OpenLLM-France/wikimedia huggingface dataset:
# Long Live the King (2019 film)

Long Live the King (Korean: 롱 리브 더 킹: 목포 영웅; RR: Long Live The King: Mokpo Yeongwoong) is a 2019 South Korean action comedy film directed by Kang Yoon-sung and starring Kim Rae-won and Won Jin-ah. The screenplay is based on Beodeunamusup's webtoon of the same name, using story elements from the first season.
The film earned director Kang Yoon-sung the Director of the Year Award and Kim Rae-won the Actor of the Year Award at the 2019 Chungju International Film Festival.
Filming began on October 9, 2018. One of the plot elements involves a bus accident at a bridge in Mokpo; it took the crew three months to make arrangements to film on the bridge, with filming at the location taking place for about twelve hours. Shooting for the scene was also done at the studio and other locations, and took about a week to finish.

## Plot

Kkangpae boss Jang Se-chool meets lawyer Kang So-hyun at an anti-construction protest and quickly falls in love, but she thinks of him as a thug. She repeatedly rejects him while telling him to live a decent life. So-hyun eventually tries to get rid of Se-chool by saying that she can never accept him because her life goal is to become a first lady. Meanwhile, one of Se-chool's friends is on death row, and the only way to save him is through a presidential pardon. When Se-chool ends up rescuing passengers after a bus accident at Mokpo Bridge, he is praised as a hero; he decides to use his newfound fame to run for public office, believing that success will lead him to win So-hyun's heart and save his friend.

## Cast

* Kim Rae-won as Jang Se-Chool
* Won Jin-ah as Kang So-Hyun
* Jin Seon-kyu as Jo Kwang-Choon
* Choi Gwi-hwa as Choi Man-Soo
* Choi Moo-sung as Hwang Bo-Yoon
* Joo Jin-mo as So-pal
* Choi Jae-hwan as Ho-Tae
* Cha Yub as Geun-Bae
* Yoo Hee-je as Im Jik-sa
* Im Hyung-joon as Han Man-Sub
* Hong Ki-joon as Jung Chul-Min

## Release and reception

Long Live the King was released on June 19, 2019, and grossed $3.5 million on its opening weekend, ultimately grossing $8 million at the South Korea box office. The Korea Herald described the plot as “clunky” and Kim Rae-won's performance as “one of his finest works.”
# Kamisaibara, Okayama

Kamisaibara (上齋原村, Kamisaibara-son) was a village located in Tomata District, Okayama Prefecture, Japan.
As of 2003 (before the merger), the village had an estimated population of 914 and a density of 10.10 persons per km$^2$. The total area was 90.49 km$^2$.
On March 1, 2005, Kamisaibara, along with the town of Okutsu, and the village of Tomi (all from Tomata District), was merged into the expanded town of Kagamino.
Kamisaibara is the site of the first discovery of an outcropping of uranium ore within Japan. After discovery, the Ningyō-tōge Office of Atomic Fuel Corporation (now called the Ningyō-tōge Environmental Engineering Center of the Japan Atomic Energy Agency) was built in 1957. The site has been involved in the "development of front-end technologies for the nuclear fuel cycle, namely, uranium exploration, uranium mining, refining, and enrichment."
# Atlanta Figure Skating Club

The Atlanta Figure Skating Club (AFSC) was founded in 1956 (68 years ago) (1956) and became a member club of US Figure Skating in 1958. It is the oldest figure skating club in Georgia and one of the largest figure skating clubs in the United States.
Annually the AFSC hosts the Magnolia Open and the Atlanta Open.
The AFSC hosted the 1976, 1985, 2000, and 2015 South Atlantic Regional Championships, the 1980 and 2004 National Championships, and the 2006 Eastern Sectional Championships.
In October 1992, the AFSC hosted Skate America International at the Omni arena.

## Skaters who have represented the club

* Alexander Aiken
* Brittney McConn Bottoms
* Allen Davis
* Timothy Dolensky
* Jackie Farrell
* Brad Griffies
* Todd Hansen
* Kaysi Kitsell
* Alice Qiao
* Jabe Roberts
* Leslie Sikes
* Laura Steele
* Colin Vander Veen
* Valory Vennes
* Debbie Walls
* Elizabeth Wright-Johnson

## Notable coaches and judges

Barbara Wagner, Olympic Gold Medalist and four-time Worlds' Champion in Pairs Skating coaches at The Cooler, the primary skating rink of the Atlanta figure skating club, as well as Herbert Wiesinger German Figure Skating Championships, three time Gold Medalist in German Figure Skating Championships.
# Creative Writer 2

Creative Writer 2, known as Mon Atelier d'Écriture in French and Junior Schreibstudio in German, was a word processing program released in 1996 by Microsoft Kids. The interface was updated and the program was now designed for Windows 95.

## New or changed features

* The menu has been rearranged, following a study carried out by Microsoft.
* The program ran in a window, ranging in size from 640x480 pixels to 1024x768 pixels, depending on the display resolution set on the computer. It did not run in full screen.
* Microsoft's Paint It!, from their Plus for Kids pack, was included at no additional charge with Creative Writer 2. Although it was a separate program, it could be used to edit any images double-clicked in a word processing document.
* Support for creating and publishing websites was also included through Microsoft's Web Publishing Wizard.
* Support for opening and saving in Rich Text Format (.rtf) files and text files (.txt).
* Nearly a dozen of themes based on nature and sports are included to customize the program's look and feel. The demo only includes the ocean theme.

## Removed features

* Imaginopolis
* Support for Microsoft Word (.doc) files.
* The McZee character, although he makes a cameo appearance as a font and in the clip art gallery.

## Viewer

The Microsoft Creative Writer 2 Document Viewer was available free of charge. It allows users without Creative Writer 2 to view, but not edit, .max files created with Creative Writer 2.
# LOLA

LOLA may refer to:
* L-ornithine L-aspartate, a treatment for hepatic encephalopathy
* Law & Order: LA, an American police procedural-legal television drama series set in Los Angeles
* Lola (song), a song by The Kinks from 1970
* London Ontario Live Arts Festival, a music festival in London, Ontario, Canada
* Lunar Orbit and Landing Approach, or Project LOLA, NASA astronaut training facility
* Lunar Orbiter Laser Altimeter, an instrument on NASA's Lunar Reconnaissance Orbiter
* LOLA (film), a 2022 Irish-British science fiction film directed by Andrew Legge
# Michael Tarn

Michael Tarn (born 18 December 1953) is a British actor. He is best known for playing Pete in Stanley Kubrick's film A Clockwork Orange (1971).
Tarn was cast as Pete in A Clockwork Orange and was the only actor in the gang who was a true teenager (16–17 years old) at the time of production, the others being in their mid-to-late 20s. Subsequently, he appeared in John Mackenzie's film Made (1972), and had lead roles in It's A Lovely Day Tomorrow, directed by John Goldschmidt, and the name role in Zigger Zagger, directed by Ron Smedley. After guest appearances in a succession of TV series, he was cast in Where There's Brass for Yorkshire Television. Unknown to him his then agent had negotiated him out of the series and his career as a film and TV actor was effectively over. He made a few brief appearances over the next 20 years, including Crimewatch, The Knock, and the final one in 2000 when he played the part of Vic in Shooters for Coolbean Productions, directed by Colin Teague and written by and starred in by Louis Dempsey and Terence Howard with Emily Watson, Gerard Butler, amongst a host of other well-known British actors. Amongst his theatre credits included spells with both the RSC and National Theatre Companies, with critically acclaimed parts as Rick in Sticks and Bones with Peter Weller, Rex in City Sugar by Stephen Poliakoff at the Comedy Theatre with Adam Faith, Jaques in Jaques and His Master by Milan Kundera, and Sam in Crossing Delancey by Susan Sandler. His more recent years have been taken up as a freelance director and drama practitioner, and he currently lives in Spain.

## Filmography

* A Clockwork Orange (1971) – Pete
* Made (1972) – Charlie
* Scum (1979) – Extra (uncredited)
* Shooters (2002) – Vic
# Danelectro Dano Pro

The Danelectro Dano Pro is an electric guitar made by Danelectro in 1963 and 1964, reissued in 2007 and again in 2012.

## Characteristics

The guitar body is hollow, made of masonite and plywood with a maple neck and rosewood fingerboard. The body's vaguely trapezoidal shape has led to it being described as a bowtie or Flintstone guitar.

## Original

The original was a 3/4 scale guitar with a single lipstick tube pickup, made by putting the pickup in surplus lipstick tubes purchased from a cosmetics supplier. The original had a short scale neck with a non-adjustable bridge.

## Reissue

The reissue features two lipstick pickups. The pickups are wired in series rather than in parallel as is common with most electric guitars. Because of this, the guitar is louder when the toggle is set to both the neck and bridge pickups rather than when only one pickup is selected. The reissue has a fully adjustable bridge and a full scale neck of 19 frets with the neck connecting to the body at the 14th fret. Because of this, playing the higher frets is nearly impossible. Its light tone and slight twang makes it very suitable for playing jangle pop, surf, country and blues.
Guitarist Magazine said of the 2007 reissue "if it's Jack White or Jon Spencer dirty fuzzbox blues you are after, it's here in spades, alongside with Beatles-in-Hamburg rock 'n' raunch, garage punk venom and 1980s indie jangle."
# Desmia phaiorrhoea

Desmia phaiorrhoea is a moth in the family Crambidae described by Harrison Gray Dyar Jr. in 1914. It is found in Panama.
The wingspan is about 25 mm. The forewings are black with two oval white spots. The hindwings have an inner spot below the cell, nearly to the inner margin and duplicated on the outside by a narrow white line.
# Lorenzo 1992

Lorenzo 1992 is the fifth studio album by Italian singer-songwriter Jovanotti, released by FRI Records on 5 April 1992.
The album reached number four on the FIMI Singles Chart.
# Kamis (surname)

Kamis is the surname of the following notable people:
* Adam Kamis (born 1979), Singaporean para-athlete and motivational speaker
* Auni Fathiah Kamis (born 1991), Malaysian international lawn bowler
* Bengt Kamis (born 1943), Swedish sports shooter
* Fadli Kamis (born 1992), Singapore football defender
* Raudhah Kamis (born 1999), Singaporean football forward
* Rosmin Kamis (born 1981), Bruneian football player
# Atibala

In Hindu mythology Atibala was a servant of Lanka king Ravana. He was a dwarf in nature.

## Birth

Details surrounding the birth of Atibala are unknown. He had been created by Ravana as a test-tube baby.

## Death

He had been killed by Angada during the Lanka War.

## Magic

He had knowledge of some magic, including the ability to hide in any form of matter.
# Chevalley's structure theorem

In algebraic geometry, Chevalley's structure theorem states that a smooth connected algebraic group over a perfect field has a unique normal smooth connected affine algebraic subgroup such that the quotient is an abelian variety. It was proved by Chevalley (1960) (though he had previously announced the result in 1953), Barsotti (1955a, 1955b), and Rosenlicht (1956).
Chevalley's original proof, and the other early proofs by Barsotti and Rosenlicht, used the idea of mapping the algebraic group to its Albanese variety. The original proofs were based on Weil's book Foundations of algebraic geometry and are hard to follow for anyone unfamiliar with Weil's foundations, but Conrad (2002) later gave an exposition of Chevalley's proof in scheme-theoretic terminology.
Over non-perfect fields there is still a smallest normal connected linear subgroup such that the quotient is an abelian variety, but the linear subgroup need not be smooth.
A consequence of Chevalley's theorem is that any algebraic group over a field is quasi-projective.

## Examples

There are several natural constructions that give connected algebraic groups that are neither affine nor complete.
* If C is a curve with an effective divisor m, then it has an associated generalized Jacobian J$_m$. This is a commutative algebraic group that maps onto the Jacobian variety J$_0$ of C with affine kernel. So J is an extension of an abelian variety by an affine algebraic group. In general this extension does not split.
* The reduced connected component of the relative Picard scheme of a proper scheme over a perfect field is an algebraic group, which is in general neither affine nor proper.
* The connected component of the closed fiber of a Neron model over a discrete valuation ring is an algebraic group, which is in general neither affine nor proper.
* For analytic groups some of the obvious analogs of Chevalley's theorem fail. For example, the product of the additive group C and any elliptic curve has a dense collection of closed (analytic but not algebraic) subgroups isomorphic to C so there is no unique "maximal affine subgroup", while the product of two copies of the multiplicative group C* is isomorphic (analytically but not algebraically) to a non-split extension of any given elliptic curve by C.

## Applications

Chevalley's structure theorem is used in the proof of the Néron–Ogg–Shafarevich criterion.
# Catalán (surname)

Catalán is a surname. Notable people with the surname include:
* Alex Catalán (1968), Spanish director of photography
* Alfredo Catalán (1968), Venezuelan politician
* Andrés Catalán (2000), Mexican professional footballer
* Diego Catalán (1928–2008), Spanish philologist
* Matías Catalán (1992), Argentine-born Chilean footballer
* Miguel A. Catalán (1894–1957), Spanish spectroscopist
* Zaida Catalán ( 1980–2017), Swedish politician
# LOLITA

LOLITA is a natural language processing system developed by Durham University between 1986 and 2000. The name is an acronym for "Large-scale, Object-based, Linguistic Interactor, Translator and Analyzer".
LOLITA was developed by Roberto Garigliano and colleagues between 1986 and 2000. It was designed as a general-purpose tool for processing unrestricted text that could be the basis of a wide variety of applications. At its core was a semantic network containing some 90,000 interlinked concepts. Text could be parsed and analysed then incorporated into the semantic net, where it could be reasoned about (Long and Garigliano, 1993). Fragments of the semantic net could also be rendered back to English or Spanish.
Several applications were built using the system, including financial information analysers and information extraction tools for Darpa’s “Message Understanding Conference Competitions” (MUC-6 and MUC-7). The latter involved processing original Wall Street Journal articles, to perform tasks such as identifying key job changes in businesses and summarising articles. LOLITA was one of some systems worldwide to compete in all sections of the tasks. A system description and an analysis of the MUC-6 results were written by Callaghan (Callaghan, 1998).
LOLITA was an early example of a substantial application written in a functional language: it consisted of around 50,000 lines of Haskell, with around 6000 lines of C. It is also a complex and demanding application, in which many aspects of Haskell were invaluable in development.
LOLITA was designed to handle unrestricted text, so that ambiguity at various levels was unavoidable and significant. Laziness was essential in handling the explosion of syntactic ambiguity resulting from a large grammar, and it was much used with semantic ambiguity too. The system used multiple "domain specific embedded languages" for semantic and pragmatic processing and for generation of natural language text from the semantic net. Also, important was the ability to work with complex abstractions and to prototype new analysis algorithms quickly.
Later systems based on the same design include Concepts and SenseGraph.
# Eois contraversa

Eois contraversa is a moth in the family Geometridae. It is found in Peru.
# Ludovico Sarego

Ludovico Sarego (1558 – 5 August 1625) was a Roman Catholic prelate who served as Bishop of Adria (1612–1622) and Apostolic Nuncio to Switzerland (1613–1621).

## Biography

Ludovico Sarego was born in Verona, Italy in 1558. On 17 September 1612, he was appointed during the papacy of Pope Paul V as Bishop of Adria. On 14 October 1612, he was consecrated bishop by Giovanni Garzia Mellini, Cardinal-Priest of Santi Quattro Coronati with Coriolani Garzadori, Bishop of Ossero, and Marco Cornaro (bishop), Bishop of Padua, serving as co-consecrators. On 15 September 1613, he was appointed during the papacy of Pope Paul V as Apostolic Nuncio to Switzerland. on 15 April 1621, he resigned as Apostolic Nuncio to Switzerland. on 24 September 1622, he resigned as Bishop of Adria. He died on 5 August 1625.

## Episcopal succession

While bishop, he was the principal co-consecrator of:
* Bartolomeo Cartolario, Bishop of Chioggia (1613);
* Andreas Corbelli, Bishop of Canea (1613);
* Vincenzo Bucchi (Buschio), Bishop of Kotor (1622);
* Lazzaro Carafino, Bishop of Melfi e Rapolla (1622);
* Fulgenzio Gallucci, Titular Bishop of Thagaste (1623);
* Eitel Friedrich von Hohenzollern-Sigmaringen, Bishop of Osnabruck (1623); and
* Hyacinthus Arnolfini, Bishop of Milos (1625).
# 2024 Split Open

The 2024 Split Open was a professional tennis tournament played on outdoor clay courts. It was the sixth (men) and third (women) editions of the tournament, which were part of the 2024 ATP Challenger Tour and the 2024 ITF Women's World Tennis Tour. It took place in Split, Croatia, between 1 and 14 April 2024.

## Champions
### Men's singles

* Jozef Kovalík def. Zsombor Piros 6–4, 5–7, 7–5.

### Women's singles

* Jana Fett def. İpek Öz, 6–0, 6–4

### Men's doubles

* Jonathan Eysseric / Bart Stevens def. Filip Bergevi / Mick Veldheer 0–6, 6–4, [10–8].

### Women's doubles

* Valentini Grammatikopoulou / Prarthana Thombare def. Veronika Erjavec / Justina Mikulskytė, 6–4, 6–1

## Men's singles main-draw entrants
### Seeds

| Country | Player | Rank$^1$ | Seed |
| HUN | Zsombor Piros | 109 | 1 |
| CRO | Duje Ajduković | 115 | 2 |
| SVK | Lukáš Klein | 116 | 3 |
| FRA | Quentin Halys | 147 | 4 |
| ARG | Juan Manuel Cerúndolo | 153 | 5 |
| BIH | Damir Džumhur | 159 | 6 |
| SVK | Alex Molčan | 162 | 7 |
| AUT | Filip Misolic | 166 | 8 |
* Rankings are as of 1 April 2024.

### Other entrants

The following players received wildcards into the singles main draw:
* Duje Ajduković
* Matej Dodig
* Luka Mikrut
The following players received entry into the singles main draw as alternates:
* Michael Geerts
* Tristan Lamasine
* Timofey Skatov
* Jiří Veselý
The following players received entry from the qualifying draw:
* Jonáš Forejtek
* Felix Gill
* Elmer Møller
* Jakub Nicod
* Lorenzo Rottoli
* Marko Topo
The following player received entry as a lucky loser:
* Mathys Erhard

## Women's singles main draw entrants
### Seeds

| Country | Player | Rank | Seed |
| AUT | Julia Grabher | 111 | 1 |
| CRO | Jana Fett | 159 | 2 |
| HUN | Panna Udvardy | 160 | 3 |
| SUI | Simona Waltert | 181 | 4 |
| SLO | Veronika Erjavec | 184 | 5 |
| FRA | Carole Monnet | 195 | 6 |
| CRO | Tena Lukas | 203 | 7 |
| SLO | Polona Hercog | 213 | 8 |
* Rankings are as of 18 March 2024.

### Other entrants

The following players received wildcards into the singles main draw:
* Luna Ivković
* Iva Primorac
* Natália Szabanin
* Tara Würth
The following players received entry into the singles main draw using special rankings:
* Polona Hercog
* Nastasja Schunk
The following players received entry from the qualifying draw:
* Berfu Cengiz
* Pia Lovrič
* Jesika Malečková
* Julia Middendorf
* Veronika Miroshnichenko
* Barbora Palicová
* Lena Papadakis
* Stephanie Wagner
# Los Angeles (photograph)

Los Angeles is a colour photograph made by German visual artist Andreas Gursky in 1998. It is an edition of six. The image was manipulated by computer, following the artist usual process. Its one of the largest examples of the artist's work.

## Description

The photograph was taken from the Griffith Observatory, and is a south panoramic view of Los Angeles, California, at night, under a very dark sky, apparently devoid of any visible stars, with only the city lights shining through. The cosmic-like vision of the city even gives the impression of showing part of the Earth's curvature. The Phillips website states that "Breath-taking in its impactful splendour, the sheer scale of the three-meter-long Cibachrome print is a paragon of photography, an exemplary celebration of the possibilities of the medium.(...)/ Showcasing the grandeur of the scene, Gursky unveils a moment in time, suspended in his perfected tension between flatness and perspective, his capturing of localized detail lending itself to the overarching essence of sublime abstract composition." The picture sense of style and perspective draws influence from the German photographic couple Bernd and Hilla Becher, who had been Gursky's teachers, and other artists like Barnett Newman and Dan Flavin.

## Art market

A print of Los Angeles was sold at Sotheby's, London, by $2,900,000, on 27 February 2008. Another print, signed and dated in the reverse: "A Gursky "Los Angeles" 4/6 '98'" sold at Phillips, London, on 6 October 2017 for £1,689,000.

## Public collections

Prints of the picture are held at The Broad, in Los Angeles, and at the Harvard Art Museums, in Cambridge, Massachusetts.
# Kamen (disambiguation)

Kamen is a German town.
Kamen may also refer to:

## People

* Kamen Ringu, Indian politician
* Hannah John-Kamen, actress
* Dean Kamen, inventor
* Henry Kamen, historian
* Jack Kamen, illustrator
* Kay Kamen, merchandising executive
* Kuishinbo Kamen, wrestler
* Marina Kamen, musician
* Martin Kamen, chemist
* Michael Kamen, composer
* Milt Kamen, stand-up comic
* Nick Kamen, songwriter and model
* Rebecca Kamen, artist
* Robert Mark Kamen, screenwriter

## Places

* Kamen, Glamoč, a village in Bosnia and Herzegovina
* Kamen (Goražde), a village in Bosnia and Herzegovina
* Kamen, Croatia, a settlement near Split, Croatia
* Kámen (Pelhřimov District), a village in the Czech Republic
* Kamen-na-Obi, a Russian town
* Bolshoy Kamen, a Russian town
* Kamen, Alexandrovsky District, Perm Krai, a settlement in Perm Krai, Russia
* Kamen, a volcano in Russia

## Japanese media

In Japan, the word kamen means mask.
* Kamen Rider, television series
* Kamen Rider (franchise), television and film metaseries
* Kamen no Ninja Akakage (Masked Ninja Red Shadow), television series
* Moonlight Mask (Gekko Kamen), superhero in television and film
* Tuxedo Kamen, protagonist in the animation series Sailor Moon
* Kekko Kamen, Japanese manga series
* Hentai Kamen (Masked Pervert), manga series

## Other

* "Kamen" (song), by Kumi Koda
* Kamen (surname)
* Kamen (volcano), volcano
* NK Kamen Ingrad, football club
* South Slavic word for stone
* Mount Kamen
# Coldblow Col

Coldblow Col (60°37′S 45°41′W﻿ / ﻿60.617°S 45.683°W﻿ / -60.617; -45.683) is a snow-covered col at 300 metres (1,000ft) elevation, between Echo Mountain and the Cragsman Peaks on Coronation Island, in the South Orkney Islands. It was surveyed in 1950 by the Falkland Islands Dependencies Survey (FIDS). The name derives from the fact that a FIDS party had their tent blown down in a gale when camped on this col in September 1948.
# La Mata (Grado)

La Mata is one of 28 parishes (administrative divisions) in the municipality of Grado, within the province and autonomous community of Asturias, in northern Spain.
The population is 557 (INE 2007).

## Villages and hamlets

* Alcubiella
* La Cai
* Campo del Valle
* El Carbayín
* Las Corradas
* Cueto
* Entre la Fuente
* Entre la Iglesia
* Entre los Ríos
* La Espina
* La Espriella
* Las Ferreras
* Infiesta
* Javier
* Los Llanos
* Llantrales
* El Merín
* Picalgallo
* Pozanco
* Prioto
* Rebollal
* Reguero
* El Rellán
* Ribiellas
* Rodaco
* San Pelayo
* Santo Dolfo
* Sobrevega
* El Xorro
* La Zurraquera