OpenLLM-France/wikimedia huggingface dataset:
# Ride Clear of Diablo

Ride Clear of Diablo is a 1954 American Technicolor Western film directed by Jesse Hibbs starring Audie Murphy, Dan Duryea, Susan Cabot and Abbe Lane. made for Universal Pictures. Cabot and Murphy had appeared in two films together previously.

## Plot

Santiago's Sheriff Fred Kenyon (Paul Birch) and lawyer Tom Meredith (William Pullen) conspire to have dance hall girl Kate (Abbe Lane) entertain the hired hands of the O'Mara ranch while Kenyon and Meredith rustle the O'Maras' stock. Tom shoots both the father and his teenage son to leave no witnesses.
Surviving son Clay (Audie Murphy), a railroad surveyor in Denver, is informed of their deaths and goes to Santiago, where the identity of the murderers is unknown. Clay is talked out of revenge by the town Reverend (Denver Pyle) but Clay makes his own inquiries to the sheriff and Tom. When Clay asks the sheriff if he can become his deputy in order to make an investigation, the sheriff at first refuses. Tom advises the sheriff that it would be a good idea to send Clay on a false trail to arrest notorious gunslinger Whitey Kincade (Dan Duryea) in the town of Diablo. Kinkade has no connection with the murders, but the corrupt pair assume that Kincade will kill the pesky Clay.
To everyone's surprise Clay out-draws Kinkaid, arrests him, thwarts Kincade's escape attempts, and successfully fights off an ambush from three men. However, Kenyon and Meredith persuade Jed Ringer to testify falsely in Kincade's favor, and he is acquitted at his trial.
Kenyon's niece Laurie (Susan Cabot) is engaged to Meredith. She is unaware of Kenyon and Meredith's criminal activities. She finds herself becoming attracted to Clay, and when Meredith neglects her at a church social, she allows Clay to walk her home and kiss her.
Kincade, who spends his life by idling about, is bemused by the unstoppable Clay and watches him go after the real killers. At first, he does this for amusement, but gradually he realizes that the moral attitude of the much younger Clay is a valuable lesson in living a worthwhile life. Kincade's identification goes so far as to sacrifice himself to save the younger hero's life in several gunfights, all in accordance with the fact, that he told Clay that if ever he feels he's become "like a human being", he will shoot (meaning here, sacrifice) himself.

## Cast

* Audie Murphy as Clay O'Mara
* Susan Cabot as Laurie Kenyon
* Dan Duryea as Whitey Kincade
* Abbe Lane as Kate
* Russell Johnson as Jed Ringer
* Paul Birch as Sheriff Fred Kenyon
* William Pullen as Tom Meredith
* Jack Elam as Tim Lowerie
* Denver Pyle as Reverend Moorehead
# List of programmes broadcast by TVN 7

The list consists of major formats that were or have been produced for TVN 7 (Polish television channel) and aired as a premiere on this channel.

## List of programmes

Ongoing shows (as of 2023) are in bold type.
* Aktualności (2002–2003) – newscast
* Mówię Wam (since 2024) – live talk-show over show business
* 19+ (2020–2022; previously on TVN) – TV series
* BrzydUla 2 (2020–2022; previously on TVN as BrzydUla) – TV series based on Yo soy Betty, la fea
* Papiery na szczęście (2021–2023) – TV series
* Reguły gry (2012) – TV series based on Rules of Engagement
* Szkoła (2020; previously on TVN) – docu-soap
* Wesołowska i mediatorzy (2015; previously on TVN) – docu-soap
* Wycieczkowiec (since 2024) – scripted-docu
* Zakochani po uszy (2019–2021) – TV series
* Projekt Lady (2021 – series 6 only; previously on TVN) – reality show based on Ladette to Lady
* Ślub od pierwszego wejrzenia (2020–2021 – series 4 and 5 only; previously and later on TVN) – reality show based on Married at First Sight
* Big Brother (2019 – series 6 and 7 only; previously on TVN and TV4) – reality show based on Big Brother
* Kto odmówi pannie młodej? (2020) – reality show based on Marry Me Now
* Perfect Picture (2022) – celebrity photography competition based on The Perfect Picture
* Hotel Paradise (since 2020) – bikini-reality show based on Paradise Hotel
* 40 kontra 20 (2021–2023) – bikini-reality show based on M.O.M – Milf or Missy
* True Love (2023) – bikini-reality based on True Love
* Noc magii – interactive (Call TV) fortune-telling
Also, TVN7 aired numerous Call TV interactive game shows.
# We're Gonna Do It Again

"We're Gonna Do It Again" was a single released on 1 May 1995 by the English football team Manchester United for the 1995 FA Cup Final. It entered the UK Singles Chart at number 15 and peaked at number 6 on 14 May.
# Kent West (European Parliament constituency)

Prior to its uniform adoption of proportional representation in 1999, the United Kingdom used first-past-the-post for the European elections in England, Scotland and Wales. The European Parliament constituencies used under that system were smaller than the later regional constituencies and only had one Member of the European Parliament each. The constituency of Kent West was one of them.

## Boundaries

1979–1984: Dartford; East Surrey; Gillingham; Gravesend; Rochester and Chatham; Royal Tunbridge Wells; Sevenoaks; Tonbridge and Malling.
1984–1994: Dartford; Gillingham; Gravesham; Medway; Mid Kent; Sevenoaks; Tonbridge and Malling; Tunbridge Wells.
1994–1999: Dartford; Gillingham; Gravesham; Maidstone; Medway; Mid Kent; Tonbridge and Malling.

## MEPs

| Elected | Elected | Member | Party |
| | 1979 | Ben Patterson | Conservative |
| | 1994 | Peter Skinner | Labour |
| 1999 | 1999 | Constituency abolished: see South East England | Constituency abolished: see South East England |

## Election results

European Parliament election, 1994: Kent West :
| Party | Party | Candidate | Votes | % | ±% |
| | Labour | Peter Skinner | 77,346 | 41.0 | +10.3 |
| | Conservative | Ben Patterson | 60,569 | 32.1 | −11.3 |
| | Liberal Democrats | Jim Daly | 33,869 | 17.9 | +9.4 |
| | UKIP | Craig Mackinlay | 9,750 | 5.2 | New |
| | Green | Penny A. Kemp | 5,651 | 3.0 | −14.4 |
| | Natural Law | Jeremy J. Bowler | 1,598 | 0.8 | New |
| Majority | Majority | Majority | 16,777 | 8.9 | N/A |
| Turnout | Turnout | Turnout | 188,783 | 37.3 | +3.9 |
| | Labour gain from Conservative | Labour gain from Conservative | Swing | +10.8 | |
European Parliament election, 1989: Kent West :
| Party | Party | Candidate | Votes | % | ±% |
| | Conservative | Ben Patterson | 82,519 | 43.4 | −5.5 |
| | Labour | Peter L. Sloman | 58,469 | 30.7 | +1.6 |
| | Green | Jim Tidy | 33,202 | 17.4 | +14.5 |
| | SLD | J.B. (Brian) Doherty | 16,087 | 8.5 | −10.6 |
| Majority | Majority | Majority | 24,050 | 12.7 | −7.1 |
| Turnout | Turnout | Turnout | 190,277 | 33.4 | +2.6 |
| | Conservative hold | Conservative hold | Swing | -3.6 | |
European Parliament election, 1984: Kent West :
| Party | Party | Candidate | Votes | % | ±% |
| | Conservative | Ben Patterson | 85,414 | 48.9 | −11.8 |
| | Labour | Alan Woodhams | 50,784 | 29.1 | +4.3 |
| | Liberal | Peter Billenness | 33,306 | 19.1 | +4.6 |
| | Ecology | Christine A. Bunyan | 4,991 | 2.9 | New |
| Majority | Majority | Majority | 34,630 | 19.8 | −16.1 |
| Turnout | Turnout | Turnout | 174,495 | 30.8 | −2.1 |
| | Conservative hold | Conservative hold | Swing | -8.1 | |
European Parliament election, 1979: Kent West :
| Party | Party | Candidate | Votes | % | ±% |
| | Conservative | Ben Patterson | 113,961 | 60.7 | |
| | Labour | Anthony J. Humphris | 46.482 | 24.8 | |
| | Liberal | Stanley Blow | 27,127 | 14.5 | |
| Majority | Majority | Majority | 67,479 | 35.9 | |
| Turnout | Turnout | Turnout | 187,570 | 32.9 | |
| | Conservative win (new seat) | Conservative win (new seat) | Conservative win (new seat) | Conservative win (new seat) | Conservative win (new seat) |
# Kameyama Station (Hyōgo)

Kameyama Station (亀山駅, Kameyama-eki) is a passenger railway station located in the city of Himeji, Hyōgo Prefecture, Japan, operated by the private Sanyo Electric Railway.

## Lines

Kameyama Station is served by the Sanyo Electric Railway Main Line and is 52.3 kilometers from the terminus of the line at Nishidai.

## Station layout

The station consists of two unnumbered ground-level side platforms connected by a level crossing. The station is unattended.

### Platforms

| station side | ■ Main Line | for Shikama, Himeji and Sanyo-Aboshi |
| opposite side | ■ Main Line | for Akashi, Kobe and Osaka |

## Adjacent stations

| « | Service | » |
| Sanyo Electric Railway |||||
| Sanyo Electric Railway Main Line |||||
| Shikama | Local | Tegara |
| Shikama | S Limited Express (running only from Hanshin Sannomiya for Himeji) | Tegara |
| Limited Express: Does not stop at this station |||||

## History

Kameyama Station opened on 19 August 1923 as Kameyama-gobo Station (亀山御坊駅). It was renamed Dentetsu Kameyama Station (電鉄亀山駅) on 1 April 1944 and renamed its present name on 7 April 1991.

## Passenger statistics

In fiscal 2018, the station was used by an average of 1276 passengers daily (boarding passengers only).

## Surrounding area

* Kameyama Hontokuji Temple (Kameyama Gobo)
* Japan National Route 2
* Himeji Central Hospital
# Riderch II of Alt Clut

Riderch II was, according to the Harleian genealogies, the son of Eugein II, the son of King Dumnagual III of Alt Clut. He is known only from this source, and there is no direct evidence he was king of Alt Clut (the region around Dumbarton Rock), although he is usually regarded as such by scholars. The Harleian genealogies indicate he was the father of Dumnugual IV, evidently his successor as king.
# Vester Sottrup

Vester Sottrup (German: Wester-Satrup) is a small town, with a population of 1,438 (1 January 2024), in Sønderborg Municipality, in the Region of Southern Denmark in Denmark.
Vester Sottrup is situated on the Sundeved peninsula, 13 km northeast of Gråsten, 8 km north of Broager and 9 km northwest of Sønderborg.
Sottrup Church was built in the 13th century and is located in the western part of the town.
# Barbara Womack Webb

Barbara Womack Webb (born 1956 or 1957) is an American judge from Arkansas who is an associate justice of the Arkansas Supreme Court.

## Education

Webb received a Bachelor of Arts from the University of Arkansas in 1979 and a Juris Doctor from the University of Arkansas School of Law in 1982.

## Career

Webb was elected to be the prosecuting attorney of the 7th and 22nd judicial districts of Arkansas. In addition to being a prosecuting attorney she has served on the Arkansas Ethics Commission, Arkansas State Crime Lab Board, Arkansas Coalition for Juvenile Justice, and the U.S. Department of Justice Anti-Terrorism Task Force.
She is a chief law judge for the Arkansas Workers Compensation Commission.

### Judicial service

On December 4, 2018, Webb was appointed by Governor Asa Hutchinson to be a circuit judge of Saline County. She was the first woman appointed as a circuit judge in the county. She was appointed to replace Circuit Judge Bobby McCallister and served until December 31, 2018.
On November 8, 2019, Webb filed paperwork to run for a seat on the Arkansas Supreme Court. On March 3, 2020, she was elected to be an associate justice of the Arkansas Supreme Court. defeating Morgan Welch.

## Personal life

She is married to Doyle Webb, a former chair of the Arkansas Republican Party.
# Albert Pannam (footballer, born 1882)

Albert Frederick Pannam (2 July 1882 – 22 August 1968) was an Australian rules footballer who played with Collingwood in the Victorian Football League (VFL). He was also a field and boundary umpire between 1914 and 1929.

## Football career

Pannam, who made his debut in the 1907 VFL season, played 13 games in each of his first two years at Collingwood, both of which ended with participation in semi final loses. He made just two appearances in 1909 before leaving the club and applying, unsuccessfully, to join a VFA club.
He was the brother of Australian rules legend Charlie, Sr., as well as the uncle of namesake Alby and dual premiership player Charlie Pannam Jr.

## Umpiring

Pannam was appointed to the VFL list of umpires in 1914 and made his debut as a boundary umpire in round 4 at the East Melbourne Cricket Ground in the Essendon v. Richmond match. He was appointed only as a boundary umpire that year compiling 10 matches. The following year he umpired three country matches between 29 May and 19 June.
He was quickly acquainted with the difficulties of country umpiring as his first match, played at Wandin, was delayed by the arrival of the visitors and he missed his train home back to Melbourne. Some weeks later he received praise from the local press for his handling of the Sale v. Traralgon match, but from this point it is unclear what Pannam undertook before he again appears on the umpiring scene in 1921. That year he returned to the VFL and officiated in two senior matches as a boundary umpire and 17 as a country field umpire. The highlights of the year were preliminary and grand finals in the Corangamite Football League. The following season, 1922, was his last with the VFL. He umpired 14 country matches bringing his totals to 12 VFL matches and 35 country.
Pannam moved to the VFA for three seasons in 1923, but was appointed irregularly during that initial year. He made his senior debut as a field umpire on 14 June 1924 - Geelong v. Brighton.
Moving to the Federal Association in 1928 he umpired the grand final on the boundary that year and completed his umpiring career at the end of 1929.
# Stephen Saad

Stephen Bradley Saad (born June 1964) is a South African billionaire businessman, who is the founder and chief executive of Aspen Pharmacare (JSE: APN), the largest producer of generic medicines in Africa.

## Early life

Stephen Bradley Saad was born in June 1964 to Lebanese parents, and raised in Durban, South Africa. He attended the Durban High School in Durban. He graduated from the University of Natal, where he received a Bachelor of Commerce. He played rugby in Ireland and studied to become a chartered accountant.

## Career

He started his career at Quickmed, a prescription drug distribution company in black townships during apartheid. At the age of twenty-nine, he sold his share in Covan Zurich for US$3 million, thus becoming a millionaire.
In 1997, together with Gus Attridge, he co-founded Aspen Pharmacare, a public company traded on the Johannesburg Stock Exchange. It has become the largest producer of generic medicines on the African continent. He serves as its chief executive and Gus Attridge as its deputy chief executive, and serves on its board of directors. In 2011, he was worth US$640 million, becoming one of Africa's 40 richest people. His stock portfolio went up 75% in 2013. He is now worth US$1.4 billion. In October 2016, He won the Entrepreneur of the Year award at the All Africa Business Leaders Awards gala.
Additionally, he chairs the Sharks, a rugby union club in Durban. He also sits on the board of trustees of his alma mater, the Durban High School. In 2014, he was awarded an honorary doctorate from Nelson Mandela Metropolitan University for the positive role of Aspen in the city of Port Elizabeth

## Personal life

He resides in Durban and spends time at his private reserve in the Sabi Sand Game Reserve near the Kruger National Park. He is married with four daughters.
# Selberg's zeta function conjecture

In mathematics, the Selberg conjecture, named after Atle Selberg, is a theorem about the density of zeros of the Riemann zeta function ζ(1/2 + it). It is known that the function has infinitely many zeroes on this line in the complex plane: the point at issue is how densely they are clustered. Results on this can be formulated in terms of N(T), the function counting zeroes on the line for which the value of t satisfies 0 ≤ t ≤ T.

## Background

In 1942 Atle Selberg investigated the problem of the Hardy–Littlewood conjecture 2; and he proved that for any
    $\varepsilon >0$
there exist
    $T_{0}=T_{0}(\varepsilon )>0$
and
    $c=c(\varepsilon )>0,$
such that for
    $T\geq T_{0}$
and
    $H=T^{0.5+\varepsilon }$
the inequality
    $N(T+H)-N(T)\geq cH\log T$
holds true.
In his turn, Selberg stated a conjecture relating to shorter intervals, namely that it is possible to decrease the value of the exponent a = 0.5 in
    $H=T^{0.5+\varepsilon }.$

## Proof of the conjecture

In 1984 Anatolii Karatsuba proved that for a fixed $\varepsilon$ satisfying the condition
    $0<\varepsilon <0.001,$
a sufficiently large T and
    $H=T^{a+\varepsilon },$ $a={\tfrac {27}{82}}={\tfrac {1}{3}}-{\tfrac {1}{246}},$
the interval in the ordinate t (T, T + H) contains at least cH ln T real zeros of the Riemann zeta function
    $\zeta {\Bigl{\tfrac {1}{2}}+it{\Bigr )};$
and thereby confirmed the Selberg conjecture. The estimates of Selberg and Karatsuba cannot be improved in respect of the order of growth as T → +∞.

## Further work

In 1992 Karatsuba proved that an analog of the Selberg conjecture holds for "almost all" intervals (T, T + H], H = T$^ε$, where ε is an arbitrarily small fixed positive number. The Karatsuba method permits one to investigate zeroes of the Riemann zeta function on "supershort" intervals of the critical line, that is, on the intervals (T, T + H], the length H of which grows slower than any, even arbitrarily small degree T.
In particular, he proved that for any given numbers ε, ε$_1$ satisfying the conditions 0 < ε, ε$_1$< 1 almost all intervals (T, T + H] for H ≥ exp[(ln T)$^ε$] contain at least H (ln T)$^{1−ε1}$ zeros of the function ζ(1/2 + it). This estimate is quite close to the conditional result that follows from the Riemann hypothesis.
# Lucas Haren

Lucas Janus Ravn-Haren (born 13 October 1997) is a Danish footballer who plays as a winger for Norwegian First Division side Kongsvinger.

## Club career
### Youth career

Haren is a product of HIK and Nordsjælland. He moved to the latter in 2013. He did not make his debut on the first team as he asked for, and decided not to extend his contract. He wanted to play on senior niveau.

### HIK

In the quest for senior football, Haren moved to the third-tier Danish 2nd Division club HIK in July 2016. A month after putting on a strong performance against Danish Superliga club Randers in a Danish Cup match, Haren went on a trial with Randers i November 2016, which went successfully.

### Randers

On 8 December 2016 it was confirmed, that Haren at the age of 19, had signed a two-year contract with Randers, starting from the new year.
Haren made his debut for the club on 15 March 2017. He started on the bench, but replaced Marvin Pourié in the 89th minute in a 1–0 victory against SønderjyskE in the cup.
He played his first game in the Superliga on 19 March 2017, where he came on the pitch in the 90th minute, replacing Johnny Thomsen, in a 0–1 defeat against SønderjyskE.
Due to the lack of playing time, Haren left the club after terminating his contract by mutual assent on 11 April 2018. He played 7 official games for the club in total.
After leaving the club, Haren trained the rest of the season at his former club HIK.

### Return to HIK

After being released by Randers, Haren returned to HIK.

### Helsingør

On 4 December 2018, Helsingør announced the signing of Haren on a contract until the summer 2021, starting from 1 January 2019. Haren left the club in the summer 2021, where his contract expired.

### Fremad Amager

On 9 July 2021, Haren signed with Fremad Amager.

### Kongsvinger

After a few years at Fremad Amager, Haren went on his first foreign adventure Norwegian First Division side Kongsvinger.

## Private life

Lucas Haren is the son of the former footballer Piotr Haren, who played for FC Copenhagen. His grandad is Janusz Andrzej Haren, who represented Widzew Łódź and B93.
He is married to Merve Ravn-Haren as of 14.12.2024
# Area code 936

North American area code 936 is a state of Texas telephone area code for numbers in the Nacogdoches-Huntsville area, as well as a few outer portions of the Houston metropolitan area. It was created February 19, 2000, in a code-split from area code 409. It primarily serves the Deep East Texas area.
Counties served by this area code:
    Angelina, Brazos, Cherokee, Grimes, Hardin, Harris, Houston, Leon, Liberty, Madison, Montgomery, Nacogdoches, Polk, San Augustine, San Jacinto, Shelby, Trinity, Tyler, Walker, Waller, and Washington
Towns and cities served by this area code:
    Ace, Alto, Ames, Anderson, Apple Springs, Batson, Bedias, Broaddus, Camden, Center, Centralia, Chester, Chireno, Coldspring, Conroe, Corrigan, Crockett, Cushing, Cut and Shoot, Daisetta, Dallardsville, Dayton, Dayton Lakes, Devers, Diboll, Dobbin, Dodge, Douglass, Etoile, Flynn, Garrison, Goodrich, Grapeland, Groveton, Hardin, Hockley, Hull, Huntington, Huntsville, Iola, Joaquin, Kenefick, Kennard, Latexo, Leggett, Liberty, Livingston, Lovelady, Lufkin, Madisonville, Martinsville, Montgomery, Moscow, Nacogdoches, Navasota, New Waverly, Normangee, North Zulch, Oakhurst, Onalaska, Panorama Village, Pennington, Plantersville, Point Blank, Pollok, Prairie View, Ratcliff, Raywood, Reklaw, Richards, Riverside, Roans Prairie, Sacul, San Augustine, Saratoga, Seven Oaks, Shelbyville, Shepherd, Shiro, Tenaha, The Woodlands, Thicket, Timpson, Todd Mission, Trinity, Votaw, Waller, Washington, Wells, Willis, Woden, Woodlake, and Zavalla
# Tameness theorem

In mathematics, the tameness theorem states that every complete hyperbolic 3-manifold with finitely generated fundamental group is topologically tame, in other words homeomorphic to the interior of a compact 3-manifold.
The tameness theorem was conjectured by Marden (1974). It was proved by Agol (2004) and, independently, by Danny Calegari and David Gabai. It is one of the fundamental properties of geometrically infinite hyperbolic 3-manifolds, together with the density theorem for Kleinian groups and the ending lamination theorem. It also implies the Ahlfors measure conjecture.

## History

Topological tameness may be viewed as a property of the ends of the manifold, namely, having a local product structure. An analogous statement is well known in two dimensions, that is, for surfaces. However, as the example of Alexander horned sphere shows, there are wild embeddings among 3-manifolds, so this property is not automatic.
The conjecture was raised in the form of a question by Albert Marden, who proved that any geometrically finite hyperbolic 3-manifold is topologically tame. The conjecture was also called the Marden conjecture or the tame ends conjecture.
There had been steady progress in understanding tameness before the conjecture was resolved. Partial results had been obtained by Thurston, Brock, Bromberg, Canary, Evans, Minsky, Ohshika. An important sufficient condition for tameness in terms of splittings of the fundamental group had been obtained by Bonahon.
The conjecture was proved in 2004 by Ian Agol, and independently, by Danny Calegari and David Gabai. Agol's proof relies on the use of manifolds of pinched negative curvature and on Canary's trick of "diskbusting" that allows to replace a compressible end with an incompressible end, for which the conjecture has already been proved. The Calegari–Gabai proof is centered on the existence of certain closed, non-positively curved surfaces that they call "shrinkwrapped".