OpenLLM-France/wikimedia huggingface dataset:
# Lesticus assamicus

Lesticus assamicus is a species of ground beetle in the subfamily Pterostichinae. It was described by Kuntzen in 1911.
# Lesticus cavicollis

Lesticus cavicollis is a species of ground beetle in the subfamily Pterostichinae. It was described by Straneo in 1985.
# Joachim Coeler

Joachim Coeler (1 June 1891 – 14 May 1955) was a German general during World War II. He was a recipient of the German Knight's Cross of the Iron Cross, which was awarded for bravery, or other meritorious service.

## Awards

* Knight's Cross of the Iron Cross on 12 July 1940 as Generalmajor and commander of 9. Flieger-Division
# Trichromia pandera

Trichromia pandera is a moth in the family Erebidae. It was described by William Schaus in 1896. It is found in French Guiana, Venezuela and Brazil.
# Trichromia ockendeni

Trichromia ockendeni is a moth in the family Erebidae. It was described by Walter Rothschild in 1909. It is found in French Guiana and Peru.
# Trichromia odorata

Trichromia odorata is a moth in the family Erebidae. It was described by Walter Rothschild in 1909. It is found in Brazil.
# Royal Mail Restaurant

The Royal Mail Restaurant is a Modern Australian restaurant in rural Dunkeld, Victoria connected to the Royal Mail Hotel. The chef de cuisine is Robin Wickens, who took over from Dan Hunter in 2013. Hunter had previously worked at Mugaritz and is now at Brae.
The restaurant prepares two tasting menus daily—one vegetarian and one omnivore—and the tasting takes three to four hours. Fruit and olives are harvested on the premises.
Since 2013, the restaurant has been the recipient of the Wine Spectator Grand Award.
# Trnovica, Ivančna Gorica

Trnovica (pronounced or) is a small settlement in the Municipality of Ivančna Gorica in central Slovenia. It lies in the hills southeast of Ivančna Gorica in the historical region of Lower Carniola. The municipality is now included in the Central Slovenia Statistical Region.
# Jarrod Emick

Jarrod Emick (born July 2, 1969) is an American actor who primarily acts in musicals. He received a Tony Award, a Drama Desk Award, and a Theatre World Award for his performance in the 1994 revival of Damn Yankees.

## Biography

Emick grew up in Oral, South Dakota, attended Hot Springs High School in nearby Hot Springs, South Dakota, and later attended South Dakota State University.
Emick's Broadway debut was in Miss Saigon as a replacement for the role of Chris. However, it was his next role, in Damn Yankees, that won him acclaim—a Tony for Best Featured Actor in a Musical, a Drama Desk Award for Outstanding Supporting Actor, and a Theatre World Award.
Subsequent roles included Brad Majors in The Rocky Horror Show, Greg Connell in The Boy From Oz, and a role in the musical Ring of Fire.
Apart from theatre, Emick appeared in the 1996 TV movie Andersonville.
In 2005, he played the role of F. Scott Fitzgerald in Frank Wildhorn's Waiting For The Moon, opposite Lauren Kennedy.
He was seen playing Michael Wiley in Contact at the North Shore Music Theatre.
Emick played the roles of the Doctors in Next to Normal at the Milwaukee Repertory Theater through January 2012.
Emick played the role of Tick/Mitzi in Priscilla, Queen of the Desert at the Ogunquit Playhouse from August 10 to September 3, 2016.
As of 2019, Emick lives in Las Vegas with his wife and two sons.

## Awards and nominations

| Year | Award | Category | Nominated work | Result |
| 1994 | Tony Award | Best Featured Actor in a Musical | Damn Yankees | Won |
| 1994 | Drama Desk Award | Outstanding Featured Actor in a Musical | Damn Yankees | Won |
| 1994 | Theatre World Award | Theatre World Award | Damn Yankees | Won |
| 2003 | WhatsOnStage Awards | Best Actor in a Musical | The Full Monty | Nominated |
# Dibecik, Oğuzeli

Dibecik, formerly and still informally called Vasılı, is a neighbourhood in the municipality and district of Oğuzeli, Gaziantep Province, Turkey. Its population is 201 (2022). The village is inhabited by Turkmens with a minority of Turkicized Arabs of the Damalha tribe and Abdals of the Kurular tribe.
# Kninsko Polje

Kninsko Polje is a village near Knin, Šibenik-Knin County, Croatia.
# Dichodon

Dichodon may refer to:
* Dichodon (plant), a genus of flowering plants in the family Caryophyllaceae
* Dichodon (mammal), a fossil genus of mammals in the family Xiphodontidae
# Qasim Zubair

Qasim Zubair (born 31 August 1987) is an Emirati cricketer. A right-handed batsman and right-arm medium-fast bowler, he has played for the United Arab Emirates national cricket team since 2006, including three first-class matches.

## Biography

Born in Dubai in 1987, Qasim Zubair first represented the UAE at Under-15 level, playing in the Under-15 Asia Cup in Dubai in 2002. He played for the Under-19 team in the Youth Asia Cup in Karachi the following year, and in the ACC Under-17 Cup in India in 2004. His career at youth level ended with the ACC Under-19 Cup in Nepal in 2005.
He made his debut for the UAE senior team in 2006, when he played against Brunei in the ACC Trophy. He made his first-class debut in January 2007, playing in a 2006 ICC Intercontinental Cup match against Scotland. He played against Ireland in the same tournament the following month.
He toured Canada with the UAE later in 2007, playing against a Canadian Invitation XI and Ontario. He played a 2007-08 ICC Intercontinental Cup match against Bermuda in November. In 2008, he played for the UAE against Somerset and Yorkshire and most recently represented his country in the 2008 ACC Trophy Elite tournament, where he played against Afghanistan and Nepal. He is currently running his own business, Taier Al Jazeera Used Car Parts.
# Dibromine trioxide

Dibromine trioxide is the chemical compound composed of bromine and oxygen with the formula Br$_2$O$_3$. It is an orange solid that is stable below −40 °C. It has the structure Br−O−BrO$_2$ (bromine bromate). It was discovered in 1993. The bond angle of Br−O−Br is 111.7°, the bond angle of O−Br=O is 103.1°, and the bond angle of O=Br=O is 107.6°. The Br−OBrO$_2$ bond length is 1.845 Å, the O−BrO$_2$ bond length is 1.855 Å and the Br=O bond length is 1.612 Å.

## Reactions

Dibromine trioxide can be prepared by reacting a solution of bromine in dichloromethane with ozone at low temperatures. It disproportionates in alkali solutions to Br$^−$ and BrO$^−$ $_3$.
# Diane-class submarine (1916)

The Diane class was a pair of submarines built for the French Navy during World War I.

## Ships

| Name | Builder | Laid down | Launched | Completed | Fate |
| Diane (Q107) | Arsenal de Cherbourg | 16 August 1913 | 30 September 1916 | 25 July 1917 | Lost, 11 February 1918 |
| Daphné (Q108) | Arsenal de Cherbourg | 16 August 1913 | 25 October 1915 | 22 November 1916 | Stricken, 24 July 1935 |
# Quasimorphism

In group theory, given a group $G$, a quasimorphism (or quasi-morphism) is a function $f:G\to \mathbb {R}$ which is additive up to bounded error, i.e. there exists a constant $D\geq 0$ such that $|f(gh)-f(g)-f(h)|\leq D$ for all $g,h\in G$. The least positive value of $D$ for which this inequality is satisfied is called the defect of $f$, written as $D(f)$. For a group $G$, quasimorphisms form a subspace of the function space $\mathbb {R} ^{G}$.

## Examples

* Group homomorphisms and bounded functions from $G$ to $\mathbb {R}$ are quasimorphisms. The sum of a group homomorphism and a bounded function is also a quasimorphism, and functions of this form are sometimes referred to as "trivial" quasimorphisms.
* Let $G=F_{S}$ be a free group over a set $S$. For a reduced word $w$ in $S$, we first define the big counting function $C_{w}:F_{S}\to \mathbb {Z} _{\geq 0}$, which returns for $g\in G$ the number of copies of $w$ in the reduced representative of $g$. Similarly, we define the little counting function $c_{w}:F_{S}\to \mathbb {Z} _{\geq 0}$, returning the maximum number of non-overlapping copies in the reduced representative of $g$. For example, $C_{aa}(aaaa)=3$ and $c_{aa}(aaaa)=2$. Then, a big counting quasimorphism (resp. little counting quasimorphism) is a function of the form $H_{w}(g)=C_{w}(g)-C_{w^{-1}}(g)$ (resp. $h_{w}(g)=c_{w}(g)-c_{w^{-1}}(g))$.
* The rotation number ${\text{rot}}:{\text{Homeo}}^{+}(S^{1})\to \mathbb {R}$ is a quasimorphism, where ${\text{Homeo}}^{+}(S^{1})$ denotes the orientation-preserving homeomorphisms of the circle.

## Homogeneous

A quasimorphism is homogeneous if $f(g^{n})=nf(g)$ for all $g\in G,n\in \mathbb {Z}$. It turns out the study of quasimorphisms can be reduced to the study of homogeneous quasimorphisms, as every quasimorphism $f:G\to \mathbb {R}$ is a bounded distance away from a unique homogeneous quasimorphism ${\overline {f}}:G\to \mathbb {R}$, given by :
    ${\overline {f}}(g)=\lim _{n\to \infty }{\frac {f(g^{n})}{n}}$.
A homogeneous quasimorphism $f:G\to \mathbb {R}$ has the following properties:
* It is constant on conjugacy classes, i.e. $f(g^{-1}hg)=f(h)$ for all $g,h\in G$,
* If $G$ is abelian, then $f$ is a group homomorphism. The above remark implies that in this case all quasimorphisms are "trivial".

## Integer-valued

One can also define quasimorphisms similarly in the case of a function $f:G\to \mathbb {Z}$. In this case, the above discussion about homogeneous quasimorphisms does not hold anymore, as the limit $\lim _{n\to \infty }f(g^{n})/n$ does not exist in $\mathbb {Z}$ in general.
For example, for $\alpha \in \mathbb {R}$, the map $\mathbb {Z} \to \mathbb {Z} :n\mapsto \lfloor \alpha n\rfloor$ is a quasimorphism. There is a construction of the real numbers as a quotient of quasimorphisms $\mathbb {Z} \to \mathbb {Z}$ by an appropriate equivalence relation, see Construction of the reals numbers from integers (Eudoxus reals).
# Ilimotama Jese

Ilimotama Jese (born 16 March 1990) is a Fijian footballer who plays as a defender for Nadi F.C. in the Fijian National Football League.
# Quail hunting

Quail hunting is a hunting sport. There are 21 subspecies of northern bobwhite, a ground-dwelling bird native to the United States, Mexico, and the Caribbean. Many of the common larger species are hunted as game birds.

## History

The archaeological record from excavations of indigenous peoples' sites in North America reveal few quail bones, suggesting that those early inhabitants focused on larger game that may have produced greater results for the effort involved. When European settlers arrived, quail hunting began in earnest.$^{:18}$

## Modern developments

Quail live throughout the United States. Quail hunting in the 20th century was the most popular game hunting sport. Due to their popularity as game birds and their extensive distribution, quail have been studied throughout the North American continent, particularly in the 20th century.$^{:20}$ In the twenty years from the late 1960s through the late 1980s, quail populations, as measured by hunting statistics, showed dramatic declines. Causes included disease, habitat reduction, hunting, weather variables and other impacts. These were addressed through formation of organizations such as Quail Unlimited and through side benefits from the 1981 Farm Act, which encouraged farmers to remove highly eroded land from cultivation, thus increasing quail habitat.$^{:24–26}$
# Terriera

Terriera is a genus of fungi within the Rhytismataceae family. The genus contains 16 species.
# Quedius fuliginosus

Quedius fuliginosus is a beetle found in Britain and, possibly by traveling in dry ballast, North America. It is similar in appearance to Quedius curtipennis, which is a more common species, however, the eyes of fuliginosus are more convex and the basal antennal segments darker. The punctures on the elytra are slightly stronger in curtipennis.
# Imperfect induction

The imperfect induction is the process of inferring from a sample of a group to what is characteristic of the whole group.
# Quercus brandisiana

Quercus brandisiana is a species of oak native to Bangladesh, Myanmar, Thailand and Laos. It is in the subgenus Cerris, section Cyclobalanopsis. In upland forests it is often the dominant species.
# Termier

Termier is a surname. Notable people with the surname include:
* Geneviève Termier (1917–2005), French paleontologist and evolutionist
* Henri Termier (1897–1989), French geologist
* Pierre-Marie Termier (1859–1930), French geologist
# In Love with a DJ

"In Love with a DJ" (also known as "Turn It Up" or "Crank It Up") is a 2010 song by the singer CeCe Peniston and producer Ron Carroll.
Carroll collaborated with Peniston already on her previous singles, "My Boo" in 2000, and "I'm Feelin' U" in 2007 (which he also co-wrote). "In Love with a DJ", their house/groove composition in common, was the first release of the producer's own independent record label called Electricity Records, which is a part of One Entertainment, which has a major distribution deal with Universal. In 2011, the singer teamed up again with the producer to record another house composition, "Make Me Say Oh", which appeared on a various artists compilation Miami 2011.
One week after its official digital release in July 2010, the single was classified by major UK DJs as number twenty in the DMS's Buzz chart (Issue 385), and in September, the House Moguls' remix topped the TraxSource download chart.

## Credits and personnel

* CeCe Peniston - lead vocal, writer
* Ron Carroll - writer, remix, producer
* Ajdin Begoviç - remix
* Bill Basil - remix
* Gus Calderone - remix
* Laurent Scimeca - remix
* Stéphane Bonan - remix

## Track listing and format
### MD, US, #ELRC001

* "In Love with a DJ (Ron Carroll's Original Mix)" - 7:50
* "In Love with a DJ (Baggi Begoviç Remix)" - 8:11
* "In Love with a DJ (The House Moguls Remix)" - 8:33
* "In Love with a DJ (Swingfield Remix)" - 7:22

## 2014 version

In 2014, the song was released under an alternate title, "Turn It Up". Apart from Baggi Begoviç, the track was in addition remixed by Lizzie Curious, and issued on September 19, 2014 through Vamos Music.

### Additional credits

* Lizzie Taylor-Allee (as Lizzie Curious) - remix

### Track listings and formats
   ### MD, EU & US, #VAM 254

* "Turn It Up (Baggi’s Hand Bag House Mix)" - 8:11

   ### MD, EU & US, #VAM 261

* "Turn It Up (Lizzie Curious Remix)" - 7:12
# Die Torpiraten

Die Torpiraten is a German television series.
# R-class submarine

R-class submarine may refer to:
* British R-class submarine, a class of 12 small British diesel-electric submarines built for the Royal Navy during World War I
* Italian R-class submarine, a group of submarines built for the Italian Royal Navy (Regia Marina Italiana) during World War II
* Rainbow-class submarine, a Royal Navy World War II submarine
* United States R-class submarine, a class of United States Navy submarines active from 1918 until 1945
# Tero Varjoranta

Tero Varjoranta (born January 15, 1957) is a Finnish diplomat who started working as Deputy Director General of the IAEA and Head of the agency's Inspection and Supervision Department.
He suddenly resigned from his position on May 11, 2018.

## Biography

Tero Varjoranta was born on January 15, 1957, in Finland. He graduated in physics from Helsinki University.

## Career

Tero Varjoranta is a Finnish with 30 years of experience in nuclear energy. He has served as Director of Nuclear Recycle and Safety in Finland for many years.
Tero Varjoranta since 1 October 2013, served as Deputy Director General of IAEA, Head of the Department of Safeguards and Director of IAEA Inspectors who verify countries’ compliance with the prohibition of the proliferation of nuclear weapons.
He was the Director General of the Radiation and Nuclear Safety Authority, STUK, in Finland. Between 2010 and 2012, Varjoranta served as a Director in the IAEA Department of Nuclear Energy, having previously worked as Division Manager in the International Science and Technology Centre in Moscow. Tero has served as President of ESARDA, President of the European Nuclear Security Regulators Group (ENSREG) and as a member of SAGSI for seven years.
As Director of IAEA inspectors, Tero Varjoranta traveled to Iran in recent years on several occasions. Two months after the JCPOA was signed, he accompanied Yukiya Amano Director General of IAEA during his visit to Parchin Area in Tehran in September 2015. During the visit, the inspectors took samples from Parchin Area to announce the results later on.

## Resignation

The IAEA spokesman said: “Mr. Tero Varjoranta resigned as of May 11.” The IAEA Director General has not commented on Mr. Tero Varjoranta's resignation and considered it confidential, said the spokesman.
Reuters News Agency wrote: “The departure of Tero Varjoranta comes at a sensitive time, three days after the United States announced it was quitting world powers’ nuclear accord with Iran.”

## Replacement

Following the resignation of Tero Varjoranta on May 11, 2018, the IAEA Director General assigned Massimo Aparo temporary director and supervisor of the department for monitoring Iran as his successor. Aparo has served as head of Iran team in the above department since 2016.
The IAEA spokesman said the IAEA Director General Yukiya Amano intends to assign a permanent successor for this position.
# Diethyl selenide

Diethyl selenide is an organoselenium compound with the formula C $_4$H $_{10}$Se. First reported in 1836, it was the first organoselenium compound to be discovered. It is the selenium analogue of diethyl ether. It has a strong and unpleasant smell.

## Occurrence

Diethyl selenide has been detected in biofuel produced from plantain peel. It is also a minor air pollutant in some areas.

## Preparation

It may be prepared by a substitution reaction similar to the Williamson ether synthesis: reaction of a metal selenide, such as sodium selenide, with two equivalents of ethyl iodide or similar reagent to supply the ethyl groups:
# Veen Media

Veen Media is a Dutch media company, owned by Arcis, known best as publisher of popular-scientific magazines. In January 2014 it took over the feminist magazine Opzij from Weekbladpers. As of 2014 it had thirty-five employees. Their office building, in the Amsterdam Houthavens neighborhood, was designed by Heyligers Design+Projects.
# Linna Vogel Irelan

Linna Vogel von Fogelstein Irelan (née, Vogel von Fogelstein; 1846–1935) was a German-born American potter and author. She was the first woman to work in pottery in California who only used California materials.

## Early life

Linna Vogel von Fogelstein was born in 1846. She was a daughter of Col. Guido Alexander Vogel von Fogelstein, and a great-niece of Otto von Bismarck. Her ancestors were among the founders of the University of Leipzig in the year 1550.

## Career

On November 14, 1870, in Leipzig, Germany, she married William Irelan, Jr., a mining and consulting engineer. They had one son, Oscar.
They subsequently came to California, where William's parents had removed in the meantime, and William became here engaged in mining and scientific research. He also conducted a school in mining chemistry, metallurgy and kindred sciences.
She worked the clays of California and established the first art pottery, manufacturing the first wares of the kind west of Ohio. She won gold medals in exhibitions under the name of the Roblin Art Pottery and had an extensive knowledge of pottery wares and manufacture. She was acknowledged as a pioneer in this line of industrial art in the American west. Irelan had an inherited taste and talent for her work in pottery lines from a knowledge of the fact that her ancestors were the founders of the Royal Meissen China Works of Saxony.
As an artist in oils and water colors, she attained distinction, receiving the highest awards at the California state and other state exhibitions for her still-life paintings. She was also the first to introduce the leather plasticque or modeled leather which was favored in the European centers and in the United States.
Ireland's writings included a work on the use of clays and the manufacture of pottery in California, and she was a frequent contributor to many of the leading magazines upon the subject of her specialty. Her writings were not confined entirely to pottery, but also covered many scientific subjects, including a paper on the World's Geological Society and the Society of Natural and Applied Sciences of Europe.

## Death

Linna Vogel Irelan died in 1935.
# Rezon the Syrian

Rezon the Syrian, also named "Ezron", was an enemy of King Solomon mentioned in 1 Kings 11. Some 19th-century scholars considered Rezon to be the throne name of King Hezion. He is known only from the Hebrew Bible.

## Biography

He was son of Eliada, and had previously deserted Hadadezer king of Zobah, presumably when the men of Damascus came to Hadadezer's aid. After Hadadezer's death Rezon became king in Damascus and, like Hadad the Edomite harried Israel's borders. Archaeology has not confirmed his identity. One solution, popular in the late 19th century, was identification of Rezon as the throne name of Hezion, the grandfather of Ben-Hadad I, who was a contemporary of Asa, King of Judah (1 Kings 15:18).
# Thunderhawk

Thunderhawk may refer to:
* Thunder Hawk, a character from the Street Fighter fighting games
* Thunder Hawk, South Dakota, a community in the United States
* Thunderhawk (Dorney Park), a roller coaster at Dorney Park & Wildwater Kingdom amusement park
* Thunderhawk (Michigan's Adventure), a roller coaster at Michigan's Adventure formerly located at Geauga Lake & Wildwater Kingdom
* Thunderhawk (video game), a 1992 helicopter based video game by Core Design
** Firestorm: Thunderhawk 2, a 1995 sequel to Thunderhawk
** Thunderhawk: Operation Phoenix, a 2001 sequel to Firestorm: Thunderhawk 2
* ThunderHawk (web browser) by Bitstream Inc.
# Bishop of Guildford (suffragan)

The Bishop of Guildford was a suffragan bishop of the Church of England Diocese of Winchester in the Province of Canterbury.
In the late nineteenth century there were three suffragan bishops of Guildford appointed to assist six successive Bishops of Winchester, in overseeing the Diocese of Winchester. In 1904, George Sumner was ageing but not fully retired, so a Bishop of Dorking was also appointed early the next year; The appointment of Cecil Boutflower as the only Bishop of Dorking was, functionally, an interruption in the See of Guildford; Boutflower took on suffragan duties in the north of the Diocese. When Boutflower departed for missionary duty in Japan, Sumner was persuaded to resign the See and John Randolph was appointed Bishop of Guildford, succeeding Boutflower in duties and Sumner in the See.
Bishops of Guildford :
| From | Until | Incumbent | Notes |
| 1874 | 1879 | John Utterton | Died in office on 21 December 1879 |
| 1879 | 1888 | See vacant | See vacant |
| 1888 | 1909 | George Sumner | Duties given to the Bishop of Dorking, 1905. Resigned the See in early 1909; d. December 1909. |
| 1909 | 1927 | John Randolph | Subsequently became Dean of Salisbury (1928–1935) |
| Source(s): ||||
# James Gervé Conroy

James Gervé Conroy (April 12, 1836 – January 28, 1915) was an Irish-born lawyer, judge and political figure in Newfoundland. He represented Ferryland on the Irish Shore in the Newfoundland and Labrador House of Assembly from 1874 to 1880 as an Anti-Confederated, in the second term as an anti-confederated Liberal; he helped lead the opposition to William Vallance Whiteway's administration.

## Later life

In 1870, Conroy married Elizabeth Catherine Mary Theresa O'Neill of the O'Neills of the Feeva, the only child of Charles Henry (Cáthal Ainrí) Ó Néill, a Dublin barrister and The O'Neill of Clanaboy, and his wife, Margaret O'Grady, who are buried in O'Connell Circle at Glasnevin E39.
They had one son, Charles O'Neill Conroy, born in Dublin, himself later a lawyer and businessman. In 1872, they came to Newfoundland, where he taught school for a time at Saint Bonaventure's College in St. John's. Later that year, Conroy was called to the Newfoundland bar and formed a partnership with John Hoyles Boone. He was founder and editor of the Irish Catholic newspaper the Terra Nova Advocate.
Conroy retired from politics in 1880 and was named a stipendiary magistrate and a judge in the court for the Central District. He served on the bench until his death in Montreal at the age of 78 while receiving medical treatment there. Conroy was buried in St. John's.