OpenLLM-France/wikimedia huggingface dataset:
# Eoin O'Connor

Eoin O'Connor (born 21 July 2000) is an Irish rugby union player who plays as a lock for Premiership Rugby club Exeter Chiefs.

## Early life

A native of Waterford, O'Connor joined local club Waterpark and represented the team in the 2018–19 Munster Junior League season whilst a sixth-year student. Ahead of the 2019–20 season, O'Connor joined Limerick All-Ireland League club Young Munster.

## Playing career
### Munster

Having previously represented Munster at under-18 and under-19 level, O'Connor made his Munster A debut in their challenge match against provincial rivals Leinster A in January 2019, scoring a try in Munster's 26–22 win. He joined the Munster academy ahead of the 2019–20 season. Following the disruption caused by the province's recent tour to South Africa, O'Connor made his senior competitive debut for Munster in their opening 2021–22 Champions Cup fixture away to English club Wasps on 12 December 2021, starting in the province's 35–14 win.
O'Connor made his league debut for Munster as a replacement for Jean Kleyn in the province's 29–24 away defeat against South African side the Bulls in a rescheduled round 6 fixture during the 2021–22 United Rugby Championship on 12 March 2022. He joined the Munster senior squad on a one-year contract from the 2022–23 season, but was released by the province upon the conclusion of that season.

### Exeter Chiefs

After being released by Munster, O'Connor moved to England to join Premiership Rugby club Exeter Chiefs.

## Honours
### Munster

* United Rugby Championship
** Winner (1): 2022–23
# Goldsmith, Texas

Goldsmith is a city in Ector County, Texas, United States. The population was 236 at the 2020 census. It is part of the Odessa Metropolitan Statistical Area.

## Geography

Goldsmith is located in northwestern Ector County at 31°58′57″N 102°36′57″W﻿ / ﻿31.98250°N 102.61583°W﻿ / 31.98250; -102.61583 (31.982441, –102.615714). Texas State Highway 158 passes through the community, leading east 11 miles (18 km) to U.S. Route 385 and southwest 4.5 miles (7.2 km) to Texas State Highway 302. The city of Odessa is 20 miles (32 km) southeast of Goldsmith.
According to the United States Census Bureau, Goldsmith has a total area of 0.3 square miles (0.8 km$^2$), all land.

## Demographics

As of the census of 2000, 253 people, 101 households, and 67 families resided in the city. The population density was 795.8 inhabitants per square mile (307.3/km$^2$). The 113 housing units averaged 355.4/sq mi (136.3/km$^2$). The racial makeup of the city was 88.14% White, 0.40% Native American, 9.09% from other races, and 2.37% from two or more races. Hispanics or Latinos of any race were 23.72% of the population.
Of the 101 households, 34.7% had children under the age of 18 living with them, 56.4% were married couples living together, 6.9% had a female householder with no husband present, and 32.7% were not families. About 29.7% of all households were made up of individuals, and 13.9% had someone living alone who was 65 years of age or older. The average household size was 2.50 and the average family size was 3.15.
In the city, the population was distributed as 28.1% under the age of 18, 10.7% from 18 to 24, 25.7% from 25 to 44, 19.4% from 45 to 64, and 16.2% who were 65 years of age or older. The median age was 38 years. For every 100 females, there were 110.8 males. For every 100 females age 18 and over, there were 100.0 males.
The median income for a household in the city was $38,125, and for a family was $47,321. Males had a median income of $32,000 versus $15,000 for females. The per capita income for the city was $17,237. About 7.9% of families and 13.8% of the population were below the poverty line, including 8.1% of those under the age of 18 and 28.3% of those 65 or over.

## Education

Goldsmith is served by the Ector County Independent School District.
# Chat en poche

Chat en poche is a comedy in three acts by Georges Feydeau which was performed for the first time on the 19 September 1892 at the Théâtre Déjazet. Modern times commentators have remarked that even if this early play was still influenced by Eugène Marin Labiche, this portrayal of a small egoistic Bourgeois society is characteristic of Feydeau.

## Plot summary

Pacarel made his wealth in the sugar industry and wants to premiere an opera composed by his daughter, who "rewrote Faust after Gounod". To fulfill this objective, he asks his friend Dufausset who lives in Bordeaux to engage Dujeton, a well known Tenor from the Bordeaux Opera. But instead of Dujeton, it's the son of Dufausset who comes. He is coming in Paris to study the Judiciary in Paris. Pacarel mistakes him for Dujeton and signs a contract with him, leading to a series of misunderstandings.

## Roles

* Pacarel
* Dufausset
* Marthe, wife of Pacarel
* Julie, daughter of Pacarel
* Landernau, Physician
* Amandine, wife of Landernau
* Lanoix de Vaux
* Tiburce, valet
* a mute female servant
# Wei Commandery

Wei Commandery (Chinese: 魏郡) was a historical commandery of China, located in modern southern Hebei and northern Henan.
The commandery was created during Emperor Gaozu of Han's reign, with its seat at Ye. In late Western Han, it administered 18 counties, namely Ye (鄴), Guantao (館陶), Chiqiu (斥丘), Sha (沙), Neihuang (內黃), Qingyuan (清淵), Wei (魏), Fanyang (繁陽), Yuancheng (元城), Liangqi (梁期), Liyang (黎陽), Jipei (即裴), Wushi (武始), Hanhui (邯會), Yin'an (陰安), Ping'en (平恩), Hangou (邯溝) and Wu'an (武安). The population was 909,655, or 212,849 households in 2 AD. By 140 AD, four counties (Jipei, Wushi, Hanhui, Hangou) had been resolved, whereas a new county, Quliang (曲梁), was added. The population was 695,606, or 129,310 households.
In late Eastern Han dynasty, Wei Commandery became the center of the Wei Kingdom, fief of Cao Cao, who expanded the commandery, increasing the total number of counties to 29. New official posts, Colonel of the East (東部都尉) and Colonel of the West (西部都尉) were created to assist in administering the territory. After the establishment of the Cao Wei dynasty, these areas became new commanderies Yangping (陽平) and Guangping (廣平), respectively. At the unification of Jin dynasty in 280 AD, the commandery had 8 counties, and a population of 40,700 households.
Under the Eastern Wei which moved the capital to Ye, Wei Commandery was briefly renamed Wei Yin (魏尹), similar to how Jingzhao was named during the Han dynasty. 13 counties were recorded in the Book of Wei, namely Ye (鄴), Linzhang (臨漳), Fanyang (繁陽), Lieren (列人), Changle (昌樂), Wu'an (武安), Linshui (臨水), Wei (魏), Pingyi (平邑), Yiyang (易陽), Yuancheng (元城), Chizhang (斥章) and Guixiang (貴鄉), with a total population of 438,024, or 122,613 households. The commandery was abolished in early Sui dynasty.
In Sui and Tang dynasties, Wei Commandery became an alternative name of Xiang Prefecture (相州, centered around modern-day Anyang) until 742. Afterwards, the name was applied to Wei Prefecture (魏州) to the north of Xiang.
# Akhba

Akhba is a surname. Notable people with the surname include:
* Dmitry Akhba (born 1985), Russian footballer
* Igor Akhba (born 1949), Abkhazian politician
# Doug Root

Doug Root (born December 16, 1977) is an American former professional tennis player.
A native of Mendham, New Jersey, Root played prep tennis at West Morris Mendham High School.
Root competed in collegiate tennis for Duke University, where he twice earned All-American honors for doubles. He was also the ACC Rookie of the Year in 1997 and a four-time All-ACC selection. In 2000 he partnered with Ramsey Smith to make the NCAA doubles semi-finals, the best ever run by a Duke pairing.
Root featured briefly on the professional tour after college and made an ATP Tour main draw appearances in doubles at the 2000 Hall of Fame Championships in Newport. He won five doubles titles at ITF Futures level.

## ITF Futures titles
### Doubles: (5)

| No. | Date | Tournament | Surface | Partner | Opponents | Score |
| 1. | Jun 1999 | USA F8, Danville | Hard | Brandon Hawk | Haydn Wakefield Gareth Williams | 6–4, 6–7, 6–3 |
| 2. | Jul 1999 | USA F9, Redding | Hard | Brandon Hawk | Haydn Wakefield Gareth Williams | 6–2, 2–6, 6–2 |
| 3. | Nov 2000 | USA F26, Lafayette | Hard | Jack Brasington | Thomas Blake Jeff Morrison | W/O |
| 4. | May 2001 | Mexico F3, Aguascalientes | Hard | Frédéric Niemeyer | Cary Franklin Jeff Williams | 6–3, 6–4 |
| 5. | Oct 2001 | Great Britain F10, Edinburgh | Hard | Henrik Andersson | Wesley Moodie Louis Vosloo | 6–2, 3–6, 7–5 |
# Exposing the Sickness

Exposing the Sickness is the second full-length album from Diva Destruction.

## Track listing

* "Heathcliff"– 4:51
* "Hypocrite"– 4:45
* "Black Heart"– 4:02
* "The One"– 4:22
* "Playing The Liar"– 4:15
* "Forgotten"– 4:03
* "Tempter"– 5:11
* "Valley of the Scars"– 3:42
* "You're My Sickness"– 4:56
* "The Abuser"– 4:40
* "When Trees Would Dance"– 5:02
* "Survive"– 4:18
* "Stolen Bliss"– 4:49
* "Dance Remix of Trees (By Julian Beeston)"-5:40
# M. J. Marks House

The M.J. Marks House in Boise, Idaho, is a 2+1⁄2-story Colonial Revival house with "bungaloid features" designed by Tourtellotte & Hummel and constructed in 1911. The house includes random course sandstone veneer on first-story walls with flared second-story walls veneered with square shingles under a low pitch hip roof. Room sized porches are a prominent feature of the design.

## History

In 1900 Moses J. and Ella L. Marks moved to Boise from Buena Vista, Colorado, and in that year the M.J. Marks men's clothing store opened at 822 Main Street. In 1901 Marks purchased from Ellen A. Fairchild a portion of lots 10, 11, and 12 in block 81 of Boise City original townsite, located at the southwest corner of 10th and Hays Streets. Plans for the M.J. Marks House were drawn by Tourtellotte & Hummel in 1910, and the design featured Boise sandstone and rough cut, unpainted cedar shingles "left for the weather to stain in nature's own tints." Moses and Ella Marks lived at the house from its completion in 1911 until the 1920 death of Moses Marks. Ella Marks continued to reside in the house until her death in 1924.
After his mother's death, Jacob A. Marks lived in the house until his own death in 1943.
# Antaeotricha ptycta

Antaeotricha ptycta is a species of moth of the family Depressariidae. It is found in Guatemala, Panama, Ecuador, the West Indies and Guyana.
The wingspan is 18–19 mm. The forewings are brownish-fuscous with a broad undefined streak of whitish-ochreous suffusion extending over the costal third of the wing from the base to the middle and a narrow longitudinal dark fuscous streak from the base of the costa to one-fifth of the disc. There is an indistinct fuscous very oblique line beneath the costa from near the base to one-fourth and a dark fuscous dash towards the costa at one-third, as well as an oblique series of two or three short cloudy dark fuscous marks towards the costa in the middle. The discal stigmata are dark fuscous, the plical represented by some dark fuscous elongate suffusion on the fold between these. There is a slightly curved cloudy dark fuscous line from four-fifths of the costa to the tornus and eight blackish marginal dots or marks around the apex and termen. The hindwings are whitish, the apical half suffused with light grey. In males, there is an ochreous-whitish hair-pencil enclosed in a subdorsal fold.
# Masahiro Fujita

Masahiro Fujita (藤田将弘, Fujita Masahiro) is the former head coach of the Mitsubishi Electric in the Japanese JBL.

## Head coaching record

| Team | Year | G | W | L | W–L% | Finish | PG | PW | PL | PW–L% | Result |
| Mitsubishi Electric | 2006-07 | 24 | 17 | 7 | .708 | 1st | 7 | 6 | 1 | .857 | Runners-up in JBL |
| Mitsubishi Electric | 2007-08 | 35 | 18 | 17 | .514 | 4th | 2 | 0 | 2 | .000 | 4th |
| Mitsubishi Electric | 2008-09 | 35 | 8 | 27 | .229 | 8th | - | - | - | – | 8th |
| Mitsubishi Electric | 2009-10 | 42 | 8 | 34 | .190 | 8th | - | - | - | – | 8th |
# Lars Petrus

Lars Erik Petrus (born 4 November 1960) is a Swedish accomplished speedcuber. He has been described as a Rubik's Cube icon and master.

## Information

Petrus grew up in Gammelstaden just outside of Luleå.
He took up speedcubing in the early 1980s, learning it over the course of a summer when he was unemployed. In 1982, he became the national champion of Sweden, and went on to finish fourth overall at the first official Rubik's Cube World Championships held in Budapest, Hungary.
He later published his method, known as the Petrus system, on the Internet. It became a fairly popular method among intermediate and upper-level speedcubers, although its more recent use has diminished considerably due to the increased predominance of methods such as ZZ, Roux, and CFOP. Petrus won the 3x3x3 Fewest Moves category at the 2005 World Championships held in November 2005 at Lake Buena Vista, Florida, USA claiming the US$500 prize. He competed in the 2006 International Rubik's Cube Competition in San Francisco. He currently (since 1995) resides in SF Bay Area, California, USA, where he works as a software developer.
He has also catalogues and published an explanation of Ikea product names.

## The Lars Petrus System

The Petrus System was designed as an alternative to the popular layer-based solutions of the early 1980s using 2v2v2 blocks. Petrus reasoned that as a solver constructs layers, further organization of the cube's remaining pieces is restricted by what one has already done. In order for a layer-based solution to continue after the first layer had been constructed, the solved portion of the cube would have to be temporarily disassembled while the desired moves were made, then reassembled afterward. Petrus sought to get around this by solving the cube outwards from one corner, leaving him with unrestricted movement on several sides of the cube as he progressed. This method is often used to solve the cube in a fewest-moves solution.

### The method

The system uses seven basic steps to solve a Rubik's Cube.
* Build a 2x2x2 block
* Expand to a 2x2x3 without destroying the 2x2x2 block
* Correct edge orientation (EO)
* Solve two complete layers
* Permute the remaining corners (CP)
* Orient the remaining corners (CO)
* Permute the final edges (EP)
Petrus invented three simple and flexible algorithms to complete the last three steps, which he named Niklas, Sune, and Allan.
While the method stands alone as an efficient system for solving the Rubik's Cube, many modifications have been made over the years to stay on the cutting edge of competitive speedcubing. Many more algorithms have been added to shave seconds off the solution time, and steps 5+6 or 6+7 are often combined depending on the problems each case presents.
# Susan Crown

Susan M. Crown (born 1960/1961) is an American businessperson. She is founder and chairman of the Susan Crown Exchange (SCE), and chairman and CEO of Owl Creek Partners.

## Early life and education

Crown is the daughter of Renée (née Schine) and Lester Crown. She earned a bachelor's degree from Yale University in Connecticut and a master's degree from New York University. She also attended Kellogg Graduate School of Management at Northwestern University.

## Career

She was the first woman board member of Illinois Tool Works, and now chairs its executive committee. She is a board member of Northern Trust Corporation, and a former board member of Baxter International.
Crown is vice-chair of Rush University Medical Center. She is a former fellow of Yale Corporation and co-chaired the Yale Tomorrow Campaign. She is a director of CARE USA and, in 2011, co-chaired its national conference on global poverty.

### Susan Crown Exchange

SCE partners with organizations to create social change. SCE’s mission is to help people acquire skills needed to succeed and thrive in a rapidly changing, highly connected world. SCE is focused on two program areas: digital learning and social and emotional learning, building grit, empathy, and emotion management. The Exchange intends to add programs to cultivate other 21st century skills.
In digital learning, SCE partnered with Common Sense Media to develop a learning ratings system, and have rated more than 3,500 digital learning products.

### Owl Creek Partners

Owl Creek Partners is a private equity company with focused investments in real estate, securities, and consumer products.

## Personal life

In 1981, Crown married William Charles Kunkler III in an interfaith ceremony in Chicago. They live in Chicago. They have two children.
# Vasile Ilcă

Vasile Ilcă (born 1960) is a former Romanian rugby union player who played as hooker.

## Career

Between 1981 and 1994, Ilcă played the Divizia Nationala for CS Universitatea Cluj-Napoca. He was called up for the Romania squad for the 1987 Rugby World Cup, where he only played the match against France in Wellington on 28 May 1987, which was his only cap.
# Atenulf, brother of Pandulf III of Benevento

Atenulf was the son of Prince Landulf V of Benevento and brother of Prince Pandulf III. In 1040, Benevento still had the prestige of being the first of the independent Lombard principalities of the Mezzogiorno. So, when the Lombard Arduin, topoterites of Melfi, and his Norman mercenaries rebelled against Byzantine authority, they elected the brother of Pandulf as their leader, calling him "prince of Benevento."
After the assassination of the Catepan Nicephorus Doukeianos, the Normans planned to elect a leader from amongst their own, but William of Apulia notes that Atenulf had "perhaps given them gold or silver and thus led them to renege on a prior agreement." Thus was he elected leader.
On 3 September 1041, the rebels defeated the new Byzantine catepan, Exaugustus, the son of the great Boioannes, and took him captive. The catepan was taken captive to Benevento. At about that time, the prince of Salerno, Guaimar IV, began to draw the Normans under his banner with myriad promises. In February 1042, probably feeling abandoned, and perhaps bribed by the Greeks, Atenulf negotiated the ransom of Exaugustus and then fled with the ransom money to Greek territory, where he died in obscurity (but probably wealthy). He was replaced as leader by Argyrus.
# The Book of Kells (disambiguation)

The Book of Kells is an illuminated manuscript Gospel book, created by Celtic monks c. 800 AD.
The Book of Kells may also refer to:
* The Book of Kells (album), by Iona, 1992
* The Book of Kells (audio drama), a 2010 Doctor Who audio drama
* The Book of Kells, a 1985 fantasy novel by R. A. MacAvoy
# Clustered planarity

In graph drawing, a clustered planar graph is a graph together with a hierarchical clustering on its vertices, such that the graph can be drawn together with a collection of simple closed curves surrounding each cluster with no crossings between graph edges or clusters.
The clustering can be described combinatorially by a collection of subsets of the vertices such that, for each two subsets, either both are disjoint or one is contained in the other. It is not required that the clustering be maximal nor that every vertex belong to a cluster. In a clustered planar drawing, no two edges may cross each other (that is, the graph must be planar), no two of the curves representing clusters may cross each other, an edge may cross a cluster boundary only if it connects a vertex inside the cluster to a vertex outside the cluster, and when an edge and cluster boundary cross they may cross only once. After much past work on the problem, a polynomial-time algorithm testing clustered planarity was found in 2019 by Radoslav Fulek and Csaba Tóth.
# Choeradoplana cyanoatria

Choeradoplana cyanoatria is a species of land planarian belonging to the subfamily Geoplaninae. It is known from specimens found in General Carneiro, Brazil.

## Description

Choeradoplana cyanoatria is a flatworm around 20–28 mm in length and 3–4 mm in width. It has an elongate body with parallel margins. The head, or cephalic region, has two glandular cushions on the ventral side, separated by a median slit. The front end of the body is expanded, while the back end is slightly pointed. The dorsal side of the body is a yellowish base color, covered densely by small and irregular dark brown flecks. The yellowish base is visible on the head and margins, as well as on a longitudinal median stripe that runs down the front half of the body aside from the head. The ventral side is a pale yellow color.
It is distinguished from other members of Choeradoplana by its dark brown flecks, a bell-shaped pharynx, sperm ducts that open subterminally into the prostatic vesicle, an oval-elongate, folded prostatic vesicle that becomes funnel-shaped proximally and forms an elongate duct inside the penis papilla, and a conical, long, almost symmetrical penis papilla with a posteriorly-shifted dorsal insertion that fills the entire atrium.

## Etymology

The specific epithet is derived from the Latin words cyano ("blue") and atria ("atrium"), in reference to an abundant secretion of cyanophils from an opening in the species' atrium.
# Mary Porter

Mary Porter may refer to:
* Mary Bea Porter (born 1949), American golfer
* Mary Porter (actress) (died 1765), English actress
* Mary Porter (politician) (born 1942), Australian politician
* Mary Winearls Porter (1886–1980), English geologist
* Mary G. Porter (1884–1972), American social worker
* Mary Porter, a character from The Vampire Diaries
# Thierry Morel

Thierry Morel is a French art historian and curator. He is the director and curator-at-large of the Hermitage Museum Foundation.
Morel was educated at the University of Paris and the University of Oxford, where he was a Rhodes Scholar, earned a degree in Law and History of Art. He did post-doctoral research at the University of Cambridge.
He curated Houghton Revisited, which won Apollo magazine's 'Exhibition of the Year' award in 2013.
Morel has written and produced plays and films, including a ten-part television documentary series on art collectors, Private View. He has written for magazines including Apollo.

## Publications

* Houghton Revisited: The Walpole Masterpieces from Catherine the Great's Hermitage, 2013
* Francis Bacon and the Masters: Fontanka, 2015
* The Splendor of St. Petersburg: Art & Life in Late Imperial Palaces of Russia, 2019
# Well-pointed category

In category theory, a category with a terminal object $1$ is well-pointed if for every pair of arrows $f,g:A\to B$ such that $f\neq g$, there is an arrow $p:1\to A$ such that $f\circ p\neq g\circ p$. (The arrows $p$ are called the global elements or points of the category; a well-pointed category is thus one that has "enough points" to distinguish non-equal arrows.)
# Farley Copse

Farley Copse is a 3.3-hectare (8.2-acre) Local Nature Reserve on the western outskirts of Bracknell in Berkshire. It is owned and managed by Bracknell Forest Borough Council.

## Geography and site

This site is ancient woodland, and contains a pond.

## History

Farley Copse was once part of a large estate belonging to the Edwardian Farley Moor House.
In 2002 the site was declared as a local nature reserve by Bracknell Forest Borough Council.

## Fauna

The site has the following fauna:

### Mammals

* Roe deer
* European badger

### Invertebrates

* Large red damselfly
* Stag beetle
* Libellula depressa

### Birds

* Eurasian bullfinch

## Flora

The site has the following flora:

### Trees

* Sequoiadendron giganteum

### Plants

* Anemone nemorosa
* Hyacinthoides non-scripta
# Douglas Cook

Douglas Cook may refer to:
* William Douglas Cook (1884–1967), founder of Eastwoodhill Arboretum, now the national arboretum of New Zealand
* Douglas S. Cook (1958/9–2015), American screenwriter
# Eyes of Texas

Eyes of Texas may refer to:
* "The Eyes of Texas", a song set to the tune of "I've Been Working on the Railroad"
* Eyes of Texas (film), a 1948 American film directed by William Witney
* The Eyes of Texas (TV series)