OpenLLM-France/wikimedia huggingface dataset:
# Hemiarcha

Hemiarcha is a genus of moths in the family Gelechiidae.

## Species

* Hemiarcha bleptodes Turner, 1919
* Hemiarcha caliginosa Turner, 1919
* Hemiarcha macroplaca (Lower, 1893)
* Hemiarcha melanogastra Diakonoff, 1954
* Hemiarcha metableta Turner, 1933
* Hemiarcha polioleuca Turner, 1919
* Hemiarcha tetrasticta Turner, 1919
* Hemiarcha thermochroa (Lower, 1893)
# Dichomeris fistuca

Dichomeris fistuca is a moth in the family Gelechiidae. It was described by Ronald W. Hodges in 1986. It is found in North America, where it has been recorded from South Carolina, North Carolina, Georgia and Florida.
# QJE

QJE may refer to:
* Quarterly Journal of Economics, a peer-reviewed academic journal for the Harvard University Department of Economics
* QJE, the ICAO code for National Jet Systems, Australia
# Prince Edward Island Rugby Union

The Prince Edward Island Rugby Union (PEIRU) is the provincial administrative body for rugby union in Prince Edward Island, Canada.
# Grigore C. Crăiniceanu

Grigore C. Crăiniceanu (9 July 1852, Bucharest – 1 October 1935) was a Romanian military officer.
He participated in the Romanian War of Independence. From 1904 to 1907, he was inspector general of military engineers. From 1907 to 1909, Crăiniceanu was Chief of the Romanian General Staff. In 1909, he was promoted to divisional general. From November 1909 to December 1910, he served as War Minister in the cabinet of Ion I. C. Brătianu. In 1911, he was elected a titular member of the Romanian Academy.
From 1911 to 1913, he commanded the Second Army Corps. Sent into reserve in 1913, he was recalled to active duty upon Romania's entry into World War I, commanding the Second Army during the Battle of Transylvania, from August 25 to September 25, 1916. Then, from 1916 to 1917, Crăiniceanu was inspector general of the army. His son, Lieutenant colonel Constantin Crăiniceanu [ro], was allegedly recruited by the German secret service while he was the Romanian military attaché in Vienna (1914–1916) and was executed for treason in April 1917 after he had attempted desertion to the Germans, as part of a plot masterminded by Colonel Alexandru D. Sturdza [ro], the son of the former prime minister Dimitrie Sturdza.
Crăiniceanu founded two magazines, Revista Armatei and Cercul publicațiilor militare.
# Ashes of Soma

Ashes of Soma is a Canadian alternative rock band. Formed in the early 2000s in Windsor, Ontario, Canada.

## Members

* Randy Gray (vocals, acoustic guitar)
* Mike Preney (guitar)
* Brian Fry (guitar)
* Paul Doman (drums)
* Joel Bishop (bass)
* David Creed (vocals)

## Biography

Three Windsor high school classmates consisting of Gray, Preney, and an unnamed vocalist sought out to start a band. They found their drummer in Paul Doman and created the band Knematic. After two separate incidents forced Gray and the former vocalist to leave the band, the band was left with a void. Ashes of Soma found their bassist in between the incidents, and Gray later happily rejoined the band as the new vocalist. After a couple of years of developing their sound, they recorded their first record, Exit 674. The first single released was "Emancipate". The band is working with record producer David Bendeth (known for his work with Breaking Benjamin and Killswitch Engage) as they record their second album.
They have toured in the US and Canada with Candlebox, Default, Hinder, and Theory of a Deadman. They have also toured with Social Code, Idle Sons, Evans Blue and Thornley.
The band's influences include Tool, Sevendust, Disturbed, Finger Eleven, and I Mother Earth.
In December 2008 the band released their third single "Bedroom Walls" and it received heavy air play on Canadian rock stations as well as WRIF (Detroit) and 89X (Windsor/Detroit) in Michigan. The Ashes of Soma self-titled record was released in 2010 and featured a few re-recorded versions of songs found Exit 674.
The band premiered their fourth single "Meteor" on September 8, 2013, on the station 89X. Their EP The Singularity was released on October 4, 2013, and will be followed with a tour.
Vocalist David Creed Joins A.O.S Dec 2013. Joint vocals on The Singularity (Wolf) May 2016 (The Leash) to present.

## Albums

* Exit 674 (MapleMusic Recordings, 2005)
* Ashes of Soma (Set-Up Promotions, 2010)
* The Singularity (2013)
* Novel 1 (2020)
# Athletics at the 1998 Asian Games – Women's discus throw

The women's discus throw competition at the 1998 Asian Games in Bangkok, Thailand was held on 13 December at the Thammasat Stadium.

## Schedule

All times are Indochina Time (UTC+07:00)
| Date | Time | Event |
| Sunday, 13 December 1998 | 15:00 | Final |

## Results

| Rank | Athlete | Result |
| | Luan Zhili (CHN) | 63.43 |
| | Liu Fengying (CHN) | 59.34 |
| | Neelam Jaswant Singh (IND) | 55.09 |
| 4 | Swaranjeet Kaur (IND) | 51.46 |
| 5 | Miyoko Nakanishi (JPN) | 49.73 |
| 6 | Park Kyong-hee (KOR) | 46.57 |
| 7 | Sunisa Yooyao (THA) | 46.47 |
# Forest germander

Forest germander is a common name for several plants and may refer to:
* Teucrium corymbosum, native to Australia and New Guinea
* Teucrium racemosum, endemic to Australia
# Hino Poncho

The Hino Poncho (日野・ポンチョ) is a low-floor minibus produced by Hino Motors through the J-Bus joint venture. They are used as on demand vehicles by many transport authorities, such as Translink.

## First generation (2002-2005)

The first-generation Poncho was based on the Fiat Ducato chassis.
* VF3ZCPMAC (2002)
* Poncho VF3ZCPMAC

## Second generation (2006-present)

The second-generation Poncho was developed from the Hino Liesse.
* ADG-HX6JHAE/LAE (2006)
* BDG-HX6JHAE/LAE (2007)
* SDG/SKG-HX9JHBE/LBE (2011)
* A Poncho L at the 2004 Tokyo Motor Show
* Poncho ADG-HX6JLAE
* Poncho BDG-HX6JLAE
* Poncho SKG-HX9JLBE
* Poncho driver's compartment
* Poncho electric bus in Sumida, Tokyo
# Neptis nemetes

Neptis nemetes, commonly known as the Nemetes sailer, is a butterfly in the family Nymphalidae. It is found in western, central and eastern Africa. The habitat consists of lowland forests and riverine thicket.
The larvae feed on Asteraceae species, Alchornea cordifolia and Macaranga and Alchornea species.

## Subspecies

* Neptis nemetes nemetes (Senegal, Guinea-Bissau, Burkina-Faso, Guinea, Sierra Leone, Liberia, Ivory Coast, Ghana, Togo, Nigeria, western Cameroon to Democratic Republic of the Congo, Uganda, southern Sudan, western Kenya, Zambia)
* Neptis nemetes margueriteae Fox, 1968 (southern Cameroon, Gabon, Equatorial Guinea: Mbini, Congo, Democratic Republic of the Congo, Angola, southern Sudan, Uganda, western Kenya, western Tanzania, Zambia)
* Neptis nemetes obtusa Rothschild & Jordan, 1903 (Ethiopia)
# Hemiarcha caliginosa

Hemiarcha caliginosa is a moth in the family Gelechiidae. It was described by Alfred Jefferis Turner in 1919. It is found in Australia, where it has been recorded from Queensland.
The wingspan is about 11 mm. The forewings are ochreous-whitish with general but somewhat patchy fuscous suffusion. The discal dots are indistinct, the first before the middle, the plical shortly before the first discal and the second discal at two-thirds. The hindwings are pale-grey.
# John Chapman (artist)

John L. Chapman (born 1946 in Blackburn, Lancashire, England) is a painter of urban landscapes, townscapes, transport, rural and maritime scenes amongst other subjects. He has painted mainly in acrylics, but he is equally proficient with oils, watercolours and gouache.
Many of Chapman's paintings have been reproduced as limited edition prints and he has also completed several commissions for Josiah Wedgwood and Sons. In 2003, a book John Chapman's Lancashire was published by Halsgrove

## Biography

Chapman attended Bangor Street School in Blackburn, where his art teacher, Peter Shackleton, recognised his talent and arranged for him to take art classes at Blackburn College of Art on Saturday mornings. During his time at school, Chapman developed an interest in trains and the railway art of Terence Cuneo and others. After leaving school in 1961, Chapman was employed as a layout artist and later as a technical illustrator working on his own paintings in the evenings and at weekends.
In 1968 Chapman became an independent, professional artist making his first sales of railway paintings and receiving commissions for specific subjects in oils. Major exhibitions soon followed at W. H. Patterson's gallery in Mayfair and at public galleries in his native Lancashire.
In 1984, one of John's paintings was exhibited in the Royal Academy's Summer Exhibition.
# Quantum solvent

A quantum solvent is essentially a superfluid (aka a quantum liquid) used to dissolve another chemical species. Any superfluid can theoretically act as a quantum solvent, but in practice the only viable superfluid medium that can currently be used is helium-4, and it has been successfully accomplished in controlled conditions. Such solvents are currently under investigation for use in spectroscopic techniques in the field of analytical chemistry, due to their superior kinetic properties.
Any matter dissolved (or otherwise suspended) in the superfluid will tend to aggregate together in clumps, encapsulated by a 'quantum solvation shell'. Due to the totally frictionless nature of the superfluid medium, the entire object then proceeds to act very much like a nanoscopic ball bearing, allowing effectively complete rotational freedom of the solvated chemical species. A quantum solvation shell consists of a region of non-superfluid helium-4 atoms that surround the molecule(s) and exhibit adiabatic following around the centre of gravity of the solute. As such, the kinetics of an effectively gaseous molecule can be studied without the need to use an actual gas (which can be impractical or impossible). It is necessary to make a small alteration to the rotational constant of the chemical species being examined, in order to compensate for the higher mass entailed by the quantum solvation shell.
Quantum solvation has so far been achieved with a number of organic, inorganic and organometallic compounds, and it has been speculated that as well as the obvious use in the field of spectroscopy, quantum solvents could be used as tools in nanoscale chemical engineering, perhaps to manufacture components for use in nanotechnology.
# Gerard d'Erlanger

Baron Sir Gerard John Regis Leo d'Erlanger, CBE (1906–1962) was a merchant banker in London (partner of Erlanger Ltd. and Myers & Co) and aviation enthusiast.
Baron d'Erlanger was the second son of Emile Beaumont Baron d’Erlanger (1866–1939), banker and musician, and his wife Catherine, Baroness d'Erlanger, née Catherine Robert d'Aqueria de Rochegude. (See: Erlanger family tree). His daughter, Mary Caroline d'Erlanger, married Winston Churchill, the grandson of Prime Minister Sir Winston Churchill.
He helped form British Airways and became the chairman of the British Overseas Airways Corporation (BOAC). At the outset of the Second World War, he successfully lobbied for creation of the Air Transport Auxiliary (ATA) which he then commanded. In the 1943 New Year Honours, he was made a Commander of the Order of the British Empire for his services to the ATA.
# Broken Records (record label)

Broken Records was an American Christian rock record label founded in 1985. The label closed in the early 1990s.
Broken Records became an important label in the development of both the West Coast Christian alternative rock and Christian hip hop scenes. It focused primarily on modern rock, punk and new wave music.
Artists signed to Broken Records included: Level Heads, The Altar Boys, The Choir, Crumbächer, The 77s, 4-4-1, Riki Michele, Adam Again and Undercover.
After having difficulties with its distributor, the label was for a time run successfully as Brainstorm Artists International (by Ojo Taylor and Gene Eugene).

## Artists

* 4-4-1
* The 77s
* Adam Again
* The Altar Boys
* The Choir
* The Clergy (see also Yum Yum Children)
* Crumbächer
* J.C. and the Boyz
* Mercy
* Riki Michele
* S.F.C.
* Undercover
* Level Heads
# Khardewadi

Khardewadi is a village place situated near Nandurphata in Beed district of Maharashtra state. There is a bus stop "Khardewadi" on the road which connect Beed city, the district place to Kaij, a tehsil place.
# Kingston, Milton Keynes

Kingston is a district in the east side of Milton Keynes, in the civil parish of Kents Hill, Monkston and Brinklow.
Kingston District Centre is a large retail development that serves this side of the Milton Keynes urban area (its home parish and the parishes of Broughton, Milton Keynes (civil parish), Walton, Woburn Sands and Wavendon). The District Centre houses a Tesco hypermarket and other UK high street names, such as Aldi, Boots, Wilko, and other retail outlets. The centre also has a small local library, a meeting place and a separate restaurant building on the Southern ring road. Its Marks and Spencer closed in February 2020
According to Milton Keynes City Council, Kingston, Wolverton, Bletchley and Westcroft form the second tier in the retail hierarchy of the city, below Central Milton Keynes.
Bounded by Chaffron Way (H7) to the north, Tongwell St (A4146/V11) to the east, Standing Way (A421/H8) to the south and Newport Rd (formerly the A5130) to the east, the rest of the district consists of motor dealers, light industry factories and warehouses, including a Costco wholesale.

## Transport
### Rail

The closest inter-city service is provided at Milton Keynes Central on the West Coast Main Line, roughly 4 miles (6.4 km) to the west, and services on the Marston Vale Line are provided at Woburn Sands, roughly 2.5 miles (4.0 km) to the south-east.

### Road

The Milton Keynes grid road system connects the district to other local destinations, whilst for accessing national routes, the M1 motorway is easily accessible via junctions 13 and 14, located 3 miles (4.8 km) to the south-east and 2 miles (3.2 km) to the north-west, respectively.

### Bus

The district is served by Arriva buses which only connect to other destinations in Milton Keynes: 3/3A, 8/8A/8E and 9/9A.
MK City Council also operates an on demand bus service known as "MK Connect", which serves the whole MK unitary authority area, including Kingston.
# BCMP network

In queueing theory, a discipline within the mathematical theory of probability, a BCMP network is a class of queueing network for which a product-form equilibrium distribution exists. It is named after the authors of the paper where the network was first described: Baskett, Chandy, Muntz, and Palacios. The theorem is a significant extension to a Jackson network allowing virtually arbitrary customer routing and service time distributions, subject to particular service disciplines.
The paper is well known, and the theorem was described in 1990 as "one of the seminal achievements in queueing theory in the last 20 years" by J. Michael Harrison and Ruth J. Williams.

## Definition of a BCMP network

A network of m interconnected queues is known as a BCMP network if each of the queues is of one of the following four types:
* FCFS discipline where all customers have the same negative exponential service time distribution. The service rate can be state dependent, so write $\scriptstyle {\mu _{j}}$ for the service rate when the queue length is j.
* Processor sharing queues
* Infinite-server queues
* LCFS with pre-emptive resume (work is not lost)
In the final three cases, service time distributions must have rational Laplace transforms. This means the Laplace transform must be of the form
    $L(s)={\frac {N(s)}{D(s)}}.$
Also, the following conditions must be met.
* external arrivals to node i (if any) form a Poisson process,
* a customer completing service at queue i will either move to some new queue j with (fixed) probability $P_{ij}$ or leave the system with probability $1-\sum _{j=1}^{m}P_{ij}$, which is non-zero for some subset of the queues.

## Theorem

For a BCMP network of m queues which is open, closed or mixed in which each queue is of type 1, 2, 3 or 4, the equilibrium state probabilities are given by
    $\pi (x_{1},x_{2},\ldots ,x_{m})=C\pi _{1}(x_{1})\pi _{2}(x_{2})\cdots \pi _{m}(x_{m}),$
where C is a normalizing constant chosen to make the equilibrium state probabilities sum to 1 and $\scriptstyle {\pi _{i}(\cdot )}$ represents the equilibrium distribution for queue i.

### Proof

The original proof of the theorem was given by checking the independent balance equations were satisfied.
Peter G. Harrison offered an alternative proof by considering reversed processes.
# Neteka

Neteka (Serbian Cyrillic: Нетека) is a village in Croatia. It is connected by the D218 highway.

## Population

According to the 2011 census, Neteka had 87 inhabitants.
Population :
| 1857 | 1869 | 1880 | 1890 | 1900 | 1910 | 1921 | 1931 | 1948 | 1953 | 1961 | 1971 | 1981 | 1991 | 2001 | 2011 |
| 294 | 413 | 381 | 309 | 381 | 388 | 391 | 352 | 240 | 250 | 247 | 231 | 206 | 237 | 57 | 87 |

### 1991 census

According to the 1991 census, settlement of Neteka had 237 inhabitants, which were ethnically declared as this:
* Neteka
* 1991
* total: 237
* Serbs 235 (99.15%)  Croats 1 (0.42%)  Yugoslavs 1 (0.42%)

### Austro-hungarian 1910 census

According to the 1910 census, settlement of Neteka had 388 inhabitants, which were linguistically and religiously declared as this:
| Population by language | Croatian or Serbian |
| Neteka | 388 |
| Total | 388 (100%) |
| Population by religion | Eastern Orthodox |
| Neteka | 388 |
| Total | 388 (100%) |

## Literature

* Savezni zavod za statistiku i evidenciju FNRJ i SFRJ, popis stanovništva 1948, 1953, 1961, 1971, 1981. i 1991. godine.
* Book: "Narodnosni i vjerski sastav stanovništva Hrvatske, 1880-1991: po naseljima, author: Jakov Gelo, izdavač: Državni zavod za statistiku Republike Hrvatske, 1998., ISBN 953-6667-07-X, ISBN 978-953-6667-07-9;
# Ruan Bay, U.S. Virgin Islands

Ruan Bay is a settlement adjacent to Frederiksted on the island of Saint Croix in the United States Virgin Islands. Its US Postal Service zip code is 00840.
# John Aiken

John Aiken may refer to:
* John Macdonald Aiken (1880–1961), Scottish painter
* John Aiken (RAF officer) (1921–2005), British Air Chief Marshal
* John Aiken (hockey player) (1932–2021), American ice hockey player
* John Aiken (basketball), American basketball coach at McNeese State
* John Aiken (cricketer) (born 1970), New Zealand cricketer, psychologist and television personality
* John Aiken (sculptor) (born 1950), Irish sculptor
* John W. Aiken (1896–1968), American furniture finisher and socialist activist
# Gerard de Jode

Gerard de Jode (also known as Petrus de Jode; c. 1511 – 5 February 1591) was a Netherlandish cartographer, engraver, and publisher who lived and worked in Antwerp.
In 1547, De Jode was admitted to the Guild of St. Luke, and began his work as a publisher. He frequently printed the works of other cartographers, including Giacomo Gastaldi's world map in 1555, Jacob van Deventer's map of the Duchy of Brabant in 1558, and Ortelius' eight-sheet world map in 1564.

## Background

His most outstanding work is a two volume atlas Speculum Orbis Terrarum published in 1578. It was aimed at competing with another atlas, Theatrum Orbis Terrarum by Ortelius, published eight years earlier in 1570. The competing atlas had become so popular by the time he finally published his own atlas however, that his version never sold well, despite his outstanding reputation. Only about a dozen examples have survived.
De Jode made plans for another enlarged edition, which was uncompleted at his death in 1591. His son Cornelis de Jode took over and published the Speculum Orbis Terrae in 1593. This never sold well either. Scholars consider many of De Jode's maps to be superior to those of Ortelius, both in detail and style.
In constructing his world map, Hemispherium Ab Æquinoctiali Linea, Ad Circulum Poli Antarctici, published in 1593, De Jode was strongly influenced by Guillaume Postel's 1581 polar planisphère, Polo aptata Nova Charta Universi. De Jode was probably the maker of a globe made in Antwerp that also owes much to the cosmographic ideas of Guillaume Postel.
Speculum Orbis Terrarum was once the object of an attempted theft from the Beinecke Rare Book and Manuscript Library, by rare map thief Forbes Smiley. Smiley was caught and arrested after a library staff member found his X-Acto knife on the floor.
# Broadcast Film Critics Association Awards 2004

Broadcast Film Critics Association Awards 2004 may refer to:
* 9th Critics' Choice Awards, the ninth Critics' Choice Awards ceremony that took place in 2004
* 10th Critics' Choice Awards, the tenth Critics' Choice Awards ceremony that took place in 2005 and which honored the best in film for 2004
# Khalili Erguibi

Khalili Ben Mohamed El Bechir Erguibi (or Rguibi) (1925–2017) was a Moroccan Captain, member of the Southern Liberation Army and a member of CORCAS. He is the father of Mohamed Abdelaziz, the 3rd Secretary General of the Polisario Front.

## Biography

Khalili was born in 1925 in the region of Oued Saguia el-Hamra as a member of the nomadic Reguibat tribe who transhumed in the northeast of the Spanish Sahara. In 1956, he went to welcome and pledge allegiance to King Mohammed V after his return from exile, and joined as commander, the Southern Liberation Army (a branch of the Moroccan Army of Liberation). After the disbandment of the Moroccan Liberation Army, he surrendered arms to the Royal Moroccan Armed Forces and joined their Ranks. He was assigned to Tan Tan, Chefchaouen, Kenitra, Marrakech, Kasbah Tadla until his retirement in 1980. In 1963, he participated in the Sand War and was the commander of the Moroccan corps. The last time he saw his son Mohamed Abdelaziz, dates back to 1972, when he was part of the Royal Moroccan Army, while Mohamed Abdelaziz was continuing his studies in Rabat and decided to join the ranks of the Polisario without informing him. In a 2007 interview with Asharq Al-Awsat, he said, "I was working and assured to send him money so that he could continue his studies in Rabat, and I thought that he was persevering for the sake of knowledge achievement, but I was surprised that he was leaving Rabat in the direction of the Algerian capital."
In 2001, he was received by King Mohammed VI, then appointed to the Royal Advisory Council for Saharan Affairs (CORCAS) in 2006.
On 18 November 18 2016, he was awarded the Wissam Al Mokafaa Al Watania (National Order of Merit), by King Mohammed VI.

## Death

On 21 October 2017, he died at the Military Hospital of Inezgane, where he had been admitted two days earlier following gastric complications. After three days, Morocco's High Commissioner of Former Resisters and Members of the Liberation Army paid a posthumous tribute to him "saluting the memory of a fervent defender of national unity and a fighter to countless heroic acts."

## Family

Erguibi had 13 children, the majority of them live in Morocco, while Mohamed Abdelaziz and two of his sisters live in the Sahrawi refugee camps.
His son, Mohamed Abdelaziz, was a student in the Mohammed V University of Rabat, who became one of the founding members of the Polisario Front and its 3rd Secretary General.
His son, Mohamed El Habib Erguibi, is a pro-Polisario lawyer and an active lobbyist with foreign delegations, he works from his office in Laayoune.
His son, Driss, is a surgeon in CHU Ibn Rochd of Casablanca.
His son, Mohamed Salem, works in Smara.
His son, Mohamed Saïd, is an engineer in Kasbah Tadla, where his younger brother Mustapha, is also employed as a secretary.
His son, Ahmed, is a provincial administrator in Beni Mellal.
As for his daughters, Asma, is an optician in Agadir, El Ouilda is a housewife in Laayoune, Fatimatou is a municipal employee in Smara and Khadijatou is seamstress in Kasbah Tadla.
# Astriclypeidae

Astriclypeidae is a family of echinoderms belonging to the order Clypeasteroida.
Genera:
* Amphiope L.Agassiz, 1840
* Astriclypeus Verrill, 1867
* Echinodiscus Leske, 1778
* Kieria Mihály, 1985
* Paraamphiope Stara & Sanciu, 2014
* Sculpsitechinus Stara & Sanciu, 2014
* Tretodiscus
# SS Inkosi

Inkosi was the name of two steamships operated by T & J Harrison Ltd
* SS Inkosi (1902), torpedoed and sunk in 1918, three firemen killed in the engine room.
* SS Inkosi (1937), bombed and sunk in 1940, salvaged as Empire Chivalry