OpenLLM-France/wikimedia huggingface dataset:
# Brickellia baccharidea

Brickellia baccharidea, the resinleaf brickellbush, is a North American species of shrubs in the family Asteraceae. It is native to the southwestern United States (Arizona, southern New Mexico, and western Texas) and northwestern Mexico (northern Sonora, western Chihuahua).
Brickellia baccharidea is a branching shrub up to 150 cm (60 inches) tall. It produces numerous cream-colored flower heads grouped into tight panicles.
# Duralie coal mine

Stratford Duralie is a coal mine located in the New South Wales. The mine has coal reserves amounting to 322.3 million tonnes of coking coal, one of the largest coal reserves in Asia and the world. The mine has an annual production capacity of 5 million tonnes of coal.
Stratford is preparing to finish coal extraction in 2024 and will transition to closure upon completion of mining operations. The closure of Stratford is consistent with the planned and approved life of mining for the operations. Stratford will have exhausted its approved commercial coal reserves in 2024.
# Brigitte Byrd

Brigitte France Byrd (née Fourneron) (born 15 February 1959) is a French-born poet and author who now lives in the United States.

## Books

* Fence Above the Sea, Ahsahta Press, 2005, ISBN 0-916272-84-2
* The Dazzling Land, California Institute of Arts and Letters, 2008, ISBN 0-9714085-7-2
* Song of a Living Room, Ahsahta Press, 2009, ISBN 978-1-934103-08-1
# Dudaica

The subgenus Dudaica belongs to genus Drosophila and consists of two species, Drosophila malayana (Takada, 1976) and Drosophila senilis Duda, 1926.
# Bridgend Athletic RFC

Bridgend Athletic RFC are a Welsh rugby union club based in Bridgend in South Wales. They are members of the Welsh Rugby Union playing in the National League Division 1 West and are a feeder club for the Ospreys.

## History

Bridgend Athletic RFC was reformed in 1972, after the Bridgend Youth team members in that year wanted to form a senior team so they didn't have to go their separate ways into senior rugby, hence the formation of the club which had previously existed up to 1939. The club become full members of the Welsh Rugby Union in 1983. 1989 saw the creation of the club's mini and junior section which is renowned for being among the best in the country. The club were promoted from Division 5 Central in 2001, were WRU Division Four East Champions in 2002, were then promoted from Division 3 to WRU Division Two West in 2003 through the league organisation and were promoted to Division 1 in 2004. They have suffered relegation from that league once, but recovered in 2009, winning WRU Division Two West. In 2012 they were included in the newly formed Swalec Championship, where they narrowly lost their opening game 28-29 to Bonymaen.

## Club honours

* 2001-02 WRU Division Four East - Champions
* 2008-09 WRU Division Two West- Champions
* 2008-09 Ospreys Cup Under 16 - Champions
* 2008-09 Ospreys Cup Under 15 - Champions
* 2008-09 Ospreys Cup Under 14 - Champions
* 2008-09 Ospreys Cup Under 13 - Champions
* 2008-09 Ospreys Cup Under 12 - Champions
* 2014-15 [(Ospreys Cup)] Under 15 - Champions
* 2015-16 [(National Youth Cup)] Youth - Champions

## Notable players

* Lee Byrne - British & Irish Lions, Wales RU, Ospreys, Clermont Auvergne, Dragons
* Rhys Webb - Ospreys & Wales RU, British & Irish Lions
* Scott Baldwin - Ospreys & Wales RU
* Phil Price- Dragons
* Tom Habberfield - Ospreys / Wales U20/Wales 7s
* Matthew Morgan - Ospreys / Wales U20. Wales RU
* Luke Morgan - Ospreys / Wales U20 / Wales 7s
* Nicky Griffiths - Wales 7s
* Lloyd Evans - Wales 7s
* Adrian Durston -Bridgend & Wales RU
* Matt Jones - Ospreys & Wales RU
* Tom Prydie - Dragons & Wales RU
* Josh Navidi - Cardiff Blues & Wales RU, British & Irish Lions

## Coaches

* Director of Coaching: John Apsee
* Technical Consultant: Gerald Williams
* Backs Coach: Stuart Morris
* Forwards Coach: Dai Williams
# Mainzer Straße (Wiesbaden)

Mainzer Straße is a major arterial road in Wiesbaden, Germany, running from Ringroad near central station at the north end, south towards as continuation of Bundesautobahn 671 through the suburb of Südost. The Mainzer Straße is a four lane street and part of Bundesstraße 263. The street is with the Schiersteiner Straße and Ringstraße the busiest southern arterial road in Wiesbaden and is in the peak-hour traffic often congested.
The street was named according to their primary direction to Mainz-Kastel, a former district of the city of Mainz. Since the allied-occupation of Germany the district is administered by the city of Wiesbaden.
50°03′56″N 8°15′03″E﻿ / ﻿50.0656°N 8.2508°E﻿ / 50.0656; 8.2508
# Brickellia venosa

Brickellia venosa, the veiny brickellbush, is a North American species of flowering plant in the family Asteraceae. It is native to northern Mexico (Chihuahua, Sonora) and the southwestern United States (New Mexico, Arizona, far western Texas (El Paso County).
Brickellia venosa is a branching shrub up to 80 cm (32 inches) tall, growing from a woody caudex. It produces many small flower heads with yellow disc florets but no ray florets.
# Magnificent brood frog

The magnificent brood frog or magnificent broodfrog (Pseudophryne covacevichae) is a species of frog in the family Myobatrachidae. It is endemic to Queensland, Australia, and is known from near Ravenshoe in the southern Atherton Tableland and from Mount Spec in the Paluma Range. The specific name covacevichae honours Jeanette Covacevich, an Australian herpetologist.

## Taxonomy

Prior to its description in 1994, Pseudophryne covacevichae was confused with Pseudophryne major, a more southern species that breeds in winter while P. covacevichae breeds in summer. The finding of P. covacevichae in the Paluma Range in 2013 reduces the geographic separation of these species. Moreover, summer breeding P. major are also known. This suggests that the distinctness of these species needs reassessment.

## Description

Pseudophryne covacevichae measure 24–28 mm (0.9–1.1 in) in snout–vent length. The dorsum has bright rufous brown to yellow ground colour. There are diffuse, black paravertebral lines. The cloaca is surrounded by a large yellow patch that continues upwards as a thin, yellow vertebral line. The flanks are black, sometimes suffused with white or grey. The dorsal surface of the upper arm is bright yellow. The venter is marbled in black and white. The upper half of the iris is yellow to gold in adults.

## Habitat and conservation

Pseudophryne covacevichae occurs around seepage areas in open eucalypt forests at elevations above 800 m (2,600 ft). Males call from seepage areas at the base of grass tussocks on wet summer and autumn nights, sometimes also during overcast days. The eggs are laid on moist soil in or near seepages. Males typically guard the eggs. After hatching, the tadpoles make their way down the seepage or are washed into first-order streams to continue their development in small pools.
This species is threatened by habitat loss and degradation caused by activities such as grazing, logging, road works, clearing, and development. The discovery of P. covacevichae in the Paluma Range suggests that it is more widespread than previously thought.
# Duncanville

Duncanville may refer to:

## Places

* Duncanville, Alabama, USA; an unincorporated community
* Duncanville, Illinois, USA; an unincorporated community
* Duncanville, Texas, USA; a city
** Duncanville Independent School District
*** Duncanville High School
** Duncanville Air Force Station

## Other uses

* Duncanville (TV series), an American animated sitcom
# Craig Dahn

Craig Steven Dahn (born September 23, 1964) is an American showman and concert pianist.

## Biography

Born in Waukegan, Illinois, Dahn's parents, Mert and CJ Dahn, enrolled their son in piano lessons at the age of eight. Within the year, he made his first stage appearance.
After moving to Phoenix, Arizona, at the age of sixteen, Dahn saw Liberace sitting in a parking lot. Tapping on the window, Dahn asked the flamboyant showman if he could talk to him for a moment. In addition to answering his questions, Liberace told him of a contest he was holding in Phoenix and invited him to participate. Competing against 2,000 other pianists, Dahn won and was awarded the privilege to appear on stage with Liberace. Dahn again performed with Liberace over the summer of 1981 at the Hilton Hotel in Las Vegas and the Phoenix Symphony Hall.
By the age of twenty, in addition to performing with Liberace, Dahn had also done the audience warm-up for the taping of a Lawrence Welk television show.
Dahn is a graduate of Arizona State University where he studied piano and organ with Arnold Bullock beginning at the age of thirteen. In 1992, Dahn returned to his alma mater as the first Arizona State University graduate to headline his own show at Gammage Auditorium.
In 1986, Dahn met Roy Rogers and Dale Evans at a private party during the grand opening of Happy Trails Resort. Evans invited Dahn to send her a tape so she could hear him play. After listening to the tape, she invited him to be a guest on her nationally televised program Date With Dale. Dahn has since made several additional network appearances on the Trinity Broadcasting Network (TBN).
Dahn's show Jump And Shout has been performed at the Sundome in Sun City West, Gammage Auditorium in Tempe, Arizona, Phoenix Symphony Hall and the Mesa Amphitheater.
In 1994, Dahn was selected by the owners of the new Silver Cloud Cruise Ship to perform for the private pre-inaugural parties held in Monte Carlo.
Dahn has performed at the 1992 summer Olympics in Barcelona, Spain, and opened for singer/actress Susan Anton and comedian Norm Crosby.
Since 1988, Dahn has headlined the showrooms of Royal Caribbean International, Celebrity Cruises, Cunard's QM2 and Queen Victoria, Princess Cruises, Seabourn Cruises, and Silversea Cruises with tributes to Elton John, Jerry Lee Lewis, Winifred Atwell, Lady Gaga and Liberace.
Using his own compositions, Dahn takes audiences on a musical journey through Classical, Dixieland, Jazz and Boogie Woogie styles.
# Oak Forest, Texas

29°29′55.2″N 97°35′05.5″W﻿ / ﻿29.498667°N 97.584861°W﻿ / 29.498667; -97.584861
Oak Forest was a settlement in Gonzales County, Texas, United States, five miles west of Gonzales. Oak Forest was situated along modern U.S. Highway 90 Alternate and CR 143, adjacent to the Guadalupe River and due south of the modern Palmetto State Park. Formerly the location of a mill and later re-purposed as a power dam, it failed in 1935 during a flood and was later rebuilt. There is still an operating hydroelectric dam and a small reservoir called MA Wade Dam near the site. According to the Handbook of Texas, the community had an estimated population 25 in 2000.
# National Council for School Sport

The National Council for School Sport is an organisation based in Leicestershire that represents the participation in the UK in school sport, namely competitive sport.

## History

It has been based in Nottinghamshire, but is now at Loughborough. Sport, in general, at many schools in England is promoted through the School Sports Partnerships Programme.

## Function

The organisation is sport-led, not education-led. It has many contacts at the highest level in UK sport.

## Structure

It is the UK's representative on the International School Sport Federation (formed in 1971), a federation of national school sports organisations. The International University Sports Federation governs sport from the age of 17. NCSS joined the ISF in 1975.
People who work on the council of the NCSS have strong connections to the national federations of individual sports. The organisation is about individual sports, more than general sport at schools. It promotes competitive sport.
It is sited at the Youth Sport Trust, headquartered at Loughborough University.
# Oreophryne unicolor

Oreophryne unicolor is a species of frog in the family Microhylidae. It is endemic to West Papua, Indonesia, and known from the Wondiwoi Mountains at the base of the Wandammen Peninsula, Papua province. Frogs with similar call have been observed in the Fakfak Mountains, but it remains to be ascertained that these represent the same species. The specific name unicolor refers to the uniformly coloured dorsal side of the body.

## Description

The type series consists of two males, measuring about 29 mm (1.1 in) in snout–vent length, and a sub-adult female, measuring 24 mm (0.94 in). The dorsal colour is greenish or brownish and uniform, in contrast to most other Oreophryne species that bear large spots. Ventral surface is whitish. Tympanum is nearly invisible. Fingers have large discs; toes have smaller discs and basal webbing.
Males call most actively in early evening. The call is a series of monotonous high-pitched whistles or beeps.

## Habitat and conservation

Natural habitat of Oreophryne unicolor is tropical rainforest at elevations of 500–900 m (1,600–3,000 ft) asl. They are hard to find as males typically call from perches 3–6 metres above the ground.
Threats to it are unknown. Its range might include the Wondiwoi Nature Reserve.
# Judo at the 2018 Asian Games – Men's 81 kg

The men's 81 kilograms (Half middleweight) competition at the 2018 Asian Games in Jakarta was held on 30 August at the Jakarta Convention Center Assembly Hall.

## Schedule

All times are Western Indonesia Time (UTC+07:00)
| Date | Time | Event |
| Thursday, 30 August 2018 | 09:00 | Elimination round of 32 |
| Thursday, 30 August 2018 | 09:00 | Elimination round of 16 |
| Thursday, 30 August 2018 | 09:00 | Quarterfinals |
| Thursday, 30 August 2018 | 09:00 | Repechage |
| Thursday, 30 August 2018 | 09:00 | Semifinals |
| Thursday, 30 August 2018 | 16:00 | Finals |

## Results
### Legend

* WO — Won by walkover

### Main bracket
#### Final

| Gold medal contest | Gold medal contest |
| Saeid Mollaei (IRI) | 01 |
| Didar Khamza (KAZ) | 10 |

#### Top half

| Elimination round of 32 | Elimination round of 32 | Elimination round of 16 | Elimination round of 16 | Quarterfinals | Quarterfinals | Semifinals | Semifinals |
| | | Saeid Mollaei (IRI) | 10 | | | | |
| | | Gerard Christopher George (INA) | 00 | | | | |
| | | | | Saeid Mollaei (IRI) | 10 | | |
| | | | | Gao Haiyuan (CHN) | 00 | | |
| | | Chang Wei-cheng (TPE) | 00 | | | | |
| Chittakon Xayasan (LAO) | 00 | Gao Haiyuan (CHN) | 01 | | | | |
| Gao Haiyuan (CHN) | 10 | | | | | Saeid Mollaei (IRI) | 11 |
| | | | | | | Lee Seung-su (KOR) | 00 |
| | | Lee Seung-su (KOR) | 10 | | | | |
| Rajitha Pushpakumara (SRI) | 00 | Harshdeep Singh Brar (IND) | 00 | | | | |
| Harshdeep Singh Brar (IND) | 10 | | | Lee Seung-su (KOR) | 01 | | |
| | | | | Vladimir Zoloev (KGZ) | 00 | | |
| | | Vladimir Zoloev (KGZ) | 10 | | | | |
| | | Mohamad Kasem (SYR) | 00 | | | | |

#### Bottom half

| Elimination round of 32 | Elimination round of 32 | Elimination round of 16 | Elimination round of 16 | Quarterfinals | Quarterfinals | Semifinals | Semifinals |
| | | Otgonbaataryn Uuganbaatar (MGL) | 10 | | | | |
| Akmal Murodov (TJK) | 10 | Akmal Murodov (TJK) | 00 | | | | |
| Wesam Abu Rmilah (PLE) | 00 | | | Otgonbaataryn Uuganbaatar (MGL) | 00 | | |
| | | | | Didar Khamza (KAZ) | 10 | | |
| | | Didar Khamza (KAZ) | 01 | | | | |
| | | Masayuki Terada (THA) | 00 | | | | |
| | | | | | | Didar Khamza (KAZ) | 10 |
| | | | | | | Takeshi Sasaki (JPN) | 01 |
| | | Takeshi Sasaki (JPN) | 10 | | | | |
| Mohammad Zaher Sarwari (AFG) | 10 | Mohammad Zaher Sarwari (AFG) | 00 | | | | |
| Hussein Al-Jarrah (YEM) | 00 | | | Takeshi Sasaki (JPN) | 10 | | |
| | | | | Sharofiddin Boltaboev (UZB) | 00 | | |
| | | Sharofiddin Boltaboev (UZB) | 01 | | | | |
| Hadi Ali (IRQ) | | Steven Azar (LBN) | 00 | | | | |
| Steven Azar (LBN) | WO | | | | | | |

### Repechage

| Repechage | Repechage | Bronze medal contests | Bronze medal contests |
| Gao Haiyuan (CHN) | 00 | Vladimir Zoloev (KGZ) | 10 |
| Vladimir Zoloev (KGZ) | 11 | Takeshi Sasaki (JPN) | 00 |
| Otgonbaataryn Uuganbaatar (MGL) | 11 | Otgonbaataryn Uuganbaatar (MGL) | 01 |
| Sharofiddin Boltaboev (UZB) | 00 | Lee Seung-su (KOR) | 00 |
# Unary language

In computational complexity theory, a unary language or tally language is a formal language (a set of strings) where all strings have the form 1$^k$, where "1" can be any fixed symbol. For example, the language {1, 111, 1111} is unary, as is the language {1$^k$ | k is prime}. The complexity class of all such languages is sometimes called TALLY.
The name "unary" comes from the fact that a unary language is the encoding of a set of natural numbers in the unary numeral system. Since the universe of strings over any finite alphabet is a countable set, every language can be mapped to a unique set A of natural numbers; thus, every language has a unary version {1$^k$ | k in A}. Conversely, every unary language has a more compact binary version, the set of binary encodings of natural numbers k such that 1$^k$ is in the language.
Since complexity is usually measured in terms of the length of the input string, the unary version of a language can be "easier" than the original language. For example, if a language can be recognized in O(2$^n$) time, its unary version can be recognized in O(n) time, because n has become exponentially larger. More generally, if a language can be recognized in O(f(n)) time and O(g(n)) space, its unary version can be recognized in O(n + f(log n)) time and O(g(log n)) space (we require O(n) time just to read the input string). However, if membership in a language is undecidable, then membership in its unary version is also undecidable.

## Relationships to other complexity classes

TALLY is contained in P/poly—the class of languages that can be recognized in polynomial time given an advice function that depends only on the input length. In this case, the required advice function is very simple—it returns a single bit for each input length k specifying whether 1$^k$ is in the language or not.
A unary language is necessarily a sparse language, since for each n it contains at most one value of length n and at most n values of length at most n, but not all sparse languages are unary; thus TALLY is contained in SPARSE.
It is believed that there are no NP-hard unary languages: if there exists a unary language that is NP-complete, then P = NP.
This result can be extended to sparse languages.
If L is a unary language, then L* (the Kleene star of L) is a regular language.

## Tally classes

The complexity class P$_1$ is the class of the unary languages that can be recognized by a polynomial time Turing machine (given its input written in unary); it is the analogue of the class P. The analogue of NP in the unary setting is NP$_1$. A counting class #P$_1$, the analogue of #P, is also known.
# Myxine limosa

Myxine limosa, or Girard's Atlantic hagfish, is a jawless fish in the genus Myxine.

## Description

The eellike species grows up to 79 centimetres (31 in) long. The color ranges from reddish brown to dark purple. There are no visible eyes. The mouth is surrounded by 6 barbels, and there are 5 or 6 gill pouches on either side, with one exterior connection.

### Similar species

Myxine glutinosa is grayish pink and grows up to 43 cm (17 in) long. North American Eptatretus hagfishes have 5–14 gill pouches, which open independently to the exterior. Petromyzon marinus has 7 pairs of gill pouches, one top nostril, and small visible eyes.

## Taxonomy

The species was described by Charles Frédéric Girard, a French zoologist, in 1859.

## Distribution and habitat

It occurs in the Western Atlantic Ocean, from Baffin Island, Canada, south to North Carolina, at depths of 30–960 metres (98–3,150 ft), sometimes venturing into 30-m-shallow water.
# Gattorno

Gattorno is a surname. Notable people with the surname include:
* Antonio Gattorno (1904-1980), Cuban painter
* Francisco Gattorno (born 1964), Cuban-Mexican actor
* Jorge L. Sicre-Gattorno (born 1958), Cuban-American painter
* Rosa Maria Benedetta Gattorno Custo (1831–1900), Italian Roman Catholic nun
# Gastor

Gastor may refer to:
* El Gastor, a city in Cádiz Province, Spain
* MV Gastor, an LNG carrier built by Chantiers de l'Atlantique
* Global Automotive Summit Toronto, a yearly event for the Automotive software industry

## People with the surname

* Diego del Gastor (1908–1973), Spanish flamenco guitarist
# Mysteries of the Moonsea

Mysteries of the Moonsea is a supplement to the 3.5 edition of the Dungeons & Dragons role-playing game.

## Contents

Mysteries of the Moonsea is an accessory for the Forgotten Realms which details the Moonsea region, a perilous frontier ruled by tyrants and threatened by monsters, with cities consumed by decadence and war and where conspiracies abound. This accessory contains 37 loosely connected adventures that can be run individually or linked to form the bases of a campaign in the Forgotten Realms. The book also presents maps and descriptions of the cities of Melvaunt, Hillsfar, Mulmaster, and Zhentil Keep, and statistics and descriptions for 15 important villains of the setting.

## Publication history

Mysteries of the Moonsea was written by Wil Upchurch, Sean K. Reynolds, Darrin Drader and Thomas M. Reid, and published in June 2006. Cover art was by William O'Connor, with interior art by Ron Lemen, William O'Connor, Francis Tsai, and Franz Vohwinkel.
# Médard Albrand

Médard Albrand (8 June 1898 in Petit-Canal, Guadeloupe – 26 July 1981 in Paris) was a politician from Guadeloupe who served in the French National Assembly from 1958 to 1967.
# Gautier II

Gautier II was a 43-foot waterline length trimaran that was sailed across the Atlantic Ocean in 1981.
# Myra Carter

Myra Carter (October 27, 1929 – January 9, 2016) was an American stage, screen and television actress.

## Career

Carter is most known for her work on stage and in particular the works of Edward Albee including the original casts of Three Tall Women and All Over. For her performance in Three Tall Women, Carter won numerous awards including a Drama Desk Award, an Obie Award, an Outer Critics Circle Award, and a Lucille Lortel Award. Her Broadway credits include Major Barbara, Maybe Tuesday, Georgy, and Garden District (which includes the plays Suddenly Last Summer and Something Unspoken). Her Off-Broadway credits include King John, Abingdon Square, Helen, and The Secret Concubine.
Carter won a Joe A. Callaway Award for her performance in King John Carter is also known for her performances at Memphis' Front Street Theatre.
She made an appearance in the 1999 Nicolas Cage thriller 8mm. Her television credits include Boris Karloff's Thriller, Frasier and The Nanny.

## Personal life

Carter was born in Chicago in 1929 to an English father and a Scottish mother, who soon separated. She was raised in Scotland. She was married to Don Garson, a writer.

## Death

Carter died of pneumonia on January 9, 2016, in Manhattan, aged 86.