OpenLLM-France/wikimedia huggingface dataset:
# Kvamsøy, Sogndal

Kvamsøy is a small island in Sogndal Municipality in Vestland county, Norway. The 80-hectare (200-acre) island lies in the Sognefjorden, just off the coast of the village of Kvamme. The island lies about 150 metres (490 ft) off the coast. The village of Vikøyri lies about 7 kilometres (4.3 mi) to the southeast and the village of Balestrand lies about 10 kilometres (6.2 mi) to the north.
The island is notable because it is home to the historic Kvamsøy Church which was built around the year 1300. It was the centre of the Kvamsøy parish for hundreds of years, serving the southern part of the present-day Balestrand municipality. The church was used until 1903 when it was closed down and replaced by the newly built Sæle Church, a short distance away on the mainland.
# Max Lohest

Marie Joseph Maximin Lohest (8 September 1857 – 6 December 1926) was a Belgian paleontologist and geologist. He served as an influential professor at the University of Liège and was involved in the discovery of Neanderthal remains in Spy Cave in 1886.
Lohest was born in Liège to businessman Joseph Lohest and was educated at the Jesuit College where Father van Trient sparked an interest in the natural sciences. He then went to the School of Mines at the University of Liège. He received a diploma in 1883 and assisted Gustave Dewalque in teaching geology. In In 1897 he replaced Dewalque as professor of general geology. He collaborated with Julien Fraipont who handled paleontology and Marcel de Puydt. He helped establish the School of Anthropology between 1914 and 1918. Lohest examined fossils, studied mineralogy, stratigraphy and geography in Belgium and even worked on maps of the Congo although he never visited.
Lohest was a member of several organizations including the Académie Royale des Sciences de Belgique, the Geological Society of London and served as a director of the Belgian Geological Commission.
# Emma Richmond

Emma Richmond was a popular writer of 33 romance novels in Mills & Boon from 1988 to 2001.
# Oxyepoecus bruchi

Oxyepoecus bruchi is a species of ant in the subfamily Myrmicinae. It is endemic to Argentina.
# Dragan Paskaš

Dragan Paskaš (Serbian Cyrillic: Драган Паскаш; born 4 April 1951) is a retired Serbian military officer, who served as the Chief of the General Staff of the Armed Forces of Serbia and Montenegro from 23 December 2004 to 6 October 2005.
# CEF4

CEF4 or CeF4 could signify:
* Airdrie Aerodrome, an airport with the identifier code of CEF4
* Cerium(IV) fluoride, a compound with the chemical formula of CeF$_4$
# Pim (name)

Pim is a Dutch masculine given name, which is a diminutive of the name Willem. The name may refer to:
* Pim Balkestein (born 1987), Dutch football player
* Pim Bekkering (1931–2014), Dutch football player
* Pim van Boetzelaer van Oosterhout (1892–1986), Dutch diplomat and politician
* Pim Bouwman (born 1991), Dutch football player
* Pim Doesburg (1943–2020), Dutch football player
* Pim Fortuyn (1948–2002), Dutch politician
* Pim Jacobs (1934–1996), Dutch jazz pianist
* Pim-Pim Johansson (born 1982), Swedish tennis player
* Pim Jungerius (1933–2023), Dutch physical geographer
* Pim Koopman (1953–2009), Dutch musician
* Pim Levelt (born 1938), Dutch psycholinguist
* Pim van Liemt (born 1964), Dutch cricket umpire and former cricketer
* Pim Lier (1918–2015), Dutch lawyer and jurist
* Pim Ligthart (born 1988), Dutch cyclist
* Pim van Lommel (born 1943), Dutch cardiologist
* Pim van de Meent (1937–2022), Dutch footballer and manager
* Pim Mulier (1865–1954), Dutch sportsperson
* Pim Nieuwenhuis (born 1976), Dutch sailor
* Pim de la Parra (born 1940), Surinamese-Dutch filmmaker
* Pim Rietbroek (born 1942), Dutch handball player and coach
* Pim Ronhaar (born 2001), Dutch cyclo-cross and road cyclist
* Pim Sierks (born 1932), former airline pilot of a hijacked Boeing 707
* Pim Techamuanvivit (RTGS: Phim Techamuanwaiwit (born 1971), Thai chef and restaurateur
* Pim van Strien (born 29 April 1977), Dutch politician
* Pim van Vliet (born 1977), Dutch fund manager
* Pim van Vugt (born 1995), Dutch sailor
* Pim Verbeek (1956–2019), Dutch footballer and manager
* Pim Walenkamp (born 1974), Dutch politician
* Pim Walsma (born 1987), Dutch baseball player
# Black Bass: Lure Fishing

Black Bass: Lure Fishing (ハイパーブラックバス, Hyper Black Bass) is a 1992 fishing video game for the Game Boy. It was ported to the North American and European Game Boy Color in 1999.

## Summary

The player is able to fish at two different lakes using a variety of lures. Casting takes place on an overhead view with one meter for the direction and another meter for the shadow of the fish. The player can catch trout, pike, catfish, and the infamous black bass.
The Game Boy Color re-release allows players to play against 99 AI-controlled fishermen. Tournament hours are twelve non-real time hours long, and all locations are fictional. Each game originally came with a 40-page instruction manual and a precautions booklet. Both versions of the game notify players when they have lost their lure and/or their fish through a text-based message. Once a player runs out of a certain kind of fishing lure, it cannot be recovered until the next gameplay.

## Reception

GamePro gave the game a positive review, saying it is highly enjoyable despite being essentially a pared-down conversion of Super Black Bass. They praised the controls, addictive challenge, and the use of 3D graphics when fighting a hooked fish.
# Kyeema, South Australia

Kyeema is a locality in the Australian state of South Australia located about 39 kilometres (24 mi) south of the state capital of Adelaide and about and 27 kilometres (17 mi) north-west of the municipal seat of Goolwa.
Boundaries for the locality were created on 31 August 2000 for the “long established name” which is derived from the former Kyeema Prison Camp (also known as the Kyeema Camp) whose site is in the north of the locality within the boundaries of the Kyeema Conservation Park.
The 2016 Australian census which was conducted in August 2016 reports that Kyeema shared a population of 31 people with the western side of the adjoining locality of Blackfellows Creek.
Land use within the locality is restricted to a range of low-impact agricultural activities by the regulatory requirement not to “adversely affect the quality or quantity of water resources” due to the locality’s location within the Mount Lofty Ranges Watershed. Permitted uses include “commercial forestry, grazing, low intensity farming activity, small scale winery, cellar door sales, small scale restaurant associated with a winery or cellar door sales” and “on-farm rural produce sales.”
Kyeema is located within the federal division of Mayo, the state electoral district of Heysen, and the local government area of the Alexandrina Council.
# Max von Schenkendorf

Gottlob Ferdinand Maximilian Gottfried von Schenkendorf (11 December 1783 in Tilsit in East Prussia – 11 December 1817 in Koblenz) was a German poet, born in Tilsit and educated at Königsberg. During the War of Liberation, in which he took an active part, Schenkendorf was associated with Arndt and Körner in the writing of patriotic songs. His poems were published as Gedichte (1815), Poetischer Nachlass (1832), and Sämtliche Gedichte (1837; fifth edition, 1878). Some of his poems were set to music by lieder composer Pauline Volkstein. For his Life, consult Hagen (Berlin, 1863); Knaake (Tilsit, 1890); E. von Klein, M. von Schenkendorf (Vienna, 1908).

## Gallery

* Bust of Max von Schenkendorf in Koblenz
* Tomb of Max von Schenkendorf at the cemetery of Koblenz
* Schenkendorf Monument on Schenkendorfplatz, Tilsit. It was dismantled and then lost during and after World War II. A statue of Lenin was erected in its place by the Soviet authorities in 1967.
# Oxyepalpus

Oxyepalpus is a genus of flies in the family Tachinidae.

## Species

* Oxyepalpus flavoscutellatus (Bischof, 1904)

## Distribution

Brazil
# Driftland

56°07′40″N 3°16′44″W﻿ / ﻿56.127811°N 3.278800°W﻿ / 56.127811; -3.278800
Driftland is a purpose-built race track for drifting inspired by the drift tracks of Japan at the Lochgelly Motorsport Complex, Fife, Scotland.
The facility is the only race track in the UK that is dedicated to drifting. Onsite storage is also available.
Events held at Driftland include the British Drift Championship, the Ultimate Scottish Ford Show, Retro Drift Challenge, and the Scottish Drift Championships.
# Breaking and Entering (disambiguation)

Breaking and Entering is another term for burglary, a crime.
Breaking and Entering may also refer to:
* "Breaking and Entering" (Burn Notice)
* Breaking and Entering (film), a 2006 romantic drama film
** Breaking and Entering: Music from the Film, the soundtrack album for the film Breaking and Entering
* Breaking and Entering (Williams novel), a 1988 novel by Joy Williams
* Breaking and Entering (Keating novel), a 2000 crime novel by H.R.F. Keating
* "Breaking & Entering" (Prison Break)
* "Breaking and Entering" (song), a 1981 dance single by Dee Dee Sharp-Gamble
# Cardiff Three

Cardiff Three may refer to:
* the three Cardiff men wrongfully convicted of the 1987 murder of newsagent Phillip Saunders
* the three Cardiff men wrongfully convicted of the 1988 murder of Lynette White
# Charles Packe

Charles Packe may refer to:
* Charles Packe (explorer)
* Charles Packe (cricketer)
* Charles Packe (MP)
# Political and Literary Annals

Political and Literary Annals or Les Annales politiques et littéraires was a French literature magazine that was established in 1883 by Jules Brisson and it ceased to operate in 1971.

## History and description

Political and Literary Annals was established on June 22, 1883, by Jules Brisson and his son, Adolphe. Its first issue was named as “popular review appearing on Sundays”. The first issue having 6 pages had come out on 1 July 1883 and is had been priced at 15 cents. Apart from Brissons' the editorial staff of the Annals also included Yvonne Sarcey, the daughter of Francisque Sarcey and wife of Adolphe. In 1907, she started the University of the Annals (fr:université des Annales) which was an organized version of conferences.
The literary reviews in Political and Literary Annals were written by prominent contemporary figures including Félicien Champsaur, Jules Janin, Alphonse Daudet etc.. Les Annales politique et littéraires quickly enjoyed great success, particularly among the provincial bourgeoisie.
In 1919, Pierre Brisson, son of Yvonne and Adolphe, started to operate the magazine, which he completely took over in 1925 before joining that of Le Figaro in 1934. From 1927, the magazine started to get published bimonthly. During 1934 to 1940, Gérard Bauër served as the editor of the magazine. The magazine temporarily stopped operating in the year 1940. Madeleine Brisson relaunched it in 1945. From the year 1950, the magazine started to publish monthly and was co-published with Conférencia, the journal of the University of Annales. During this time it was being edited by Francis Ambrière. The two titles then simultaneously appeared until 1953. Eventually the magazine stopped its operation in 1971. The last issue was published as a reprint version in 1972 in the columns of Le Figaro, under the title of "Les Conferences du Figaro".
# Dilling

Dilling may refer to:
* Dilling people, an ethnic group of Sudan
* Dilling language, language spoken by the Dilling people, part of the Nubian branch of the Nilo-Saharan family
* Dalang, Sudan, a city in Sudan
* Dilling, a village in Østfold, Norway
People with the surname Dilling include:
* Walter James Dilling (1886–1950), Scottish pharmacologist
* Elizabeth Dilling (1894–1966), American activist and writer in the 1930s and 1940s
* Jim Dilling (born 1985), American high jumper
# Drifting Souls

Drifting Souls is a 1932 American Pre-Code drama film directed by Louis King and starring Lois Wilson, Theodore von Eltz and Raymond Hatton.

## Cast

* Lois Wilson as Linda Lawrence
* Theodore von Eltz as Joe Robson
* Raymond Hatton as Scoop
* Gene Gowing as Ted Merritt
* Shirley Grey as Greta Janson
* Guinn "Big Boy" Williams as Bing
* Mischa Auer as Skeets
* Edmund Breese as Brad Martin
* Bryant Washburn as Littlefield
* Edward LeSaint as Doctor
* Blanche Payson as Landlady
# CIBC-FM

CIBC-FM is a low-power Type B Native radio station which provides First Nations community radio programming on the frequency of 98.1 MHz/FM in Cowessess, Saskatchewan, Canada. The station is owned by Cowessess Community Projects Inc., which received approval from the CRTC on May 9, 2012. In the application, the station said that it would broadcast at least ten hours a week in Cree, with the remainder of its programming in English.
# Bramshot Halt railway station

Bramshot Halt railway station served the adjacent Bramshot Golf Course from 1913 to 1946 on the London and Southampton Railway and was located between Fleet and Farnborough in Hampshire.

## History

The station was opened on 10 May 1913 by the London and South Western Railway. It served the members of the adjacent golf club of the same name. On 4 November 1926, a milk goods train and an express passenger train collided 530 yards east of the halt. It was spelt as Bramshott Halt on tickets and Bramshot Halt on timetables, as well as in the railway handbook of 1936. Until 3 July 1938, only members were allowed to access the station. It first appeared in Bradshaw's Guide in October 1938, although it was only used by workmen of the nearby Southwood Camp. It closed on 6 May 1946 after three workers were killed and one seriously injured by a train after attempting to cross the tracks.
# Complementary event

In probability theory, the complement of any event A is the event [not A], i.e. the event that A does not occur. The event A and its complement [not A] are mutually exclusive and exhaustive. Generally, there is only one event B such that A and B are both mutually exclusive and exhaustive; that event is the complement of A. The complement of an event A is usually denoted as A′, A$^c$, $\neg$A or A. Given an event, the event and its complementary event define a Bernoulli trial: did the event occur or not?
For example, if a typical coin is tossed and one assumes that it cannot land on its edge, then it can either land showing "heads" or "tails." Because these two outcomes are mutually exclusive (i.e. the coin cannot simultaneously show both heads and tails) and collectively exhaustive (i.e. there are no other possible outcomes not represented between these two), they are therefore each other's complements. This means that [heads] is logically equivalent to [not tails], and [tails] is equivalent to [not heads].

## Complement rule

In a random experiment, the probabilities of all possible events (the sample space) must total to 1— that is, some outcome must occur on every trial. For two events to be complements, they must be collectively exhaustive, together filling the entire sample space. Therefore, the probability of an event's complement must be unity minus the probability of the event. That is, for an event A,
    $P(A^{c})=1-P(A).$
Equivalently, the probabilities of an event and its complement must always total to 1. This does not, however, mean that any two events whose probabilities total to 1 are each other's complements; complementary events must also fulfill the condition of mutual exclusivity.

### Example of the utility of this concept

Suppose one throws an ordinary six-sided die eight times. What is the probability that one sees a "1" at least once?
It may be tempting to say that
    Pr(["1" on 1st trial] or ["1" on second trial] or ... or ["1" on 8th trial])
    = Pr("1" on 1st trial) + Pr("1" on second trial) + ... + P("1" on 8th trial)
    = 1/6 + 1/6 + ... + 1/6
    = 8/6
    = 1.3333...
This result cannot be right because a probability cannot be more than 1. The technique is wrong because the eight events whose probabilities got added are not mutually exclusive.
One may resolve this overlap by the principle of inclusion-exclusion, or, in this case, by simply finding the probability of the complementary event and subtracting it from 1, thus:
    Pr(at least one "1") = 1 − Pr(no "1"s)
    = 1 − Pr([no "1" on 1st trial] and [no "1" on 2nd trial] and ... and [no "1" on 8th trial])
    = 1 − Pr(no "1" on 1st trial) × Pr(no "1" on 2nd trial) × ... × Pr(no "1" on 8th trial)
    = 1 −(5/6) × (5/6) × ... × (5/6)
    = 1 − (5/6)$^8$
    = 0.7674...
# Kyetume FC

Kyetume FC is a football club from Mukono, Uganda currently playing in the Uganda Premier League.

## History
### 2018–19

With three months left in the 2018–19 FUFA Big League season, Kyetume FC hired coach Allen Kabonge on a three-month contract to push for promotion. Kabonge is best known for taking four different second division Ugandan sides to the top flight.
Kyetume eventually qualified for the FUFA Big League playoffs. Robert Ssentongo scored a hat trick for Kyetume in the promotion playoff finals, which the club won 4–1 over Kansai Plascon, earning them a spot in the Ugandan top flight for the first time in their history.
Kyetume hired George "Best" Nsinga to be their coach for the 2019–20 top flight season. Jackson Mayanja currently serves as their head coach.

## Ground

Kyetume plays at the Nakisunga Saaza Ground, which has a capacity of about 1,000.
# Charles Kwamina Tachie

Charles Kwamina Tachie is a Ghanaian politician and was the member of parliament for the Tarkwa constituency in the 1st parliament of the 2nd republic of Ghana.

## Early life and education

Tachie was born in 1920. He attended the Tarkwa Roman Catholic School.

## Career

Tachie worked as a Works Superintendent. He was also a businessman.

## Politics

Tachie was elected as the member of parliament to represent the Tarkwa constituency in the 1st parliament of the 2nd republic of Ghana. He was elected during the 1969 Ghanaian parliamentary election.

### 1969 Elections

Tachie was elected with 4,197 votes out of 8,477 total valid votes cast. He was elected on the ticket of the Progress Party. He was elected over Rowland Atta Kesson of the National Alliance of Liberals and Christian Buah Olivet-Ackim of the People's Action Party. These obtained 1,155 and 3,125 respectively of the total valid votes cast.

## Personal life

Tachie is a Christian.
# Emotional History

Emotional History is MAX's fourth original studio album on original label, Avex Trax. The album comes three years after the release of their last studio album, Maximum Groove in 1998. It is their first album to contain songs written by the group themselves. The first track of the album, "But My Love" is a cover of a song by Key of Life and is credited to M&I. M&I is a collaboration between MAX and Issa of the group Da Pump who raps on the song. First press copies of the album came with a bonus track, "Always Love (Groove That Soul Mix)" remixed by GTS.

## Track listing

| # | Title | Songwriters | Time |
| 1. | "But My Love" / M&I | Yusuke Sakamoto, Gaku | 5:46 |
| 2. | "Always Love"" | Hiromi Mori, T2ya | 4:36 |
| 3. | "Lovin' All Night" | Kentaro Akutsu | 4:04 |
| 4. | "Crazy In My Love" | Kentaro Akutsu | 3:30 |
| 5. | "Never Gonna Stop It" | MAX, Chino, Katsu, Yasushi Sasamoto | 4:42 |
| 6. | "Whispers" | Chihiro Close, Akira | 4:04 |
| 7. | "Necessary" | Kazuhiro Hara, Kentaro Akutsu | 4:38 |
| 8. | "Barairo no Hibi" | Yuko Ebine, Max Martin, Kristian Lundin, Brian Litrell | 3:52 |
| 9. | "Isshoni..." | Pipeline Project | 5:16 |
| 10. | "Get Ready?" | Hiromi Mori, Yasushi Sasamoto | 4:23 |
| 11. | "So Tight" | Chihiro Close, Rod Antoon | 5:06 |
| 12. | "Magic" | Rie Matsumoto, Yasushi Sasamoto | 3:46 |
| 13. | "Mum" | MAX, Chihiro Close, Yasushi Sasamoto | 5:15 |

## Charts

Album – Oricon Sales Chart (Japan)
| Release | Chart | Peak Position | Sales Total | Chart Run |
| March 14, 2001 | Oricon Weekly Albums Chart | #8 | 107,950 | 6 weeks |

## Personnel

* Minako Inoue – vocals
* Ritsuko Matsuda – vocals
* Nanako Takushi - vocals
* Reina Miyauchi - vocals
# PANS

PANS can refer to:
* Panin Sekuritas, ticker symbol for Indonesia Stock Exchange
* Pediatric acute-onset neuropsychiatric syndrome
* Parasympathetic nervous system (Parasympathetic Autonomic Nervous System)
* PANS-OPS (Procedures for Air Navigation Services), ICAO)
* Peripheral autonomic nervous system
* Positive and Negative Syndrome Scale
# Cinderella Chef

Cinderella Chef (Chinese: 萌妻食神; pinyin: Méng Qī Shí Shén), aka Meng Qi Shi Shen, Adorable Food Goddess, is a donghua ONA series aired in 2018, published by Yuewen Animation (阅文动画) and produced by Wawayu Animation (娃娃鱼动画) in Hangzhou. The animation was adapted from the eponymous online novel written by Ziyi 281 (紫伊281).

## Plot

Ye Jiayao is a modern-day celebrity chef who loves traditional Chinese recipes and often experiments with them. However, when a food experiment goes wrong, she travels back in time to the ancient times, where she becomes the daughter of a magistrate with the name Ye Jin Xuan. When she wakes up she is suddenly kidnapped to Hei Fang Camp where she meets the leader of the bandits, Xia Chun Yu, the young master of the Jing An Marquis manor, who is actually an undercover agent for the king. He had infiltrated the Black Wind Fortress bandits to investigate a plot to overthrow the king. The two then get engaged in a fake marriage. Ye Jia Yao starts to win over hearts, including Xia Chun Yu's, with her superb cooking skills and modern street smarts.

## Characters

| Character | Chinese voice actor | Introduction |
| Ye Jiayao (叶佳瑶) | Shi Si (十四) | Main character, formerly the editor-in-chief of a modern food magazine, died of poisoning by accidentally eating toadstools. She traveled to the ancient bride who was also dead, Ye Jinxuan (叶瑾萱), to be reborn, and became the wife of the third master Xia Chunyu. She has an optimistic and quirky personality, and has superb cooking skill. |
| Xia Chunyu (夏淳于) | Sun Ye (孙晔) | The third head of Heifengzhai, the real identity of the undercover Jing'an Hou Shizi, is eager to gain the recognition of the emperor and his family and become a qualified successor of Jing'an Hou. He has a proud personality and a poisonous tongue, but he loves Ye Jiayao's cooking. |
| Helian Jing (赫连景) | Shen Dawei (沈达威) | The little prince of Helian Palace, following the example of Xia Chunyu and his brother Helian Xuan, debuted in episode 6, and unexpectedly became friends with Ye Jiayao, who was disguised as a man in trouble. Pure personality and integrity. In the past, although he was born a distinguished person, it was difficult to make close friends, so he attached great importance to the relationship with Ye Jiayao. |
# Electronic Government Directorate (Pakistan)

Electronic Government Directorate of Pakistan was established in October 2002 by the Ministry of Information Technology. In 2014 Directorate was merged with Pakistan Computer Bureau to form National Information Technology Board.
Some of the projects completed by the directorate include:
* Online Processing of Hajj Applications and Status online Tracking for arrangements for Hujjaj
* Automation of Prime Minister Secretariat, Islamabad
* Online Nadra Card Application
* E-Enablement of Senate & National Assembly of Pakistan
* E-service for submission of documents at Securities and Exchange Commission of Pakistan
* Automation of Estate Office
* Development of Urdu Lexicon, Machine Translation & Text to Speech Software for Urdu language
* Online Access to Statutory Case Laws at District Bar Associations
* Automation of Patent Office, Karachi
* E-Enablement of Press Clubs
* Salary Disbursement through ATMs
* IT Skills Training Programme for Probationary Government Officers
* Process Mapping for improving efficiency of Ministry of Science & Technology
* Installation of LAN and implementation of Mail Tracking and Internal E-mail System at 07 Federal Government Divisions
* IT Technical Support to Provinces and AJK
* Development of PPHI Website
# Mo'ina Khojaeva

Mo'ina Khojaeva (born 1941) is an Uzbekistani Tajik poet and short story writer.
Born in Samarkand, Khojaeva graduated from Samarkand State University in 1963, with a degree in Tajik language and literature; she then began teaching in schools in Samarkand. Her stories have appeared in publications such as Firuza, Sadoi Sharq, Jumhuriyyat, and Ovozi Tojik.