle _{W^{n,2}}=\int _{\mathbb {R} }p_{r}(x)p_{s}(x)\;\mathrm {d} \mu _{0}+\sum \limits _{k=1}^{n}\int _{\mathbb {R} }p_{r}^{(k)}(x)p_{s}^{(k)}(x)\;\mathrm {d} \mu _{k}$
and let $W^{n,2}$ be the corresponding Sobolev space. The Sobolev orthogonal polynomials $\{p_{n}\}_{n\geq 0}$ are defined as
    $\langle p_{n},p_{s}\rangle _{W^{n,2}}=c_{n}\delta _{n,s}$
where $\delta _{n,s}$ denotes the Kronecker delta. One says that these polynomials are sobolev orthogonal.

## Explanation

* Classical orthogonal polynomials are Sobolev orthogonal polynomials, since their derivatives are also orthogonal polynomials.
* Sobolev orthogonal polynomials in general are no longer commutative in the multiplication operator with respect to the inner product, i.e.
       $\langle xp_{n},p_{s}\rangle _{W^{n,2}}\neq \langle p_{n},xp_{s}\rangle _{W^{n,2}}$
    Consequently neither Favard's theorem, the three term recurrence or the Christoffel-Darboux formula hold. There exist however other recursion formulas for certain types of measures.
* There exist a lot of literature for the case $n=1$.

## Literature

* Marcellán, Francisco; Xu, Yuan (2015). "On Sobolev orthogonal polynomials". Expositiones Mathematicae. 33 (3): 308–352. arXiv:1403.6249.
* Marcellán, Francisco; Moreno-Balcázar, Juan (2017). "WHAT IS... a Sobolev Orthogonal Polynomial?". Notices of the American Mathematical Society. 64: 873–875. doi:10.1090/noti1562.
# The Moira, or Mystery of the Bush

Moira, or The Mystery of the Bush is a 1912 Australian silent film directed by Alfred Rolfe.
It is considered a lost film.
It may also be known as Call of the Bush.
Charles Woods appeared as a lecturer accompanying the film.

## Plot

Some aboriginals steal a child in rural Australia. Fifteen years later the father of the girl discovers her although he does not know who she is at first. Eventually the two are reunited.
Chapter headings:
* blacks attack the camp
* murder
* kidnapped
* given up for dead
* beautiful white girl in the bush
* escape in the canoe
* Moira at the mining camp
* Ralph's return to Sydney
* meets with accident at Darling Point Road
* father and reunited

## Cast

* Charles Villiers
# Sessrúmnir

In Norse mythology, Sessrúmnir (Old Norse "seat-room" or "seat-roomer") is both the goddess Freyja's hall located in Fólkvangr, a field where Freyja receives half of those who die in battle (Odin takes the other half to Valhalla), and also the name of a ship. Both the hall and the ship are attested in the Prose Edda, written in the 13th century by Snorri Sturluson. Scholarly theories have been proposed regarding a potential relation between the hall and the ship.

## Attestations

Sessrúmnir is specifically referred to as a hall in chapter 24 of the Prose Edda book Gylfaginning. After describing Fólkvangr, High tells Gangleri (described as king Gylfi in disguise) that Freyja has the hall Sessrúmnir, and that "it is large and beautiful".
Sessrúmnir is secondly referred to in chapter 20 of the Prose Edda book Skáldskaparmál. In the chapter, means of referring to Freyja are given, including a reference to Sessrúmnir: "possessor of the fallen slain and of Sessrúmnir [...]". Sessrúmnir is referenced a third and final time within a list of ship names in chapter 75.

## Theories

Rudolf Simek theorizes that one of the two notions of Sessrúmnir (as a ship or as a hall) may come from a misunderstanding, as the meaning of the name can be understood in both cases as "space with many or roomy seats." In a 2012 paper, Joseph S. Hopkins and Haukur Þorgeirsson propose a connection between Fólkvangr, Sessrúmnir, and numerous stone ships found throughout Scandinavia. According to Hopkins and Haukur, Fólkvangr and Sessrumir together paint an image of a ship and a field, which has broader implications and may connect Freyja to the "Isis" of the Suebi mentioned by Roman senator Tacitus in his first century Germania.
# Jiadifenolide

Jiadifenolide is a sesquiterpenoid natural product with neurotrophic activity, found in Illicium jiadifengpi. Its biological activity and congested polycyclic structure have made it a popular target for total synthesis.

## Isolation and bioactivity

The seco-prezizaane-type sesquiterpenoid jiadifenolide was isolated in 2009 from the fruit of the flowering plant Illicium jiadifengpi. Chemical synthesis enabled preliminary assessment of its in vitro activity in promoting neurite outgrowth.

## Chemical synthesis

Jiadifenolide has been the subject of synthetic study in several academic labs.
The first total synthesis, reported in 2009, employed an asymmetric Robinson annulation and a translactonization reaction to construct the core of the molecule. Two further syntheses, a chiral-pool approach from (+)-pulegone and a racemic synthesis relying on a samarium diiodide–mediated reductive cyclization, were reported almost simultaneously in 2014. A second chiral-pool synthesis (from (+)-citronellal) reported in 2015 shortened the synthetic sequence, with a double Michael addition as the key transformation of eight steps, allowing the synthesis of gram-scale quantities of jiadifenolide.
# Bogoliubov–Parasyuk theorem

The Bogoliubov–Parasyuk theorem in quantum field theory states that renormalized Green's functions and matrix elements of the scattering matrix (S-matrix) are free of ultraviolet divergencies. Green's functions and scattering matrix are the fundamental objects in quantum field theory which determine basic physically measurable quantities. Formal expressions for Green's functions and S-matrix in any physical quantum field theory contain divergent integrals (i.e., integrals which take infinite values) and therefore formally these expressions are meaningless. The renormalization procedure is a specific procedure to make these divergent integrals finite and obtain (and predict) finite values for physically measurable quantities. The Bogoliubov–Parasyuk theorem states that for a wide class of quantum field theories, called renormalizable field theories, these divergent integrals can be made finite in a regular way using a finite (and small) set of certain elementary subtractions of divergencies.
The theorem guarantees that computed within the perturbation expansion Green's functions and matrix elements of the scattering matrix are finite for any renormalized quantum field theory. The theorem specifies a concrete procedure (the Bogoliubov–Parasyuk R-operation) for subtraction of divergences in any order of perturbation theory, establishes correctness of this procedure, and guarantees the uniqueness of the obtained results.
The theorem was proved by Nikolay Bogoliubov and Ostap Parasyuk in 1955. The proof of the Bogoliubov–Parasyuk theorem was simplified later.
# Kenduli Sasan

Kenduli Sasan or Jayadeva Kenduli is a village on the banks of the Prachi River in the Khordha district of Odisha, India. Located near Puri, it is believed to be the Kenduvilva of medieval Indian literature, the birthplace of the poet Jayadeva, an issue that is still debated by scholars.

## Location

Kenduli Sasan is a village in the banks of the Prachi river in Khordha district. It is only a few kilometers way from the holy city of Puri in Odisha, the seat of worship of the Hindu deity Jagannath. It has recently been recognized as the birthplace of the well-known Sanskrit lyricist, Jayadeva.

## History

Kenduli Sasan has recently been identified as Kenduvilva, the birthplace of Jayadeva. It is also where the poet spent his childhood, with his parents, Bhojadeva and Vamavati. Being called a Sasana (which in ancient Odisha referred to a seat of Brahmin learning), this village appears to have been a centre for Hindu literature during the 10th and 11th centuries. Jayadeva himself refers to his birthplace in the seventh song of the Gita Govinda as Kenduvilva, located by the sea:
   Kinduvilva samudra sambhava Rohini ramanena
Prachi valley has a long history of worshipping Madhava, another name for Krishna. During Jayadeva's period, it was known as a religious place dominated by Vaishnava Brahmins. Even today, the village of Kenduli Sasana is replete with images of Madhava. This indicates that the great poet must have been influenced by the devotional milieu in that area when he composed his magnum opus, the Gita Govinda.

## Tourism

Kenduli Sasan has several brick temples and sculptures dating back to the time of Jayadeva in the tenth and eleventh centuries A.D., including those of deities Bhairava, Madhava, Ambika, Jageswari. Of significance is an image with heavy matted hair, and both arms broken, which is revered by the local people as the sage 'Jayadeva'. There is also a nearby temple with an image of Nrusimha carrying Lakshmi on his lap, one of the peculiarities of the Ganga dynasty. In fact, several such temples belonging to Jayadeva's period have also been excavated here by the Archaeological Survey of India.
The Jayadeva Sanskrutika Parishad, a cultural organization, has established a museum here containing images and other archaeological relics excavated here. An annual cultural function in honor of the poet Jayadeva is organized at Kenduli.

## Controversy

There is a controversy surrounding the birthplace of the poet Jayadeva, with a section of historians claiming that Jaydev Kenduli in Birbhum district, West Bengal is in fact the birthplace of Jayadeva.
# Gouaux-de-Larboust

Gouaux-de-Larboust is a commune in the Haute-Garonne department in southwestern France.

## Sport

The ski resort of Peyragudes is high in the Pyrenees in the commune.
# Baker Peters House

The Baker Peters House is an antebellum house located on the south side of Kingston Pike in Knoxville, Tennessee, near the intersection of Peters Road and Kingston Pike. The house is a two-story Greek Revival structure. It has a porte-cochere on the east side for carriages, and a rear wing that projects out on the southwest side of the house. It also has a columned, two-story front porch. The main body of the house is brick, but the rear wing was originally finished in wood siding.
It was constructed in 1840 by Dr. James Harvey Baker, a local physician. He continued to own the house until his death during the Civil War. Harvey Baker was a Confederate supporter and his son Abner was a Confederate soldier. Dr. Baker was killed at the home by Union troops who traveled along Kingston Pike during a raid of Knoxville in June 1863. A marker in front of the home incorrectly claims he was killed while treating wounded Confederate soldiers in the house in 1864. There is no evidence he ever used the home as a hospital for wounded troops. In fact, Dr. Baker is likely one of the first people killed by Union forces in Knox County according to historian Joan Markel at the McClung Museum.
The Union troops fired through a barricaded door in the home, and hit Dr. Baker. His son Abner was away at war at the time of the incident, but became a historical figure upon his return in 1865 when he shot and killed a man named William Hall in downtown Knoxville. Hall worked for the clerk of court and fought for the Union during the Civil War. Early accounts of the shooting make no mention of it being an act of vengeance. Instead, newspapers claim the fight was between two people with an "old grudge" who were on opposite sides of the war, with partisan papers mostly disagreeing on whether the shooting was self-defense. A book published in 1976 claims Abner believed the man he shot was somehow involved in his father's death. Whatever the motivation, Abner was immediately captured and jailed when the shooting occurred. That night, an angry mob of Unionists overran the jail, took Abner outside, and hanged him from a tree in Downtown Knoxville.
The Baker house was sold in the late 19th century to George Peters.
The Baker Peters House was one of several antebellum plantation homes on Kingston Pike. Mabry Hood House, located to the west on Kingston Pike, was demolished in the late 20th century to make way for Pellissippi Parkway. The Baker Peters House avoided a similar fate, but the site has been compromised/saved by commercial uses. The building itself now houses a restaurant/nightclub, while the land around it is occupied by parking lots and businesses. Crescent Bend (The Armstrong-Lockett House), Bleak House, and Knollwood, all located farther to the east on Kingston Pike, remain in good condition.
The upstairs of the Baker Peters house is currently in a renovation process and plans to re-open as a restaurant and piano bar in early-2016. The downstairs of the house is a dental office and has been since 1989.
# Solihull Metropolitan Borough Council elections

Solihull Metropolitan Borough Council elections are generally held three years out of every four, with a third of the council being elected each time. Solihull Metropolitan Borough Council is the local authority for the metropolitan borough of Solihull in the West Midlands, England. Since the last boundary changes in 2004, 51 councillors have been elected from 17 wards.

## Council elections

* 1973
* 1975
* 1976
* 1978
* 1979
* 1980
* 1982
* 1983
* 1984
* 1986
* 1987
* 1988
* 1990
* 1991
* 1992
* 1994
* 1995
* 1996
* 1998
* 1999
* 2000
* 2002
* 2003
* 2004 (new ward boundaries)
* 2006
* 2007
* 2008
* 2010
* 2011
* 2012
* 2014
* 2015
* 2016
* 2018
* 2019
* 2021
* 2022
* 2023
* 2024

## Borough result maps

* 1984 results map
* 1986 results map
* 1987 results map
* 1988 results map
* 1990 results map
* 1991 results map
* 1992 results map
* 1994 results map
* 1995 results map
* 1998 results map
* 1999 results map
* 2000 results map
* 2002 results map
* 2003 results map
* 2004 results map
* 2006 results map
* 2007 results map
* 2008 results map
* 2010 results map
* 2011 results map
* 2012 results map
* 2021 results map
* 2022 results map
* 2023 results map
* 2024 results map

## By-election results

By-elections occur when seats become vacant between council elections. Below is a summary of the by-elections; full by-election results can be found by clicking on the by-election name.
| By-election | Date | Incumbent party | Winning party |
| Shirley East by-election | 2 February 1989 | Conservative | SLD |
| Smith's Wood by-election | 2 March 1989 | Labour | Labour |
| Packwood by-election | April 1989 | Independent Resident | SLD |
| Shirley West by-election | 13 December 1990 | Conservative | Independent Ratepayer |
| Castle Bromwich by-election | 18 July 1996 | Conservative | Conservative |
| Fordbridge by-election | 24 October 1996 | Labour | Labour |
| Kingshurst by-election | 16 October 1997 | Labour | Labour |
| Silhill by-election | 16 October 1997 | Conservative | Conservative |
| Shirley South by-election | 16 July 1998 | Independent Ratepayer | Conservative |
| Shirley East by-election | 28 September 2000 | Liberal Democrats | Conservative |
| Shirley West by-election | 13 March 2003 | Conservative | Liberal Democrats |
| St Alphege by-election | 3 March 2005 | Conservative | Conservative |
| Knowle by-election | 15 September 2005 | Conservative | Conservative |
| Olton by-election | 20 January 2011 | Liberal Democrats | Liberal Democrats |
| Blythe by-election | 1 March 2018 | Conservative | Conservative |
# Karl Löffler

Karl Löffler was a German Nazi who served as head of the "Jewish Desk" (or Jewish Affairs) department of the Gestapo in Cologne, Germany during the 1930s and 1940s. As such, he was in charge of coordinating the deportations of the Jewish community of Cologne to concentration camps.
After the war, Löffler was fully exonerated by the Denazification courts of Cologne after receiving positive recommendations from the heads of the Protestant, Catholic, and Jewish churches in Cologne. He appealed successively to have his pension restored, to have his pension increased to account for his promotions, and to have his promotions during his Gestapo service recognized.
Historian Eric A. Johnson used Löffler as an example of what he called "local Eichmanns" in his book, Nazi Terror: The Gestapo, Jews, and Ordinary Germans.
Johnson points out that local Gestapo chiefs were usually prosecuted, but Gestapo officials below that level were often not.
# Kevin O. Pope

Kevin O. Pope is the former NASA archaeologist and founder of Geo Eco Arch Research who helped connect the Chicxulub Crater to the Cretaceous–Paleogene extinction event. In 2002, Pope, along with the Geological Society of America, released a press release saying that the original Cretaceous–Paleogene impact event by a 10 km diameter asteroid was not large enough to trigger a dust-connected 'cosmic winter'. It would require significantly more fine dust to be generated in order to create this effect than has been detected . Instead he proposes that sulfate aerosols and ash from global fires was enough to create the effect of global cooling by interfering with photosynthesis.
He has also questioned whether the current size of an asteroid thought to be large enough to create a global impact is in fact too small. The current size suggestion is between 1.5–2 km which Pope argues would only create regional devastation.
He has also worked on investigating quartz found in Australia that has been "shocked" to such the extent that it has become deformed. He believes that these may have formed due to the Bedout impact as it would require enormous forces to deform the quartz. The Bedout impact coincides with the Permian–Triassic extinction event, the period known at the end-Permian where 90% of Marine and 80% of land life disappeared.
# Sneyers

Sneyers is a surname. Notable people with the surname include:
* Arthur Sneyers, Belgian sailor
* René Sneyers (1918–1984), Belgian chemist
* Willy Sneyers (born 1950), Belgian equestrian
# Stafford Floyer-Acland

Brigadier Stafford Nugent Floyer-Acland, CBE, DL (23 December 1916 – 1994) was a British soldier.

## Early life

Floyer-Acland was the only child of Lieutenant General Arthur Nugent Floyer-Acland and his wife Evelyn Stafford Still, daughter of Stafford Francis Still.
He was educated at Marlborough College and the Royal Military College, Sandhurst.

## Career

He was commissioned a second lieutenant in the Duke of Cornwall's Light Infantry in 1937 and, after the Second World War, became major in 1950.
Floyer-Acland was transferred as lieutenant colonel to the King's Own Yorkshire Light Infantry in the end of 1959, and was promoted to colonel in 1964. Two years later, he became a brigadier, serving as deputy commander of the land forces in Borneo. Subsequently he was Brigadier of Administration and Quartering, Northern Command in 1967, for which he was appointed a Commander of the Order of the British Empire. He retired from active service in the following year and in 1972, he became deputy colonel of the Somerset and Cornwall Light Infantry, a post he held until 1977.
He was appointed High Sheriff of Dorset in 1974, and became a Deputy Lieutenant for the same county in the year thereafter.

## Personal life

On 14 April 1950, Floyer-Acland married Patricia Egidia Hastings Emmott, daughter of Lieutenant Colonel Richard St Barbe Emmott. They had three children, two sons and one daughter.
Floyer-Acland died in 1994.
# Harry Jenkins (disambiguation)

Harry Jenkins (born 1952) is an Australian Labor politician.
Harry Jenkins may also refer to:
* Harry Jenkins Sr. (1925–2004), Australian Labor politician
* Harry Reginald Jenkins (1881–1970), New Zealand Member of Parliament
* Harry W. Jenkins, general in the United States Marine Corps