hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Bellingshausen Plain
Bellingshausen Plain (64°0′S 90°0′W﻿ / ﻿64.000°S 90.000°W﻿ / -64.000; -90.000), also known as Bellinghausen Abyssal Plain, is an undersea plain parallel to the continental rise in the Bellingshausen Sea, named for Admiral Fabian Gottlieb von Bellingshausen, commander of the Russian Antarctic Expedition (1818–1821). The name was approved by the Advisory Committee for Undersea Features in April 1974.

Continental rise
The continental rise is a low-relief zone of accumulated sediments that lies between the continental slope and the abyssal plain. It is a major part of the continental margin, covering around 10% of the ocean floor.
Anthony Negus
Anthony Negus is a British classical conductor, since 1999 he has been the music director of the Longborough Festival Opera. He is regarded as a "Wagner conductor". In the last decade he has been invited by Melbourne Opera to many of their Germanic opera productions and in 2023 he conducted their Der Ring des Nibelungen cycle in Bendigo, Victoria.

Negus worked on the music staff of the Welsh National Opera between 1976 and 2012 assisting conductors such as Sir Richard Armstrong, Sir Charles Mackerras, Vladimir Jurowski, and composer Pierre Boulez.

Charles Mackerras
Sir Alan Charles MacLaurin Mackerras (/məˈkɛrəs/; (17 November 1925 – 14 July 2010) was an American-born Australian conductor. He was an authority on the operas of Janáček and Mozart, and the comic operas of Gilbert and Sullivan.  He was long associated with the English National Opera (and its predecessor) and Welsh National Opera and was the first Australian chief conductor of the Sydney Symphony Orchestra. He also specialized in Czech music as a whole, producing many recordings for the Czech label Supraphon.
Carodista isomila
Carodista isomila is a moth in the family Lecithoceridae. It was described by Edward Meyrick in 1911. It is found in Sri Lanka.

The wingspan is 20–22 mm. The forewings are dark bronzy fuscous. The stigmata are obscurely darker, the plical slightly beyond the first discal, the second discal forming a transverse-linear mark. The hindwings are fuscous.

Lecithoceridae
The Lecithoceridae, or long-horned moths, are a family of small moths described by Simon Le Marchand in 1947. Although lecithocerids are found throughout the world, the great majority are found in the Indomalayan realm and the southern part of the Palaearctic realm.
Vietnam Basketball Association
The Vietnam Basketball Association, abbreviated as VBA, is a Vietnamese national professional basketball league founded in 2016. It runs an annual tournament, the Vietnam Pro Basketball League (Vietnamese: Giải Bóng rổ Chuyên nghiệp Việt Nam).

Sports league
A sports league is a group of individual athletes, sports teams or clubs who form a league to compete against each other and gain points in a specific sport. At its simplest, it may be a local group of amateur athletes who form teams among themselves and compete periodically, at its most complex, it can be an international professional league making large amounts of money and involving dozens of teams and thousands of players.
Norbert von Hannenheim
Norbert Wolfgang Stephan Hann von Hannenheim (15 May 1898, Nagyszeben – 29 September 1945 in the Landeskrankenhaus Obrawalde near Międzyrzecz) was an Austro-Hungarian-born German composer. He is seen as one of the most brilliant later pupils of Arnold Schoenberg.

Międzyrzecz
Międzyrzecz (Polish pronunciation: [mʲɛnˈd͡zɨʐɛt͡ʂ] ⓘ; Latin: Meserici, German: Meseritz, Yiddish: מעזריטש, romanized: Mezrits) is a town in western Poland, on the Obra and Paklica river, with 17,667 inhabitants (2020). The capital of Gmina Międzyrzecz and Międzyrzecz County in Lubusz Voivodeship.

Founded in the 9th century, Międzyrzecz is a former royal city of Poland. It contains heritage in various styles, including Gothic, Baroque and Neoclassical, including a medieval Royal Castle, listed as a Historic Monument of Poland. During World War II, it was the site of German Nazi atrocities in which more than 10,000 people were killed.
Basic Ali
Basic Ali is a Bangladeshi comic strip written and illustrated by Sharier Khan, first published on November 26, 2006, in Prothom Alo. It has been adapted into a TV series on Channel i and renewed for a third season in February 2018.

Prothom Alo
Prothom Alo (Bengali: প্রথম আলো) is a Bengali-language daily newspaper in Bangladesh, published from Dhaka. It is one of the most widely circulated newspapers in Bangladesh. According to the National Media Survey of 2018, conducted by Kantar MRB Bangladesh, Prothom Alo has a daily readership of more than 6.6 million online. According to Alexa Internet, an American web traffic analysis company, the online portal of Prothom Alo is the most visited Bengali website in the world. The paper failed to print the 19 December 2025 issue for the first time during its 27 years of operation due to an attack on its office and bureaus.
Darren Appleton
Darren Appleton (born 8 February 1976) is an English professional pool player, best known for playing Eight-ball, Nine-ball and Ten-ball pool.

Appleton won the 2008 WPA World Ten-ball Championship (the inaugural 10-ball world championship) against Wu Jia-qing, of China, a former world champion in both nine-ball and eight-ball. Appleton is also a world champion in nine-ball, having won the 2012 WPA World Nine-ball Championship, defeating Li Hewen in the final.

Pool (cue sports)
Pool is a group of cue sports played on a billiard table. The table has six pockets along the rails, into which balls are shot. Of the many different pool games, the most popular include: eight-ball, blackball, nine-ball, ten-ball, seven-ball, straight pool, one-pocket, and bank pool. Eight-ball is the most frequently played discipline of pool, and it is often thought of as synonymous with "pool".

The generic term pocket billiards is sometimes also used, and favored by some pool-industry bodies, but is technically a broader classification, including games such as snooker, Russian pyramid, and kaisa, which are not referred to as pool games. There are also hybrid games combining aspects of both pool and carom billiards, such as American four-ball billiards, bottle pool, cowboy pool, and English billiards.
Coppanagh
Coppanagh (Irish: Sliabh Chopanaí) is a hill in County Kilkenny, Ireland. At 365 metres (1,198 ft) it is the second highest summit in County Kilkenny behind Brandon Hill and the 886th highest summit in Ireland. Both Coppanagh and Brandon Hill are situated near Mount Alto.

County Kilkenny
County Kilkenny (Irish: Contae Chill Chainnigh) is a county in Ireland. It is in the province of Leinster and is part of the Southern Region. It is named after the city of Kilkenny. Kilkenny County Council is the local authority for the county. At the 2022 census the population of the county was 103,685. The county was based on the historic Gaelic kingdom of Ossory (Osraighe), which was coterminous with the Diocese of Ossory.
Okuliar
Okuliar (feminine: Okuliarová) and Okuliár  (feminine: Okuliárová) are Slovak surnames. Notable people with the surnames include:

Emil Okuliár (born 1931), Czech cross-country skier

Oliver Okuliar (born 2000), Slovak ice hockey player

Slovak name
Slovak names consist of a given name and surname. Slovakia uses the Western name order with the given name being listed before surname. However, there is a historical tradition to reverse this order, especially in official contexts including administrative papers and legal documents, as well as on gravestones and memorials.

Most Slovaks do not have a middle name. The family name forms for males and females are distinct in Slovakia, making it possible to identify gender from the name alone. As of 2003 there were 185,288 different family names in use among 5.4 million Slovaks, or one family name for every 29 citizens. There is an estimated 90,000 lineages in Slovakia. With marriage, the bride typically adopts the bridegroom's surname. Slovak names are very similar to Czech names.
György Elekes
György Elekes (19 May 1949 – 29 September 2008) was a Hungarian mathematician and computer scientist who specialized in Combinatorial geometry and Combinatorial set theory. He may be best known for his work in the field that would eventually be called Additive Combinatorics. Particularly notable was his "ingenious" application of the Szemerédi–Trotter theorem to improve the best known lower bound for the sum-product problem. He also proved that any polynomial-time algorithm approximating the volume of convex bodies must have a multiplicative error, and the error grows exponentially on the dimension. With Micha Sharir he set up a framework which eventually led Guth and Katz to the solution of the Erdős distinct distances problem. (See below.)

Convex body
In mathematics, a convex body in -dimensional Euclidean space  is a compact convex set with non-empty interior. Some authors do not require a non-empty interior, merely that the set is non-empty.

A convex body  is called symmetric if it is centrally symmetric with respect to the origin; that is to say, a point  lies in  if and only if its antipode,  also lies in  Symmetric convex bodies are in a one-to-one correspondence with the unit balls of norms on

Some commonly known examples of convex bodies are the Euclidean ball, the hypercube and the cross-polytope.
Virngrund
The Virngrund (also called the Firngrund) is a historical landscape in the counties of Ostalbkreis and Schwäbisch Hall in the German state of Baden-Württemberg. it is forested in many places and up to 580 m above sea level (NHN).

Normalhöhennull
Normalhöhennull (German pronunciation: [nɔʁmaːlˈhøːənˌnʊl], "standard elevation zero") or NHN is a vertical datum used in Germany.

In geographical terms, NHN is the reference plane for the normal height of a topographical eminence height above mean sea level used in the 1932 German Mean Height Reference System (Deutsches Haupthöhennetz). The plane is in the shape of a quasi-geoid. The reference height is a geodetic, fixed point on the New Church of St. Alexander at Wallenhorst in the German state of Lower Saxony. The geopotential height of this point was calculated in 1986 as part of the United European Levelling Network (UELN), based on the Amsterdam Ordnance Datum.
Fireweed (periodical)
Fireweed: A Feminist Quarterly of Writing, Politics, Art & Culture, was founded in Toronto, Canada, in 1978 by the Fireweed Collective. Collective members have included Gay Allison, Lynne Fernie, Hilda Kirkwood, Liz Brady, Elizabeth Ruth, Makeda Silvera, Carolyn Smart and Rhea Tregebov. Issues of Fireweed usually focus on a theme or topic, such as "Writing" (#10), "Fear & Violence" (#14), "Women of Colour" (#16), "Canadian Women Poets" (#23), "Class" (#25 & 26), "Sex & Sexuality" (#37 & 38), and "Language" (#44/45), though there are frequent "open" issues.

The quarterly's ISSN is 0706-3857.

Rhea Tregebov
Rhea Tregebov (born 1953) is a Canadian poet, novelist and children's writer who lives in Vancouver, British Columbia. In her work as teacher and editor, she has mentored and inspired generations of Canadian poets . Her poetry is characterized by a strong poetic voice, intellectual honesty, and a compassionate engagement with the extraordinary lived experience of "ordinary" life. An early influence was Pablo Neruda: "And it was at that age … Poetry arrived/in search of me. […] there I was without a face/and it touched me". (from “Poesía”). Tregebov is also the author of two novels, Rue des Rosiers and The Knife-Sharpener’s Bell, as well as five popular children's picture books. From 2021 to 2023 she was Chair of The Writers' Union of Canada.
2017 Leicestershire County Council election
The 2017 Leicestershire County Council election took place on 4 May 2017 as part of the 2017 local elections in the United Kingdom. All councillors were elected from electoral divisions by first-past-the-post voting for a four-year term of office.

The Local Government Boundary Commission for England has undertaken a review of the county and has recommended a change to the boundaries of the electoral divisions. These changes took effect at this election. Leicestershire's 55 county councillors will represent 51 single-member electoral divisions and two two-member electoral divisions: Glenfields, Kirby Muxloe & Leicester Forests, and Oadby.

Local Government Boundary Commission for England
The Local Government Boundary Commission for England (LGBCE) is a parliamentary body established by statute to conduct boundary, electoral and structural reviews of local government areas in England. The LGBCE is independent of government and political parties, and is directly accountable to the Speaker's Committee of the House of Commons.
Political cartoon
A political cartoon, also known as an editorial cartoon, is a cartoon graphic with caricatures of public figures, expressing the artist's opinion. An artist who writes and draws such images is known as an editorial cartoonist. They typically combine artistic skill, hyperbole and satire in order to either question authority or draw attention to corruption, political violence and other social ills.

Developed in England in the latter part of the 18th century, the political cartoon was pioneered by James Gillray, although his and others in the flourishing English industry were sold as individual prints in print shops.  Founded in 1841, the British periodical Punch appropriated the term cartoon to refer to its political cartoons, which led to the term's widespread use.

John Leech (caricaturist)
John Leech (29 August 1817 – 29 October 1864) was a British caricaturist and illustrator. He was best known for his work for Punch, a humorous magazine for a broad middle-class audience, combining verbal and graphic political satire with light social comedy. Leech's critical yet humorous cartoons on the Crimean War helped shape public attitudes toward heroism, warfare, and Britons' role in the world.

Leech also enjoys fame as the first illustrator of Charles Dickens' 1843 novella A Christmas Carol. He was furthermore a pioneer in comics, creating the recurring character Mr. Briggs and some sequential illustrated gags.
Ralph Erskine Cleland
Ralph Erskine Cleland (20 October 1892 – 11 June 1971) was an American botanist. In 1947, he was the President of the Botanical Society of America. He was also a professor at the Department of Botany at Indiana University.

Cleland's most seminal field of research concerned the genetics of the plant genus Oenothera.  He discovered the structures of linked rings of meiotic chromosomes (not to be confused with ring chromosomes) that, by their interference with functions such as chromosomal crossover explained the unusual genetics and reproduction of plants in the genus Oenothera.

He was elected to the American Philosophical Society in 1932 and both the United States National Academy of Sciences and the American Academy of Arts and Sciences in 1942.

Oenothera
Oenothera is a genus of about 145 species of herbaceous flowering plants native to the Americas. It is the type genus of the family Onagraceae.  Common names include evening primrose, suncups, and sundrops. They are not closely related to the true primroses (genus Primula).
John Ryan (Irish politician)
John Joseph Ryan (17 June 1927 – 3 April 2014) was an Irish Labour Party politician from Nenagh, County Tipperary. He was an unsuccessful candidate at the 1969 general election, but was elected to Dáil Éireann at the 1973 general election as a Teachta Dála (TD) for the Tipperary North constituency. He was re-elected at each subsequent general election until he lost his seat at the 1987 general election.

He was elected to the Industrial and Commercial Panel of the 19th Seanad in 1989. At the 1992 general election he re-gained his Dáil seat in Tipperary North. He retired at the 1997 general election. He served as Leas-Cheann Comhairle (deputy chairperson) of the Dáil from 1982 to 1987. He died in 2014 at the age of 86.

Tipperary North (Dáil constituency)
Tipperary North is a parliamentary constituency represented in Dáil Éireann, the lower house of the Irish parliament or Oireachtas. The constituency elects three deputies (Teachtaí Dála, commonly known as TDs) on the system of proportional representation by means of the single transferable vote (PR-STV).
Owen Strachan
Owen Strachan (pronounced "Stran") is an American Calvinist theologian. He is provost of Grace Bible Theological Seminary in Arkansas and became the Senior Director of the Dobson Culture Center in June 2024.

Strachan studied at Bowdoin College, Southern Baptist Theological Seminary, and Trinity Evangelical Divinity School. He previously taught at Midwestern Baptist Theological Seminary and served as president of the Council on Biblical Manhood and Womanhood from 2014 to 2016.

Strachan is a critic of both wokeness and Christian nationalism. His podcast "Grace and Truth with Owen Strachan" is hosted by the Salem Podcast Network. Mark Wingfield, writing for Baptist News Global in 2022, suggested that Strachan "remains an influential person among the right-most flank of the SBC."

Bowdoin College
Bowdoin College (/ˈboʊdɪn/ ⓘ BOH-din) is a private liberal arts college in Brunswick, Maine, United States. It was chartered in 1794.

In addition to its Brunswick campus, Bowdoin owns a 118-acre (48 ha) coastal studies center on Orr's Island and a 200-acre (81 ha) scientific field station on Kent Island in the Bay of Fundy.

The college was a founding member of its athletic conference, the New England Small College Athletic Conference, and the Colby-Bates-Bowdoin Consortium, an athletic conference and inter-library exchange with Bates College and Colby College. Bowdoin has over 30 varsity teams, and the school mascot was selected as a polar bear in 1913 to honor Robert Peary, a Bowdoin alumnus who claimed to have led the first successful expedition to the North Pole.
Air Force Technical Applications Center
The Air Force Technical Applications Center (AFTAC), based at Florida's Patrick Space Force Base, is an Air Force surveillance organization assigned to the Sixteenth Air Force. Its mission is to monitor nuclear treaties of all applicable signatory countries. This is accomplished using seismic, hydroacoustic and satellite-detection systems alongside ground based and  airborne materials (radioactive debris) collection systems.

Seismology
Seismology (/saɪzˈmɒlədʒi, saɪs-/; from Ancient Greek σεισμός (seismós), meaning 'earthquake', and -λογία (-logía), meaning 'study of') is the scientific study of earthquakes (or generally, quakes) and the generation and propagation of elastic waves through planetary bodies. It also includes studies of the environmental effects of earthquakes such as tsunamis; other seismic sources such as volcanoes, plate tectonics, glaciers, rivers, oceanic microseisms, and the atmosphere; and artificial processes such as explosions.

Paleoseismology is a related field that uses geology to infer information regarding past earthquakes. A recording of Earth's motion as a function of time, created by a seismograph is called a seismogram. A seismologist is a scientist who works in basic or applied seismology.
Athletics at the 1966 British Empire and Commonwealth Games – Men's 440 yards hurdles
The men's 440 yards hurdles event at the 1966 British Empire and Commonwealth Games was held on 6 and 8 August at the Independence Park in Kingston, Jamaica. It was the last time that the imperial distance was contested at the Games later being replaced by the 400 metres hurdles.

Athletics at the 1966 British Empire and Commonwealth Games
At the 1966 British Empire and Commonwealth Games, the athletics events were held at Independence Park in Kingston, Jamaica. A total of 34 events were contested, of which 23 by male and 11 by female athletes. This was the final athletics competition at the quadrennial games to feature events measured in imperial, rather than metric units. It was also the last edition to allow four athletes from each country in a single event before that number was reduced to three. Eleven Games records were improved over the course of the competition.
Topological degree theory
In mathematics, topological degree theory is a generalization of the winding number of a curve in the complex plane. It can be used to estimate the number of solutions of an equation, and is closely connected to fixed-point theory. When one solution of an equation is easily found, degree theory can often be used to prove existence of a second, nontrivial, solution. There are different types of degree for different types of maps: e.g.  for maps between Banach spaces there is the Brouwer degree in Rn, the Leray-Schauder degree for compact mappings in normed spaces, the coincidence degree and various other types. There is also a degree for continuous maps between manifolds.

Topological degree theory has applications in complementarity problems, differential equations, differential inclusions and dynamical systems.

Fixed-point theorem
In mathematics, a fixed-point theorem is a result saying that a function F will have at least one fixed point (a point x for which F(x) = x), under some conditions on F that can be stated in general terms.
Pobórz
Pobórz [ˈpɔbuʂ] is a village in the administrative district of Gmina Oporów, within Kutno County, Łódź Voivodeship, in central Poland. It lies approximately 6 km (4 mi) north of Oporów, 14 km (9 mi) north-east of Kutno, and 58 km (36 mi) north of the regional capital Łódź.

Kutno County
Kutno County (Polish: powiat kutnowski) is a unit of territorial administration and local government (powiat) in Łódź Voivodeship, central Poland. It came into being on 1 January 1999 as a result of the Polish local government reforms passed in 1998. Its administrative seat and largest town is Kutno, which lies 51 kilometres (32 mi) north of the regional capital Łódź. The county also contains the towns of Żychlin, lying 18 km (11 mi) east of Kutno, and Krośniewice, 14 km (9 mi) west of Kutno.

The county covers an area of 886.29 square kilometres (342.2 sq mi). As of 2006, its total population was 104,124, out of which the population of Kutno was 47,557, that of Żychlin is 8,880, that of Krośniewice was 4,647, and the rural population was 43,040.
Saburo Murakami
Saburo Murakami (Japanese: 村上 三郎, Hepburn: Murakami Saburō; June 27, 1925 – January 11, 1996) was a Japanese visual and performance artist. He was a member of the Gutai Art Association and is best known for his paper-breaking performances (kami-yaburi) in which he burst through kraft paper stretched on large wooden frames. Paper-breaking is a canonical work in the history of Japanese post-war art and for the history of performance art. Murakami's work includes paintings, three-dimensional objects and installation as well as performance, and is characterized by a highly conceptual approach that transcends dualistic thinking and materializes in playful interactive forms and often thematizes time, chance and intuition.

Kraft paper
Kraft paper or kraft is paper or paperboard (cardboard) produced from chemical pulp produced in the kraft process.

Sack kraft paper (or just sack paper) is a porous kraft paper with high elasticity and high tear resistance, designed for packaging products with high demands for strength and durability.