OpenLLM-France/wikimedia huggingface dataset:
# Komatsu Dome

Komatsu Dome (こまつドーム, Komatsu Dōmu) is an indoor sporting arena located in Komatsu, Ishikawa, Japan. The arena was opened in 1997 and has a capacity of 1,500 people.
# Waterbed theory

Waterbed theory is the observation, ascribed to Larry Wall, that some systems, such as human and computer languages, contain a minimum amount of complexity, and that attempting to "push down" the complexity of such a system in one place will invariably cause complexity to "pop up" elsewhere. This behavior is likened to a waterbed mattress which contains a certain amount of water; it is possible to push down the mattress in one place, but the displaced water will always cause the mattress to rise elsewhere, because water does not compress. It is impossible to push down the waterbed everywhere at once, because the volume of the water remains a constant.
Waterbed theory has been cited as a significant part of the design philosophy of Raku.
# Tela choroidea

The tela choroidea (or tela chorioidea) is a region of meningeal pia mater that adheres to the underlying ependyma, and gives rise to the choroid plexus in each of the brain’s four ventricles. Tela is Latin for woven and is used to describe a web-like membrane or layer. The tela choroidea is a very thin part of the loose connective tissue of pia mater overlying and closely adhering to the ependyma. It has a rich blood supply. The ependyma and vascular pia mater – the tela choroidea, form regions of minute projections known as a choroid plexus that projects into each ventricle. The choroid plexus produces most of the cerebrospinal fluid of the central nervous system that circulates through the ventricles of the brain, the central canal of the spinal cord, and the subarachnoid space. The tela choroidea in the ventricles forms from different parts of the roof plate in the development of the embryo.

## Structure

In the lateral ventricles, the tela choroidea–a double-layered fold of pia mater and ependyma, produces the choroid fissure (sometimes also called the choroidal fissure but this is different from the choroidal fissure of the optic stalk). The choroid fissure is C-shaped, runs between the fornix and the thalamus in the body of the ventricle, and between the stria terminalis and hippocampal fimbria in the inferior horn, and is the location of the attachment of the margins of the choroid plexus. In the choroid fissure of the lateral ventricles, the tela choroidea is a lateral extension of the tela choroidea from the third ventricle.
In the third ventricle, the tela choroidea forms the roof of the ventricle. Two vascular fringes from the lower fold invaginate the roof and form the choroid plexus.
The tela choroidea of the fourth ventricle (also known as the triangular lamella) is a double layer of pia mater and ependyma, between the cerebellum and the lower part of the roof of the fourth ventricle. The two layers are continuous with each other in front, and are mostly adherent throughout. The anterior layer of the fold, contains vascular fringes which make up the choroid plexus. The anterior layer is continuous inferiorly with the pia mater on the inferior cerebellar peduncles and the closed part of the medulla oblongata. The posterior layer covers the antero-inferior surface of the cerebellum.
Cilia on the ependymal cells move to circulate the cerebrospinal fluid. These cilia are unusually multiple primary cilia.

### Blood supply

The blood supply of these plexuses is from the posterior inferior cerebellar artery. The lateral ventricles also contains the right and left internal cerebral veins (which drain the choroid plexuses) at its roof (the two veins unite to form the great cerebral vein).
The arteries carrying blood into the choroid plexuses are:
* the anterior choroidal artery (branch from the internal carotid).
* the posterior choroidal artery (branch from the posterior cerebral artery).
Medial posterior choroidal branches run forward beneath the splenium of the corpus callosum, and supply the tela chorioidea of the third ventricle and the choroid plexus.
# Elshanka culture

The Elshanka culture (Russian: Елшанская культура) was a Subneolithic or very early Neolithic culture that flourished in the middle Volga region in the 7th millennium BC. The sites are mostly individual graves scattered along the Samara and Sok rivers. They revealed Europe's oldest pottery.
The culture extended along the Volga from Ulyanovsk Oblast in the north through the Samara Bend towards Khvalynsk Hills and the Buzuluk District in the south. No signs of permanent dwellings have been found. Elshanka people appear to have been hunters and fishermen who had seasonal settlements at the confluences of rivers. Most grave goods come from such settlements.
Elshanka is believed to be the source from which the art of pottery spread south and westward towards the Balkans (with one particularly important site being the Surskoy Island in the Dnieper Rapids where pottery was made from 6200 BC to 5800 BC). Elshanka pots, dated from 6700 BC onwards, usually have simple ornaments, though some have none. They were made "of a clay-rich mud collected from the bottoms of stagnant ponds, formed by the coiling method and were baked in open fires at 450-600 degrees Celsius".
A man buried at Lebyazhinka IV (a site usually assigned to the Elshanka culture) had the Haplogroup R1b. I. Vasiliev and A. Vybornov, citing the similarity of pottery, assert that Elshanka people were the descendants of the Zarzian culture who had been ousted from Central Asia by progressive desertification. Other researchers see Elshanka ceramic industry as a local attempt at reproducing Zarzian pots.
A rapid cooling around 6200 BC and influences from the Lower Volga region led the Elshanka culture to be succeeded by the Middle Volga culture (with more complex ceramic ornaments) which lasted until the 5th millennium BC. It was succeeded in the region by the better known Samara culture.
Linguist Asko Parpola (2022) associates the Elshanka culture with the Pre-Proto-Indo-European language, stating that Elshanka expanded northwards into the forest zone as the Kama culture, reflecting a migration of Pre-PIE speakers into the Pre-Proto-Uralic-speaking area and thus possibly explaining the Indo-Uralic linguistic parallels.
# Sambodhi Chaithya

Sambodhi Chaithya (also sometimes called Buddha Jayanthi Chaithya) is a stupa, a Buddhist shrine, built with reinforced concrete. The stupa is located in Colombo Harbour, Sri Lanka.
It was designed by renowned Sri Lankan engineer A. N. S. Kulasinghe and construction began in 1956 to commemorate the Sambuddhatva jayanthi by the Colombo Port Commission and completed by the Colombo Port Authority. Built on a platform supported by two interlocking arches, the stupa is place above the Marine Drive at the entrance of the Colombo Harbour. This main road leading to the harbour has since been renamed Chaithya Road after the stupa . The walkway has 123 steps.
# Adolph Freiherr Knigge

Adolph Franz Friedrich Ludwig Freiherr Knigge (16 October 1752 – 6 May 1796) was a German writer, Freemason, and a leading member of the Order of the Illuminati.

## Biography

Adolph Freiherr von Knigge was born in Bredenbeck (now a part of Wennigsen, Lower Saxony) in the Electorate of Hanover as a member of the Knigge family, an old German nobility dating back to 13th century. He was the only son of Carl Philipp Freiherr Knigge (1723–1766) and his wife, Louise Wilhelmine Baroness Knigge (1730–1763), member of the same family from Weimar. When he was barely eleven, his mother died, and when his father died three years later the teenager inherited a large debt. His creditors took possession of the family property and assigned the boy a meagre pension of 500 thalers.
He studied law from 1769 to 1772 in Göttingen where he became a member of Corps Hannovera. He was allegedly initiated into Freemasonry in 1772 in Kassel, where he held a position as Court Squire (hofjunker) and Assessor of the War and Domains Exchequer. In 1777 he became Chamberlain at the Weimar court.
In 1780 Knigge joined Adam Weishaupt's Bavarian Illuminati and his work with the Illuminati gave the group a great deal of publicity and influence of Masonic chapters. But in 1783 dissensions arose between Knigge and Weishaupt, which resulted in Knigge's final withdrawal from the group on 1 July 1784. Knigge stated that he could no longer endure Weishaupt's pedantic domineering, which frequently assumed offensive forms. He accused Weishaupt of "Jesuitism", and suspected him of being "a Jesuit in disguise" (Nachtr., I, 129). "And was I", he adds, "to labour under his banner for mankind, to lead men under the yoke of so stiff-necked a fellow?—Never!"
Knigge's involvement with the Illuminati, support of the advancement of human rights, and a period of serious illness led to the loss of support of his aristocratic sponsors and finally his fortune. Knigge found a measure of financial stability again with a position in Bremen in 1790. He died in Bremen in 1796.
In Germany, Knigge is best remembered for his book Über den Umgang mit Menschen (On Human Relations), a treatise on the fundamental principles of human relations that has the reputation of being the authoritative guide to behaviour, politeness, and etiquette. The work is more of a sociological and philosophical treatise on the basis of human relations than a how-to guide on etiquette, but the German word “Knigge” has come to mean “good manners” or books on etiquette.
# Pietro Mori

Pietro Mori (born 13 November 1908, date of death unknown) was an Italian racing cyclist. He rode in the 1931 Tour de France.
# Mount Dennis (Yoho)

Mount Dennis is a 2,549-metre (8,363-foot) mountain summit located three kilometres south of Field in Yoho National Park, in the Park Ranges of British Columbia, Canada. The nearest higher neighbor is Mount Stephen, 4.0 km (2.5 mi) to the northeast, and Mount Burgess is six kilometres north on the opposite side of the Kicking Horse River valley. Mount Dennis has over 1,200-metre (3,900-foot) of vertical relief above Highway 1, the Trans-Canada Highway, which traverses the northwest foot of the mountain. Precipitation runoff from Mount Dennis drains into tributaries of the Kicking Horse River which in turn is a tributary of the Columbia River.

## History

The first ascent of the mountain was made in 1887 by James J. McArthur of the Dominion Land Survey.
The mountain was named in 1916 by Alexander MacKinnon Burgess for Lieutenant-Colonel John Stoughton Dennis (1820–1885), a Canadian surveyor who proposed the Dominion Land Survey system in 1869.
The mountain's toponym was officially adopted in 1924 by the Geographical Names Board of Canada.

## Geology

Mount Dennis is composed of sedimentary rock laid down during the Precambrian to Jurassic periods. Formed in shallow seas, this sedimentary rock was pushed east and over the top of younger rock during the Laramide orogeny.

## Climate

Based on the Köppen climate classification, Mount Dennis is located in a subarctic climate zone with cold, snowy winters, and mild summers. Winter temperatures can drop below −20 °C with wind chill factors below −30 °C. Weather conditions during winter make Mount Dennis one of the premier places in the Rockies for ice climbing.

## Ice climbing routes

Ice climbing routes with grades on Mount Dennis
* Carlsberg Column - WI5
* Guinness Gully - WI4
* Pilsner Pillar - WI6
* Cascade Kronenbourg - WI6
* Last Call - WI3

## Gallery

* Mount Dennis from Field, British Columbia
* Mount Dennis and Kicking Horse River
# Three Blue Ducks (TV series)

Three Blue Ducks is a six-part Australian television cooking show which follows hosts Mark Labrooy, Darren Robertson and Andy Allen, the co-owners of Three Blue Ducks Group, as they travel Australia in search for inspiration to create six new dishes for their restaurant's menu. It premiered at 7:00 pm on 13 February 2021.
As of June 2021, the show was not returning for season 2.

## Ratings

| No. in season | Title | Timeslot | Original air date | Australian viewers |
| 1 | "Art & Soul" | 7:00 pm | 13 February 2021 (2021-02-13) | 137,000 |
| Travel with “The Ducks” Andy Allen, Mark Labrooy and Darren Robertson as they forage for native plants species, catch seafood in the ocean, and meet providers wherever they're to be found. |||||
| 2 | "Episode 2" | 7:00 pm | 20 February 2021 (2021-02-20) | 139,000 |
| Our chefs head to the central west of New South Wales, in search of top quality, ethically produced lamb. Along the way they get some expert lamb cooking tips from the Country Women's Association. |||||
| 3 | "Episode 3" | 7:00 pm | 27 February 2021 (2021-02-27) | N/A |
| Chefs Andy Allen, Mark LaBrooy and Darren Robertson dive for prized abalone off the Sapphire Coast of New South Wales. But later when the dish is tested, there's a problem with a key ingredient. |||||
| 4 | "Episode 4" | 6:00 pm | 6 March 2021 (2021-03-06) | 86,000 |
| Andy, Mark and Daz make unexpected food discoveries in Canberra. They're hoping for inspiration to help design a signature trout dish, but catching the key ingredient is much harder than expected. |||||
| 5 | "Episode 5" | 6:00 pm | 13 March 2021 (2021-03-13) | N/A |
| Andy Allen aims to dazzle his peers by creating a new age Asian beef salad. He and fellow chefs Mark and Daz search for exotic flavours in Cabramatta. |||||
| 6 | "Episode 6" | 6:00 pm | 20 March 2021 (2021-03-20) | 100,000 |
| Chef Daz hosts a VIP event at the Ducks' flagship venue, The Farm in Byron Bay. The guests are the top chefs of the region and Daz has to put a lifetime of cooking into this single moment. |||||
# Qualification principle

In programming language theory, the qualification principle states that any semantically meaningful syntactic class may admit local definitions. In other words, it's possible to include a block in any syntactic class, provided that the phrases of that class specify some kind of computation. (Watt 1990)
A common examples for of this principle includes:
# Muhammad Habibar Rahman

Muhammad Habibur Rahman (1 January 1923 - 15 April 1971) was a Bengali intellectual who was killed in the Bangladesh Liberation war and is considered a martyr in Bangladesh.

## Early life

Rahman was born in Baliadhar, Noakhali District, East Bengal, British India on 1 January 1923. He finished his SSC from Dattapara High School in 1938 and HSC from Calcutta Islamia College in 1940. He finished his undergraduate studies in mathematics from Presidency College in Kolkata. He completed his master's degree in mathematics from the Aligarh University.

## Career

He joined Dhaka College as a professor of mathematics in 1946. In 1951 he received government funding to study in Cambridge University in the United Kingdom. He graduated from Cambridge in 1953 after finishing the Tripos in mathematics. He worked in Presidency College in Kolkata before joining Rajshahi University in 1954. He joined as a professor of mathematics and by in 1958 had been promoted to reader. In 1962 he pursued higher studies in applied mathematics in the United States. From 1964 to 1966 he served as the chairman of the Department of Mathematics at Rajshahi University. From 1967 to 1970 he served as the provost of Ameer Ali Hall of Rajshahi University after which returned to being the chairman of the Department of Mathematics. He was a member of the Dhaka Rationalist club.

## Death

The Pakistan Army on 15 April 1971 captured him from his home in front of his family and he never came back, is presumed to be dead. Rajshahi University named Shaheed Habibur Rahman Hall after him. The dorm has a bust of him in its entrance. He was also awarded with "Ekushey Padak" (Lit: TwentyFirst Award) second highest civilian award in Bangladesh.
# Kelley O'Connor

Kelley O'Connor is an American singer. She earned her Bachelor of Music degree from Thornton School of Music at the University of Southern California and her master's degree in Music from the University of California, Los Angeles.
O'Connor has sung the music of several contemporary composers, including Osvaldo Golijov, Peter Lieberson and Steven Stucky. She sang the role of Federico García Lorca in the original version of Golijov's opera Ainadamar at the Tanglewood Festival in 2003, and subsequently in the revised version produced at Santa Fe Opera in 2005. O'Connor sang the role of García Lorca on the Deutsche Grammophon recording of Ainadamar, which won a Grammy award.
# Time (metadata)

Under some metadata standards, time is a representation term used to specify a time of day in the ISO 8601 time format.
Note that Time should not be confused with the DateAndTime representation term which requires that both the date and time to be supplied.

## Metadata registries that use the time representation term

* NIEM
* ebXML
* GJXDM
# Eveliina Heinäluoma

Eveliina Rosa Heinäluoma (born 27 February 1988 in Helsinki) is a Finnish politician currently serving in the Parliament of Finland for the Social Democratic Party of Finland at the Helsinki constituency.
MEP and the former Speaker of the Finnish parliament, Eero Heinäluoma, is Eveliina Heinäluoma's father. Eveliina Heinäluoma gave birth to her first child in July 2024.
# John Warren Kindt

John W. Kindt, MBA, J.D., LL.M., SJD, is a gambling critic and a Professor of Business and Legal Policy at the University of Illinois at Urbana-Champaign. Since 1990, Professor Kindt has probably been best known as one of the most well-published academics in issues relating to gambling. He has served as a senior editor, contributing author, and intermittent co-author of the United States International Gambling Report and United States International Gaming Report (also known as U.S. Int’l Gambling Report). Kindt's academic research and publications contributed to the enactment of the 1996 U.S. National Gambling Impact Study Commission, the U.S. Unlawful Internet Gambling Enforcement Act of 2006, and various other Federal and state statutes.

## Education and early careers

After receiving a B.A. in Business from the College of William and Mary in 1972, Kindt earned four graduate degrees in Law and Business; specifically, J.D. 1976, MBA 1977, from the University of Georgia; LL.M. 1978, SJD 1981, from the University of Virginia. During the 1970s, Kindt was employed in several state and Federal government positions. He also served as a Senior Fellow at the London School of Economics.

## Research contributions

Kindt's research has resulted in over 70 academic articles in the areas of legalized gambling's economic impacts, antitrust law, tax law, commercial law, environmental law, and public and private international law. He had also released multi-volume book, Marine Pollution and the Law of the Sea.
# P.A.O.K. women's basketball

Active departments of P.A.O.K. :
| Football (Men's) | Football B (Men's) | Football (Women's) |
| Basketball (Men's) | Basketball (Women's) | Volleyball (Men's) |
| Volleyball (Women's) | Handball (Men's) | Handball (Women's) |
| Water Polo (Men's) | Water Polo (Women's) | Boxing |
| Taekwondo | Cycling | Athletics |
| Ice hockey | Futsal (Men's) | Wrestling |
| Weightlifting | Swimming | Judo |
| Esports | Chess | |
P.A.O.K. Women's Basketball is part of the amateur section of the major Greek multi-sport club P.A.O.K. The club is based in Thessaloniki, Greece. The department was founded in 1967. P.A.O.K. Sports Arena is the home arena of the team.

## Roster

Note: Flags indicate national team eligibility at FIBA-sanctioned events. Players may hold other non-FIBA nationalities not displayed.

### Technical and managerial staff

Staff :
| President | Athanasios Katsaris |
| Registrar women's basketball | Vasillis Αngelidis |
| Head Coach | Angelos Angelidis |
| Assistant Coach | Dimitris Drakatos |
| Assistant Coach | Nikos Papadopoulos |
| Technical Advisor | Evripides Meletiadis |
| Trainer | Aristides Tarpagos |
| Physiotherapist | Dimitris Karageorgiou |
| Physiotherapist | Eva Katsikari |
| Physiotherapist | Giannis Kalogiannis |
| Youth Coach | Nikos Papadopoulos |

## Notable players

Completed list of former PAOK Women players by Eurobasket.com
* Maria Avtzi
* Nafsika Stavridou
* Faidra Skiadopoulou
* Elena Kyratzi
* Telidou Dimitra
* Kalampakou Aspasia
* Spanidou Stavroula
* Anna Niki Stamolamprou
* Tarpagou Anthoula
* Ivana Raca
* Tijana Raca
* Niky Avery
* Caila Desroches
* Aisha Jefferson
* Kenya McBee
* Clemons, Liza
* Redmon, Jazmine
# Wekweètì

Wekweètì (/wɛkˈweɪti/; from the Dogrib language meaning "rock lakes"), officially the Tłı̨chǫ Community Government of Wekweètì is a community in the North Slave Region of the Northwest Territories, Canada. Wekweètì is a Tłı̨chǫ (Dogrib Dene) aboriginal community and is located 195 km (121 mi) north of Yellowknife. It has no year-round road access but does have a winter ice road connection; the majority of transportation to and from the community is through the Wekweètì Airport. Wekweètì is the closest community to the Ekati Diamond Mine on the border with Nunavut. Wekweètì is part of the Tlicho Government.

## History

The area is within the traditional territory of the Tłı̨chǫ (Dogrib) First Nation and was a popular hunting camp prior to permanent settlement. In the 1960s, Dene elders around Behchokǫ̀ decided to return to the land and establish traditional camps in the bush. Wekweètì was established during this time, although in more recent years it too has become a modern community with essential services of its own. The community was formerly known as Snare Lake until 1 November 1998; prior to 4 August 2005 the community name used the spelling Wekweti.
Before 2005, the community was unincorporated, and local governance was provided by a First Nations band government, Dechi Laot'i First Nations. Under the terms of the Tłı̨chǫ Agreement, most responsibilities of Dechi Laot'i have been transferred to a new Wekweètì Community Government. However, Dechi Laot'i is still recognized by the federal government for Indian Act enrollment.

## Demographics

| Year | Pop. | ±% |
| 1996 | 146 | — |
| 1997 | 135 | −7.5% |
| 1998 | 138 | +2.2% |
| 1999 | 138 | +0.0% |
| 2000 | 142 | +2.9% |
| 2001 | 138 | −2.8% |
| 2002 | 142 | +2.9% |
| 2003 | 151 | +6.3% |
| 2004 | 139 | −7.9% |
| 2005 | 140 | +0.7% |
| 2006 | 142 | +1.4% |
| Year | Pop. | ±% |
| 2007 | 142 | +0.0% |
| 2008 | 143 | +0.7% |
| 2009 | 145 | +1.4% |
| 2010 | 145 | +0.0% |
| 2011 | 145 | +0.0% |
| 2012 | 142 | −2.1% |
| 2013 | 143 | +0.7% |
| 2014 | 142 | −0.7% |
| 2015 | 146 | +2.8% |
| 2016 | 142 | −2.7% |
| 2017 | 136 | −4.2% |
Sources: NWT Bureau of Statistics (2001 - 2017) :
In the 2021 Census of Population conducted by Statistics Canada, Wekweètì had a population of 109 living in 29 of its 55 total private dwellings, a change of -15.5% from its 2016 population of 129. With a land area of 14.71 km$^2$ (5.68 sq mi), it had a population density of 7.4/km$^2$ (19.2/sq mi) in 2021.
The majority of the population are First Nations and languages are Dogrib and English.

## Services

Alexis Arrowmaker School is Wekweètì's Elementary/Junior School and was rebuilt in 1994. The school is named after Alexis Arrowmaker, one of the signers of Treaty 11. The community has a store, Hozila Naedik'e General Store, a ten-bed hotel/lodge, Wekweeti Hotel/Snare Lake Lodge, a health centre, a community learning centre but no Royal Canadian Mounted Police detachment.

## Climate

Wekweeti has a subarctic climate (Dfc) with mild to warm summers with cool nights and long, severely cold winters.
Wekweètì :
Climate chart (explanation) :
# New Democrats (Mauritius)

The New Democrats (ND; French: Nouveaux Démocrates) is a political party in Mauritius founded on 18 April 2024 as a splinter group from the established PMSD.

## L'alliance du changement coalition

For the 2024 Mauritius General Elections, the party has aligned with the Alliance du Changement coalition, which also includes the Labour Party (Mauritius), the Mauritian Militant Movement, and the Rezistans ek Alternativ.

## Election results
### National Assembly elections

| Election | Leader | Coalition | Coalition | Coalition | Seats | +/– | Position | Status |
| Election | Leader | Parties | Votes | % | Seats | +/– | Position | Status |
| 2024 | Khushal Lobine | ND–PTR–MMM–ReA | 1,438,333 | 61.38 | 3 / 60 | New | 3rd | Coalition |