hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
2013 State Basketball League season
The 2013 State Basketball League season was the 25th season of the State Basketball League (SBL). The regular season began on Friday 15 March and ended on Saturday 27 July. The finals began on Friday 2 August and concluded with the women's grand final on Friday 30 August and the men's grand final on Saturday 31 August.

NBL1 West Grand Final Most Valuable Player Award
The NBL1 West Grand Final Most Valuable Player is an annual NBL1 West award given to the best performing player in both the Women's Grand Final and Men's Grand Final. Known as the State Basketball League (SBL) Grand Final Most Valuable Player from 1996 (earliest known case) to 2019, the SBL was rebranded to NBL1 West in 2021.
Map of China
Map of China is a 2008 sculpture by Chinese artist Ai Weiwei.  The sculpture has been reported as resembling a park bench or tree trunk, but its cross-section is a map of China.  It is four metres long and weighs 635 kilograms. It is made from wood salvaged from Qing Dynasty temples.

Bench (furniture)
A bench is a long seat on which multiple people may sit at the same time. Benches are typically made of wood, but may also be made of metal, stone, or synthetic materials. Many benches have back rests, while others do not and can be accessed from either side. Arm rests are another common feature. In many American public areas, benches may be donated by persons or associations, as indicated by an affixed plaque, a common form of memorial to a deceased person (see memorial bench). Benches may be placed outdoors or indoors, but are more often found outdoors.
For Ever (album)
For Ever is the second studio album by British neo soul band, Jungle. The album was released on 14 September 2018 through XL Recordings. It is their final release for XL Recordings before the formation of their own label, Caiola Records, in 2021.

XL Recordings
XL Recordings is a British independent record label founded in 1989 by Tim Palmer and Nick Halkes. It has been run and co-owned by Richard Russell since 1996. It forms part of the Beggars Group.

It releases an average of six albums a year. The label releases albums worldwide and operates across a range of genres.
Skeleton Boy
"Skeleton Boy" is the third single by Friendly Fires taken from the band's self-titled debut album Friendly Fires. It was released on 
2 March 2009 in the UK and 1 March 2009 in the United States. This version of the song was produced by Paul Epworth and was used in the promotional video for the song.  This version is different from the version on the album that was produced by singer Ed Macfarlane, in that it is 30 seconds longer than the original version and features an extended instrumental bridge.

The song is featured on the soundtrack of NHL 2K10 and NBA 2K12. The song reappeared in NBA 2K16.

Ed Macfarlane
Edward David MacFarlane (born 15 May 1984) is an English singer, songwriter, musician, record producer and the lead vocalist of the English electronic music band Friendly Fires. He is often called by the nickname "Ed Mac" to avoid confusion with his bandmate and guitarist Edd Gibson. He has written, co-written, produced or co-produced all of the Friendly Fires' songs.
Jacqueline Jensen-Vallin
Jacqueline Ann Jensen-Vallin is an American mathematician. She is a chair and professor of mathematics at Lamar University, former editor-in-chief of MAA FOCUS, the newsletter of the Mathematical Association of America (MAA), and a former governor of the Texas Section of the MAA. Her research interests include combinatorial group theory, low-dimensional topology, and knot theory; she is also known for her work in mathematics education and the history of women in mathematics.

Low-dimensional topology
In mathematics, low-dimensional topology is the branch of topology that studies manifolds, or more generally topological spaces, of four or fewer dimensions. Representative topics are the theory of 3-manifolds and 4-manifolds, knot theory, and braid groups. This can be regarded as a part of geometric topology. It may also be used to refer to the study of topological spaces of dimension 1, though this is more typically considered part of continuum theory.
Alyona Kolesnik
Alyona Kolesnik (born 29 January 1995) is a Ukrainian-Azerbaijani freestyle wrestler. She is a four-time medalist, including gold, at the European Wrestling Championships. She is also a two-time silver medalist at the Islamic Solidarity Games. She won bronze in her event at the 2019 European Games.

Islamic Solidarity Games
The Islamic Solidarity Games (Arabic: ألعاب التضامن الإسلامي, romanized: Alʿāb at-Taḍāmun al-Islāmī) is a multinational, multi-sport event that has been held since 2005. Managed jointly by the Organisation of Islamic Cooperation (OIC) and Islamic Solidarity Sports Association (ISSA), the Games involve elite athletes from the OIC members competing in a variety of sports. The most recent edition (2025) took place in Riyadh, Saudi Arabia.
Taking the Heat
Taking the Heat is a 1993 American romantic thriller film that premiered on Showtime. Directed by Tom Mankiewicz and written by Dan Gordon from a story by Gary Hoffman, the film followed a female cop and a murder witness as they try to avoid the mob en route to a high profile trial in New York City. The cast included Tony Goldwyn and Lynn Whitfield as the leads and George Segal, Will Patton, Peter Boyle, Joe Grifasi, Alan Arkin, and Greg Germann in supporting roles.

Dan Gordon (screenwriter)
Dan Gordon (Hebrew: דן גורדון; born (1947-05-05)May 5, 1947) is an Israeli-American writer, producer and director.

As a screenwriter, he has written films including Wyatt Earp, Passenger 57, Murder in the First, and The Hurricane, and developed the story for Rambo: Last Blood. He has been the producer, screenwriter and story editor for over 200 hours of television, including Highway to Heaven, Highlander, and Soldier of Fortune, Inc. He has also written stage adaptations of Terms of Endearment and Rain Man, and novels based on his screenplays as well as his own experiences fighting in the Gaza War.
Antarctic krill
Antarctic krill (Euphausia superba) is a species of krill found in the Antarctic waters of the Southern Ocean. It is a small, swimming crustacean that lives in large schools, called swarms, sometimes reaching densities of 10,000–30,000 animals per cubic metre. It feeds directly on minute phytoplankton, thereby using the primary production energy that phytoplankton originally derive from the sun in order to sustain its pelagic life cycle. It grows to a length of 6 centimetres (2.4 in), weighs up to 2 grams (0.071 oz), and can live for up to six years. A key species in the Antarctic ecosystem and in terms of biomass, E. superba is one of the most abundant animal species on the planet, with a cumulative biomass of approximately 500 million metric tons (550 million short tons; 490 million long tons).

Australian Antarctic Division
The Australian Antarctic Division (AAD) is a division of the Department of Climate Change, Energy, the Environment & Water. The division undertakes science programs and research projects to contribute to an understanding of Antarctica and the Southern Ocean. It conducts and supports collaborative research programs with other Australian and international organisations, such as the Bureau of Meteorology and Geoscience Australia, as well as administering and maintaining a presence in Australian Antarctic and sub-Antarctic territories.

Their website includes articles on the Antarctic wildlife, threats, guidelines and they have blogs written by Australians at the three Australian bases in Antarctica: Mawson, Davis and Casey.
Shuhan-e Olya, Kermanshah
Shuhan-e Olya (Persian: شوهان عليا, also Romanized as Shūhān-e ‘Olyā and Showhān-e ‘Olyā) is a village in Homeyl Rural District, Homeyl District, Eslamabad-e Gharb County, Kermanshah Province, Iran. At the 2006 census, its population was 35, in 8 families.

Eslamabad-e Gharb County
Eslamabad-e Gharb County (Persian: شهرستان اسلام‌آباد غرب) or Shahabad- Ghrb County (Persian: شهرستان شاه‌آباد غرب) is in Kermanshah Province, Iran, part of what is unofficially referred to as Iranian Kurdistan. Its capital is the city of Eslamabad-e Gharb.
17th Delaware General Assembly
The 17th Delaware General Assembly was a meeting of the legislative branch of the state government, consisting of the Delaware Senate and the Delaware House of Representatives. Elections were held the first Tuesday of October and terms began on the first Tuesday in January. It met in Dover, convening January 1, 1793, two weeks before the beginning of the first year of the administration of Governor Joshua Clayton. This was the first application of the Delaware 1792 Constitution.

The apportionment of seats was permanently assigned to three senators and seven representatives for each of the three counties. Population of the county did not effect the number of delegates. Both chambers had a Federalist majority.

Joshua Clayton
Dr. Joshua Clayton (July 20, 1744 – August 11, 1798) was an American physician and politician from Mount Pleasant in Pencader Hundred, New Castle County, Delaware. He was an officer of the Continental Army in the American Revolution, and a member of the Federalist Party, who served in the Delaware General Assembly, as Governor of Delaware and as U.S. Senator from Delaware.
Dissociation number
In the mathematical discipline of graph theory, a subset of vertices in a graph G 
is called dissociation  if it induces a subgraph with maximum degree 1. The number of vertices in a maximum cardinality dissociation set in G is called the dissociation number of G, denoted by diss(G). The problem of computing diss(G) (dissociation number problem) was firstly studied by Yannakakis. The problem is NP-hard even in the class of bipartite and planar graphs.

An algorithm for computing a 4/3-approximation of the dissociation number in bipartite graphs was published in 2022.

The dissociation number is a special case of the more general Maximum k-dependent Set Problem for . The problem asks for the size of a largest subset  of the vertices of a graph , so that the induced subgraph  has maximum degree .

NP-hardness
In computational complexity theory, a computational problem H is called NP-hard if, for  every problem L which can be solved in non-deterministic polynomial-time, there is a polynomial-time reduction from L to H. That is, assuming a solution for H takes 1 unit time, H's solution can be used to solve L in polynomial time. As a consequence, finding a polynomial time algorithm to solve a single NP-hard problem would give polynomial time algorithms for all the problems in the complexity class NP. As it is suspected, but unproven, that P≠NP, it is unlikely that any polynomial-time algorithms for NP-hard problems exist.

A simple example of an NP-hard problem is the subset sum problem.

Informally, if H is NP-hard, then it is at least as difficult to solve as the problems in NP. However, the opposite direction is not true: some problems are undecidable, and therefore even more difficult to solve than all problems in NP, but they are provably not NP-hard (unless P=NP).
Pouring
Pouring is the act of tilting an open container which has liquid or bulk flowable solid inside of it, to cause the contents to flow out of the container under the influence of gravity. This may be done to move the contents to another container (such as pouring a shared drink from a bottle into individual cups), to coat a surface with the contents (as in pouring a syrup onto solid food, or the artistic technique of paint pouring), or simply to empty the original container.

Drink
A drink or beverage is a liquid intended for human consumption. In addition to their basic function of satisfying thirst, drinks play important roles in human culture. Common types of drinks include plain drinking water, milk, juice, smoothies and soft drinks. Traditionally warm beverages encompass coffee, tea, and hot chocolate. Caffeinated drinks that contain the stimulant caffeine, have been consumed for centuries.

In addition, alcoholic drinks such as wine, beer, and liquor, which contain the psychoactive substance ethanol, have been part of human culture for more than 8,000 years. Non-alcoholic drinks typically refer to beverages that are traditionally alcoholic—such as beer, wine, or cocktails—but are produced with a very low alcohol by volume content. This category includes beverages that have undergone processes to remove or significantly reduce alcohol, such as non-alcoholic beers and de-alcoholized wines.
EuroBasket Women 1980
The 1980 European Women Basketball Championship, commonly called EuroBasket Women 1980, was the 17th regional championship held by FIBA Europe. The competition was held in Yugoslavia and took place from 19 September to 28 September 1980. Soviet Union won the gold medal while won Poland the silver medal and Yugoslavia won the bronze medal.

Yugoslavia women's national basketball team
The Yugoslavia women's national basketball team (Serbo-Croatian: Ženska košarkaška reprezentacija Jugoslavije / Женска кошаркашка репрезентација Југославије) was the women's basketball side that represented the Kingdom of Yugoslavia and Socialist Federal Republic of Yugoslavia from 1943 until 1992 in international competition, and were controlled by the Basketball Federation of Yugoslavia (KSJ).

The team's first major tournament appearance was at the 1954 European Championship, hosted by Yugoslavia, in which it finished fourth. The team's biggest success in the following decades were a bronze medal at the 1980 Summer Olympics in Moscow, and a silver medal at the 1988 Seoul Olympics.

The team disappeared during the breakup of Yugoslavia in the early 1990s, and its last major tournament appearance was at the 1991 European Championship in Israel, where they finished as runners-up losing to the Soviet Union in the final.
Dabenarti
Dabenarti is an island in Sudan, situated in the middle of the Nile near the Second Cataract. It is close to Mirgissa, 900 metres (3,000 ft) from its east wall, and about 5 kilometres (3.1 mi) south of the Buhen fortress. A fortress on the island was attributed to the Egyptian Nubian period. Construction began during the reign of Senusret I, around 1900 BC, and was completed under Senusret III. Landing at the island fort, measuring 60 by 230 metres (200 ft × 750 ft) in size, was difficult, and it was never completed. With the collapse of Egyptian power at the end of the Middle Kingdom, Dabenarti was abandoned around 1700 BC. It was examined in 1916 by Somers Clarke.

Somers Clarke
George Somers Clarke (1841 – 31 August 1926) was an architect and English Egyptologist who worked on the restoration and design of churches and at a number of sites throughout Egypt, notably in El Kab, where he built a house. He was born in Brighton.

As an architect he entered the offices of Sir Gilbert Scott and later worked in partnership with John Micklethwaite from offices at 15 Dean's Yard, Westminster, London. He was Surveyor of the Fabric of St Paul's Cathedral from 1897 to 1906.

After his retirement Clarke continued to live in Egypt and died in Mahamid in August 1926.
Melvyn Douglas
Melvyn Douglas (born Melvyn Edouard Hesselberg, April 5, 1901 – August 4, 1981) was an American actor, whose stage and screen careers spanned from the late 1920s until the early 1980s. He was one of 24 performers to win the Triple Crown of Acting - winning two Academy Awards (both in the Best Supporting Actor category), a Primetime Emmy Award, and a Tony Award.

He came to prominence in 1929 as a suave leading man, perhaps best typified by his performance in the romantic comedy Ninotchka (1939) with Greta Garbo, and appeared in many films during the Golden Age of Hollywood. Douglas later played mature and fatherly characters, as in his Oscar-winning performances in Hud (1963) and Being There (1979) and his Oscar–nominated performance in I Never Sang for My Father (1970). He won a Tony Award for Best Actor in a Play for Gore Vidal's play The Best Man (1960).

Classical Hollywood cinema
In film criticism, classical Hollywood cinema is both a narrative and visual style of filmmaking that first developed in the 1910s to 1920s during the later years of the silent film era. It then became characteristic of United States cinema during the Golden Age of Hollywood from 1927, with the advent of sound film, until the 1960s and the arrival of New Hollywood productions such as Bonnie and Clyde and The Graduate. During the intervening forty years, it was the most powerful and pervasive style of filmmaking worldwide.

Similar or associated terms include classical Hollywood narrative, Old Hollywood, and classical continuity. The period is also referred to as the studio era, which may also include films of the late silent era but ended before the 1970s with the studios’ loss of both their own movie theaters and the creative talent they had held under contract.
Lomena
The Lomena is a river in Lithuania, constituting a left tributary of the Neris.  It starts in Vladikiškės, Kaišiadorys District Municipality and ends in Tartokas, Jonava District Municipality, Lithuania.

The 32-km long Lomena passes through  Stasiūnai, Gudiena, Kaišiadorys, Palomenė, Bagdoniškės, Lomeniai, Tartokas settlements. The river's lower course is protected by the Lomena Landscape Sanctuary.

The hydronym Lomena derives from Lithuanian word loma ('trough, depression, valley') although its older attested form, written in Polish as Łowmiana could suggest that it may derive from the word laumė ('a mythical being').

Stasiūnai, Kėdainiai
Stasiūnai is a village in Kėdainiai district municipality, in Kaunas County, in central Lithuania. It is located by the Smilgaitis river and Keleriškiai pond, nearby Josvainiai forest. According to the 2011 census, the village has a population of 19 people. There is a "Ąžuolotas" forestry in the village.
C-C chemokine receptor type 6
Chemokine receptor 6 also known as CCR6 is a  CC chemokine receptor protein which in humans is encoded by the CCR6 gene.  CCR6 has also recently been designated CD196 (cluster of differentiation 196). The gene is located on the long arm of Chromosome 6 (6q27) on the Watson (plus) strand. It is 139,737 bases long and encodes a protein of 374 amino acids (molecular weight 42,494 Da).

Helper T cell
The T helper cells (Th cells), also known as CD4+ cells or CD4-positive cells, are a type of T cell that play an important role in the adaptive immune system. They aid the activity of other immune cells by releasing cytokines. They are considered essential in B cell antibody class switching, breaking cross-tolerance in dendritic cells, in the activation and growth of cytotoxic T cells, and in maximizing bactericidal activity of phagocytes such as macrophages and neutrophils. CD4+ cells are mature Th cells that express the surface protein CD4. Genetic variation in regulatory elements expressed by CD4+ cells determines susceptibility to a broad class of autoimmune diseases.
Emotional (Jeffrey Osborne album)
Emotional is the fourth album by American singer Jeffrey Osborne. It was released by A&M Records on May 27, 1986. Produced by Osborne, Rod Temperton, Richard Perry, T. C. Campbell, Michael Masser, and George Duke, Emotional reached number five on the US Billboard R&B Albums chart and number 27 on the Billboard 200. It spawned one of Osborne's biggest pop hits, "You Should Be Mine (The Woo Woo Song)" which peaked at number 13 on the US Billboard Hot 100. Other tracks that charted include "In Your Eyes", "Soweto", and "Room with a View."

Jeffrey Osborne
Jeffrey Linton Osborne (born March 9, 1948) is an American singer-songwriter, musician and lyricist. He is the former drummer and lead singer of the American R&B/soul group L.T.D., with whom he began his musical career in 1970. In 2024, Osborne was inducted into the Rhythm and Blues Music Hall of Fame.
2022 WNBL Finals
The 2022 WNBL Finals was the postseason tournament of the WNBL's 2021–22 season. The Southside Flyers were the defending champions, however they failed to qualify for the finals series. The WNBL Finals schedule was announced 10 March 2022. The Melbourne Boomers won their second championship, defeating Perth in the Grand Final series, 2–1.

Geelong Venom
The Geelong Venom are an Australian professional basketball team based in Geelong, Victoria. The Venom compete in the Women's National Basketball League (WNBL) and play their home games at Geelong Arena.

Beginning as the Bulleen Boomers in 1984, the team underwent a name change in 2013 to Melbourne Boomers. In 2024, the Boomers' WNBL licence was transferred to Geelong United Basketball. In 2025, the team underwent a rebrand from Geelong United to Geelong Venom.
Anil's Ghost
Anil's Ghost is the fourth novel by Michael Ondaatje. It was first published in 2000 by McClelland and Stewart.

Anil's Ghost follows the life of Anil Tissera, a native Sri Lankan who left to study in Britain and then the United States on a scholarship, during which time she has become a forensic pathologist. She returns to Sri Lanka in the midst of its merciless civil war as part of a human rights investigation by the United Nations. Anil, along with archaeologist Sarath Diyasena, discovers the skeleton of a recently murdered man in an ancient burial ground which is also a government-protected zone. Believing the murder to be politically motivated, Anil and Sarath set out to identify the skeleton, nicknamed Sailor, and bring about justice for the nameless victims of the war.

Forensic pathology
Forensic pathology is pathology that focuses on determining the cause of death by examining a corpse. A post mortem examination is performed by a medical examiner or forensic pathologist, usually during the investigation of criminal law cases and civil law cases in some jurisdictions. Coroners and medical examiners are also frequently asked to confirm the identity of remains.
Hermann und Thusnelda
"Hermann und Thusnelda" is a poem written in 1752 by Friedrich Gottlieb Klopstock exalting the Cheruscan chieftain Arminius, whom Johannes Turmair and Martin Luther named Hermann in the 16th century, and his wife Thusnelda. The poem was set to music by Franz Schubert in 1815 (D 322).

Johannes Aventinus
Johann Georg Turmair (or Thurmayr) (4 July 1477 – 9 January 1534), known by the pen name Johannes Aventinus (Latin for "John of Abensberg") or Aventin, was a Bavarian Renaissance humanist historian and philologist. He authored the 1523 Annals of Bavaria, a valuable record of the early history of Germany.