OpenLLM-France/wikimedia huggingface dataset:
# Kamosia

Kamosia is a genus of beetles in the family Buprestidae, containing the following species:
* Kamosia abyssinica Kerremans, 1899
* Kamosia aethiopica (Kerremans, 1913)
* Kamosia alluaudi Kerremans, 1903
* Kamosia andreinii Kerremans, 1907
* Kamosia arrowi (Obenberger, 1924)
* Kamosia duvivieri Kerremans, 1898
* Kamosia indigacea (Obenberger, 1924)
* Kamosia infernalis (Obenberger, 1924)
* Kamosia jakobsoni Obenberger, 1935
* Kamosia kraatzi (Kerremans, 1899)
* Kamosia margotana Novak, 2010
* Kamosia mirabilis (Obenberger, 1919)
* Kamosia muelleri Obenberger, 1940
* Kamosia schultzei Kerremans, 1907
* Kamosia subinduta (Wallengren, 1881)
* Kamosia tenebricosa (Peringuey, 1908)
* Kamosia turneri Thery, 1941
* Kamosia vansoni Obenberger, 1935
* Kamosia zonata (Kerremans, 1914)
# Westmount (disambiguation)

Westmount is a suburb on the Island of Montreal, Quebec, Canada.
Westmount may also refer to:

## Places

* Westmount, Nova Scotia, Canada
* Westmount, Edmonton, Alberta, Canada
* Westmount Subdivision, Halifax Nova Scotia, Canada
* Westmount, London, Ontario, Canada
* Westmount Adjacent, Montreal, Quebec, Canada
* Westmount, Saskatoon, Saskatchewan, Canada

## Schools

* Westmount Collegiate Institute, Thornhill, Ontario, Canada
* Westmount Charter School, Calgary, Alberta, Canada
* Westmount High School, Westmount, Quebec, Canada
* Westmount Park School, Westmount, Quebec, Canada
* Westmount Secondary School, Hamilton, Ontario, Canada

## Shopping centres

* Westmount Mall, London, Ontario, Canada
* Westmount Centre, Edmonton, Alberta, Canada

## Other uses

* Westmount (provincial electoral district), a former Quebec provincial electoral district
* Westmount–Saint-Louis, a Quebec provincial electoral district
* SS Westmount, a United States Shipping Board vessel in service 1919-27
* Westmount Transit Centre, Edmonton, Alberta, Canada
# Completely regular semigroup

In mathematics, a completely regular semigroup is a semigroup in which every element is in some subgroup of the semigroup. The class of completely regular semigroups forms an important subclass of the class of regular semigroups, the class of inverse semigroups being another such subclass. Alfred H. Clifford was the first to publish a major paper on completely regular semigroups though he used the terminology "semigroups admitting relative inverses" to refer to such semigroups. The name "completely regular semigroup" stems from Lyapin's book on semigroups. In the Russian literature, completely regular semigroups are often called "Clifford semigroups". In the English literature, the name "Clifford semigroup" is used synonymously to "inverse Clifford semigroup", and refers to a completely regular inverse semigroup. In a completely regular semigroup, each Green H-class is a group and the semigroup is the union of these groups. Hence completely regular semigroups are also referred to as "unions of groups". Epigroups generalize this notion and their class includes all completely regular semigroups.

## Examples

"While there is an abundance of natural examples of inverse semigroups, for completely regular semigroups the examples (beyond completely simple semigroups) are mostly artificially constructed: the minimum ideal of a finite semigroup is completely simple, and the various relatively free completely regular semigroups are the other more or less natural examples."
# Scopaeocharax

Scopaeocharax is a genus of characins endemic to Peru, where both species are found in the upper and middle Huallaga River basin.

## Species

There are currently 2 recognized species in this genus:
* Scopaeocharax atopodus (J. E. Böhlke, 1958)
* Scopaeocharax rhinodus (J. E. Böhlke, 1958)
# Dierogekko validiclavis

Dierogekko validiclavis, also known as the bold-striped gecko, is a gecko endemic to Grande Terre in New Caledonia.
# The Last Hurrah (disambiguation)

The Last Hurrah may refer to:
* The Last Hurrah, a 1956 novel by Edwin O'Connor
* The Last Hurrah (1958 film)
* The Last Hurrah (1977 film)
* The Last Hurrah (2009 film)
* The Last Hurrah, a 2012 6-part audio play starring Rik Mayall
* "The Last Hurrah" (The West Wing)
* The Last Hurrah of the Golden Horde, first collection of science fiction stories by author Norman Spinrad
* Last Hurrah for Chivalry, 1979 Hong Kong wuxia film directed and written by John Woo
* Larry Holmes vs. Muhammad Ali, a boxing match billed as "The Last Hurrah!"
* "Last Hurrah" (song), a 2019 song by Bebe Rexha
* The Last Hurrah: Sterling Price's Missouri Expedition of 1864, a 2015 nonfiction book
# Double Duty (disambiguation)

Double Duty is competing in the Indianapolis 500 and Coca-Cola 600 on the same day.
Double Duty may also refer to:
* Double Duty Radcliffe (1902–2005), baseball player in the Negro leagues
* Double-duty dollar
* DoubleDuty, a task-switching utility for the TRS-80 Model 4 computer
# Thomas Matthews (engineer)

Sir Thomas Matthews (8 August 1849 – 13 January 1930) was a British civil engineer, who was a notable builder of lighthouses. He was the brother of Sir William Matthews, also a prominent civil engineer. During the late 19th and early 20th century Thomas Matthews was the Engineer-in-Chief of Trinity House.

## Biography

Thomas Matthews was born in Penzance, Cornwall, where he was the son of the Borough Surveyor, John Matthews. From 1868 to 1871 he assisted his father in providing drinking water for Penzance and the sea and harbour defences. For the following two years he practised as an architect and surveyor in Penzance. In 1874, he entered the employment of the United Kingdom's lighthouse service, Trinity House, as an assistant engineer. He succeeded Sir James Nicholas Douglass as Engineer-in-Chief when the latter retired in 1892.
Matthews went on to design over a dozen lighthouses for Trinity House. He also worked on illumination systems, notably a lamp designed to burn oil vapour. Matthews' most significant achievement was the construction of Beachy Head Lighthouse. Completed in 1902, it was the last rock lighthouse built by Trinity House. The work took two years to finish; it involved building a coffer-dam and an aerial ropeway from the cliffs to transport materials.

## Lighthouses designed by Matthews

These included:
* Bamburgh Lighthouse
* Beachy Head Lighthouse
* Berry Head Lighthouse
* Black Nore Lighthouse
* Cape Pembroke Lighthouse
* Dungeness Lighthouses (High and Low)
* East Usk Lighthouse
* Egypt Point Lighthouse
* Lundy Lighthouses (North and South)
* Lynmouth Foreland Lighthouse
* St Mary's Lighthouse
* Spurn Head Lighthouse
* Strumble Head Lighthouse
* Pendeen Lighthouse
* Peninnis Lighthouse
* Portland Bill Lighthouse
* Withernsea Lighthouse
# Talisman Dungeon

Talisman Dungeon is an expansion set published by Games Workshop in 1987 for the second edition of the Talisman board game.

## Description

Talisman Dungeon is a supplement for the Talisman game that can also be used as a small stand-alone game. It is the only Talisman supplement that was designed by Bob Harris, the designer of the original game.

### Components

It comes with the following components:
* separate board with the Dungeon track
* 36-card "Dungeon" deck
* 4 "Doorway" cards
* 14 new characters
** Conjurer
** Dark Elf
** Gipsy
** Highlander
** Inquisitor
** Martial artist
** Pirate
** Saracen
** Scout
** Sprite
** Spy
** Swashbuckler
** Swordsman
** Zulu
These new characters can be used in any game of Talisman.

### Setup

To use it as part of a Talisman game, the Dungeon board and Dungeon deck are set up beside the regular Talisman board, and the four "Doorway" cards are shuffled into the main Talisman "Adventure" deck.

### Gameplay

When a player draws a "Doorway" card, they have the option of entering the dungeon or staying on the main Talisman board. If they choose to enter the Dungeon, they must complete the spiral track on the Dungeon board that leads to the central Treasure Chamber. From there, the player is transported back to the main board, possibly closer to the Crown of Command, but also possibly further away.
While in the Dungeon, certain special rules apply — for example, mules and horses are not allowed, and the Blizzard does not affect players in the Dungeon. Some spells and character abilities are nullified or altered within the Dungeon.

### Stand-alone game

There is an option to play Dungeon on its own. Characters start at the entrance to the dungeon and race to the Treasure Chamber. The first one to arrive is the winner. Unlike the normal game, character cannot encounter one another.

## Reception

In the September 1987 edition of White Dwarf (Issue #93), Graeme Davis found the artwork of both the board and the cards to be "well-done and maintains the feel of the basic game." Davis also thought some of the locations on the Dungeon board to be interesting. He found that although there were new rules for the Dungeon board, they "set all this out clearly and they are soon picked up." He found all of the encounters, from rats to a Bronze dragon, "all work well — as you would expect in an expansion game from Bob Harris, the game's inventor." Davis concluded with a strong recommendation, saying, "The Talisman Dungeon is a significant addition to the game. Hardened Talisman fans will probably agree that it's the best expansion set yet, and if you own the game, it's definitely worth looking at."
Stewart Wieck reviewed Talisman Dungeon in White Wolf #9 (1988), rating it an 8 out of 10 and stated that "Players of Talisman should certainly consider purchasing this expansion set. It is probably the most worthwhile of all the available expansions as it truly does add to the scope of the game. Those who do not even own Talisman should get both the game and Talisman Dungeon."
# Kampung Durian Tunjong

Kampung Durian Tunjong is a village in Federal Territory of Labuan, Malaysia.
# Wexford Street

Wexford Street (Irish: Sráid Loch Garman) is a street in southern Dublin, Ireland that connects Aungier Street to Camden Street.

## History

As early as 1326, St Kevin's Gate is recorded as being one of the gates into the city of Dublin.
Later the street was known as "Kevin's Port" (also spelled "Kevan’s") a reference to nearby St. Kevin's Church and is detailed as such on the Down Survey map of 1655.
The street is shown with mostly farmland and orchards along its edges and without significant buildings in John Rocque's maps of Dublin around 1757. The street acted as the main road to both Portobello and Milltown south of the city.
In the 19th and early 20th century, the street was known for housing a number of Jewish businesses.
It was in the 18th century renamed as the route to nearby County Wexford.
On 16 March 1921 it saw an incident of the Irish War of Independence; a troop lorry from Wellington Barracks, carrying British soldiers from the South Lancashire Regiment, was hit by two grenades thrown from Wexford Street, killing two soldiers (Lance Corporal Jarvis and Private G. Thomas) and wounding six others, one of whom, Private Whiting, died from his wounds.
Whelan's is a well-known pub and music venue on the street; it dates back to 1772.

## Notable residents

* Robert Tressell was born on the street in 1870.
* Simon Donnelly was living on the street in 1911.
* Frank Kerlin grew up at 15 Wexford Street
* William Maple resided on the street from the 1740s
# Scopalina

Scopalina is a genus of sponges belonging to the family Scopalinidae.
The genus has almost cosmopolitan distribution.
Species:
* Scopalina agoga (de Laubenfels, 1954)
* Scopalina australiensis (Pulitzer-Finali, 1982)
* Scopalina azurea Bibiloni, 1993
# Die Rose vom Liebesgarten

Die Rose vom Liebesgarten is a 1900 opera by Hans Pfitzner to a libretto by James Grun, one of Pfitzner's fellow students at the Frankfurt Conservatory, which had been prompted by an 1890 painting by Hans Thoma Der Wächter vor dem Liebesgarten.
The first act was first premiered in concert in March 1900 where it was poorly received between two pieces by Richard Strauss. The premiere 9 November 1901 in Elberfeld was better received, followed by performances in Mannheim, Bremen, Munich and Hamburg. The opera was published in 1901 and received its first truly successful staging by Mahler in Vienna in 1905.
# Doryteuthis plei

Doryteuthis plei, also known as the slender inshore squid or arrow squid, is a medium-sized squid belonging to the family Loliginidae. It occurs abundantly in coastal waters of the Atlantic Ocean, from Argentina northward to North Carolina.

## Description

As both common names imply, these squid have elongate, cylindrical bodies with a length to width ratio of 7:1. The arms are in contrast short and weak; the two tentacles are somewhat less than the mantle length. The rhombus-shaped fins are large, up to about 50 percent of the mantle length. Running the ventral length of the mantle is a noticeable ridge. The squid are a reddish orange colour with a large complement of chromatophores.
The suckers of the arms possess blunt teeth. On the meaty ends (clubs) of the tentacles, there are four rows of suckers; the inner two (mesial) rows are three times as large as the outer two (marginal) rows. The larger suckers have horny rings with up to 45 teeth.
These squid reach a maximum mantle length of 33 centimetres in males and 22 centimetres in females. Sexual dimorphism is apparent, with the left ventral arm in males modified into a hectocotylus; this is used to facilitate fertilization during mating. Males also have a number of purple stripes running lengthwise on the ventral side of the mantle; along with other visual cues produced by chromatophores, these stripes are used in elaborate courtship displays.

## Ecology

Due to their abundance, slender inshore squid are important to both commercial and subsistence fisheries. During the annual summer mating season, the squid congregate in large numbers near shore. During the austral summer in waters off Brazil, annual catches may reach 763 metric tonnes.
While there may be safety in their numbers, the squid are an important prey item for large fish such as tuna and sharks and a number of cetaceans: pygmy killer whales, orcas, Atlantic spotted dolphins, rough-toothed dolphins, and bottlenose dolphins are all known predators of slender inshore squid. Other predators include South African and Antarctic fur seals.
The squid prey upon several species of estuarine fish, including: killifish, mosquitofish and mollies. Small crustaceans such as grass shrimp are also taken.
# Tentai Kansoku

"Tentai Kansoku" (天体観測) is the third single by Bump of Chicken. The title track is from the album Jupiter. "Tentai Kansoku" was used as the second ending theme for Teasing Master Takagi-san: The Movie (2022), covered by the main character's voice actress, Rie Takahashi. A parody of this song was sung by Tadano from Komi Can't Communicate (2021).

## Track listing

All tracks written by Fujiwara Motoo except track 3.
* "Tentai Kansoku" (天体観測)
* "Bye Bye, Thank You!!" (バイバイサンキュー)
* "H・I・R・O・W・A・K・I" (Hidden track)

## Personnel

* Fujiwara Motoo — Guitar, vocals
* Masukawa Hiroaki — Guitar
* Naoi Yoshifumi — Bass
* Masu Hideo — Drums

## Chart performance

| Chart | Peak Position |
| Oricon Weekly Charts | 3 |
| 2001 Oricon Top 100 Singles | 26 |

## Certifications

| Region | Certification | Certified units/sales |
| Japan (RIAJ) | Silver | 30,000,000$^†$ |
| $^†$ Streaming-only figures based on certification alone. |||
# Jasper (film)

Jasper is a 2022 Indian Tamil-language gangster film directed by Yuvaraj D, and starring Vivek Rajgopal, Aishwarya Dutta and Lavanya. It was released on 23 December 2022.

## Cast

* Vivek Rajgopal as Jasper
* Aishwarya Dutta as Seema
* Lavanya as Vineesha
* Raj Kalesh as Pastor Edward

## Soundtrack

The film's background score was composed by Kumaran, son of noted percussionist Drums Sivamani.

## Reception

The film was released on 23 December 2022 across Tamil Nadu. A critic from Maalaimalar gave a mixed review. A reviewer from Dina Thanthi noted that the director should have taken further care of his work. Critic Malini Mannath noted it was "a fairly interesting watch, Jasper could be an ideal fare for those satiated with the formulaic scenario and wish to view something different."
# Hundred of Bray (South Australia)

The Hundred of Bray, is a hundred in the County of Robe within the Limestone Coast region of South Australia. Its extent is roughly the same as the locality of Bray, South Australia.
The main geographic feature of the hundred is Lake Hawden.
# Kandla Airport

Kandla Airport (IATA: IXY, ICAO: VAKE) is a domestic airport serving the cities of Kandla and Gandhidham in Gujarat, India. It is located in Anjar, 20 km (12 mi) northwest of Kandla and 7.5 km (4.7 mi) northwest of Gandhidham.

## History

The airport was built in the late 1950s. Indian Airlines commenced passenger operations by deploying Douglas DC-3 aircraft, and later in 1960 using their Fokker F-27 Friendship aircraft and by Hawker Siddeley HS 748 aircraft, and was also followed by Vayudoot. Gujarat Airways also used to operate flights to Mumbai until the airline ceased operations in 1999. After a gap of seven years, commercial services resumed in October 2006 with Air Deccan operating daily services to Mumbai, using an ATR-72 aircraft, until the airline ceased operations in 2012. After five years, SpiceJet commenced service again in July 2017 using the Bombardier Q400 aircraft to Mumbai, and to Delhi from 2018.

## Facilities

The airport is spread over an area of 268.2 acres, and has a terminal building capable of handling 100 passengers at a time. Its apron measuring 90 m x 60 m has two parking bays for ATR-72 type aircraft. The airport has navigational facilities and landing aids like NDB and PAPI.

## Airlines and destinations

| Airlines | Destinations |
| SpiceJet | Mumbai |
# Computational Statistics (journal)

Computational Statistics is a quarterly peer-reviewed scientific journal that publishes applications and research in the field of computational statistics, as well as reviews of hardware, software, and books. According to the Journal Citation Reports, the journal has a 2012 impact factor of 0.482. It was established in 1986 as Computational Statistics Quarterly and obtained its current title in 1992. The journal is published by Springer Science+Business Media and the editor-in-chief is Yuichi Mori (Okayama University of Science).
# Scopalostoma nigromaculella

Scopalostoma nigromaculella is a moth of the Carposinidae family. It is endemic to La Réunion in the Indian Ocean.
# Digital Media Port

The Digital Media Port (DMP or DMPort) is an interface for analog audio and video signal and digital control that Sony has started to propose on its A/V products in 2007. As of January 2009, Sony seems to be the only manufacturer proposing this interface. They offer different accessories to connect DMP ready equipment like their Bravia TV or Home Theater receivers to Walkman, iPod, PC or any Bluetooth devices.
The connector of this port is Hirose ST60-18P(50).

## Pinout

The following pinout is an excerpt from STR-DA3400ES service manual.
| Signal Name | Pin Number |
| PGND | 1 |
| VBUS(5V) | 2 |
| NC | 3 |
| VIDEO5V | 4 |
| RXD | 5 |
| TXD | 6 |
| DET | 7 |
| DGND | 8 |
| WM DET | 9 |
| WM A/D | 10 |
| L- | 11 |
| R- | 12 |
| L+ | 13 |
| R+ | 14 |
| WM RX | 15 |
| WM TX | 16 |
| VIDEO | 17 |
| VGND | 18 |
# Donegal Township, Pennsylvania

Donegal Township is the name of some places in the U.S. state of Pennsylvania:
* Donegal Township, Butler County, Pennsylvania
* Donegal Township, Washington County, Pennsylvania
* Donegal Township, Westmoreland County, Pennsylvania
# Thompson Peak

Thompson Peak may refer to one of these mountain peaks:
* Thompson Peak (Arizona), a McDowell Mountains summit 20 miles from Phoenix with amateur and Maricopa County government radio towers accessible via a service road from Fountain Hills (33°38′39″N 111°48′44″W﻿ / ﻿33.64417°N 111.81222°W﻿ / 33.64417; -111.81222)
* Thompson Peak (Yavapai County, Arizona)
* Thompson Peak (El Dorado County, California)
* Thompson Peak (Plumas County, California), a summit of the Diamond Mountains in the northern Sierra Nevada (40°14′33″N 120°31′03″W﻿ / ﻿40.242585°N 120.517402°W﻿ / 40.242585; -120.517402)
* Thompson Peak (Trinity County, California), highest summit of the Salmon Mountains
* Thompson Peak (Tulare County, California)
* Thompson Peak (Tuolumne County, California)
* Thompson Peak (Bonneville County, Idaho)
* Thompson Peak (Idaho) - highest summit of the Sawtooth Mountains
* Thompson Peak (Madison County, Montana)
* Thompson Peak (Mineral County, Montana), in Mineral County, Montana
* Thompson Peak (Sanders County, Montana), highest summit of the Thompson Peaks (Montana)
* Thompson Peak (New Mexico)
* Thompson Peak (Oregon)
* Thompson Peak (Utah)
* Thompson Peak (Antarctica)
# Tanta Flax and Oil Company

The Tanta Flax and Oil Company is an Egypt-based manufacturer of flax products in the city of Tanta, Gharbia Governorate.

## History

Founded in 1954, the company was nationalized in July 1961. It was owned by the Government of Egypt until sold to a private interest in 2005 at below market-price. Protests and legal actions have occurred to reverse the sale. In September 2011, a legal action to reverse the sale succeeded but failed to be implemented by the Egyptian Government during the tumultuous political environment of the Egyptian Revolution of 2011 and 2012–13 Egyptian protests. Failure to execute a court order to re-nationalize the company led to an Egyptian appeals court to endorse a verdict on 3 July 2013, the same day of the 2013 Egyptian coup d'état, to dismiss Prime Minister Hesham Qandil of his duties and sentenced him to one year in prison. In late September 2013, the Cairo Misdemeanor Court endorsed the sentence against Qandil and he was arrested on 24 December 2013. On 13 July 2014, the Court of Cassation accepted Qandil's appeal and abolished the verdict to imprison him for a year, to remove him from his job and to fine him 2,000 Egyptian pounds ($285). He was subsequently released on 15 July 2014.
# Kang Keon-wook

Kang Keon-Wook (born 21 May 1971) is a South Korean field hockey coach and former field hockey player who competed in the 1996 Summer Olympics and in the 2000 Summer Olympics.
# Computational knowledge economy

The computational knowledge economy is an economy 'where value is derived from the automated generation of knowledge.
The term was coined by Conrad Wolfram to describe the extension to the knowledge economy caused by ubiquitous access to automated computation. Wolfram argues "The value- chain of knowledge is shifting. The question is not whether you have knowledge but know how to compute new knowledge from it, almost always applying computing power to help."

## Impact on education

It has been argued that the skills needed by the computational knowledge economy are radically different, needing an emphasis on coding, math and computational thinking. In his book Education in the Creative Economy ISBN 978-1433107443 Daniel Araya has argued that "as this "computational knowledge economy expands and matures, it is facilitating deep structural changes in the U.S. labor force"
Projects such as Computer-Based Math are attempting to rethink school curricula to prepare for the computational knowledge economy