hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Parachela (tardigrade)
Parachela is an order of tardigrades in the class Eutardigrada. Members of this order have existed for at least 72 million years, up to the present. The oldest known species are Beorn leggi and Aerobius dactylus.

Beorn (tardigrade)
Beorn is an extinct genus of tardigrade and the first known fossil tardigrade, discocered in Late Cretaceous amber from Manitoba, Canada. The genus contains a single species, B. leggi, and it was originally classified as the only member of its family, the Beornidae, but was later reclassified as belonging to the Hypsibiidae.

It is one of three fossil tardigrades known from the Cretaceous, the others being Milnesium swolenskyi from the Turonian New Jersey amber and Aerobius from the same amber piece as Beorn. The only other confidently known fossil tardigrade is the Miocene Paradoryphoribius from the Dominican Republic.

In addition to some other finds from the Cretaceous and the Cambrian period, Beorn is an example of the early existence of tardigrades in earth's history, and its largely modern appearance suggests that tardigrades must have diversified considerably before this time.
A-group
In mathematics, in the area of abstract algebra known as group theory, an A-group is a type of group that is similar to abelian groups.  The groups were first studied in the 1940s by Philip Hall, and are still studied today.  A great deal is known about their structure.

Abelian group
In mathematics, an abelian group, also called a commutative group, is a group in which the result of applying the group operation to two group elements does not depend on the order in which they are written. That is, the group operation is commutative. With addition as an operation, the integers and the real numbers form abelian groups, and the concept of an abelian group may be viewed as a generalization of these examples. Abelian groups are named after the Norwegian mathematician Niels Henrik Abel.

The concept of an abelian group underlies many fundamental algebraic structures, such as fields, rings, vector spaces, and algebras. The theory of abelian groups is generally simpler than that of their non-abelian counterparts, and finite abelian groups are very well understood and fully classified.
BRIGA
Briga (Fight or Struggle in Galician language) is a Galician independentist political organization formed by young people in 2004 as a split of the Assembleia da Mocidade Independentista. It is the youth wing of the political party Nós–Unidade Popular and defines itself as a socialist, anti-patriarcal, ecologist, anti-authoritarian, anti-imperialist and internationalist organization. It also defends social monolingualism and linguistic reintegrationism in Galiza. Briga has AGIR as its reference in student unionism.

Nós–Unidade Popular
Nós–Unidade Popular (We–People's Unity) was a Galician left-wing Galician independentist political party. It was formed by the merger of Assembleia da Mocidade Independentista, Primeira Linha and other organizations. Nós–UP never gained any institutional representation. The party announced its self-dissolution in June 2015.
Koihime Musō
Koihime Musō: Doki Otome Darake no Sangokushi Engi (恋姫†無双 ～ドキッ☆乙女だらけの三国志演義～; lit. "Love Princess†Unmatched: Throb Romance of Three Kingdoms Filled with Girls") is a series of Japanese adult visual novels and strategy video games primarily developed and published by BaseSon for the Windows and is based on the classic 14th century Chinese novel Romance of the Three Kingdoms by Luo Guanzhong. The first game was developed by BaseSon, and was first released on January 26, 2007, for Windows as two DVD-ROMs, followed by a re-release on April 11, 2008, containing an extra CD-ROM.

Koihime Musō: Doki Otome Darake no Sangokushi Engi has made several transitions to other media. A manga adaptation by Japanese illustrator Yayoi Hizuki was first serialized in the Japanese magazine Dengeki G's Festival! Comic on April 26, 2008. An anime adaptation produced by Doga Kobo began broadcasting on July 8, 2008, and has since released two additional seasons.

Eroge
An eroge (エロゲー, erogē, pronounced [eɾoɡe(ː)]), also called an H-game (エッチゲーム, ecchi game), is a Japanese genre of erotic video game. The term encompasses a wide variety of Japanese games containing erotic content across multiple genres. The first eroge were created in the 1980s, and many well-known companies in the Japanese gaming industry originally produced and distributed them. Some eroge are primarily focused on erotic content, while others, such as Key's Kanon, only contain occasional scenes in an otherwise non-erotic work. Games in the latter category are often re-released with sexual content removed for general audiences. Throughout its history, the genre has faced controversy for its use of explicit sexual content, and as a result has been banned from several console platforms.
Meet the Browns (TV series)
Meet the Browns is an American sitcom created and produced by Tyler Perry. The initial story revolves around Mr. Brown running a nursing home in Decatur, Georgia with his daughter Cora Simmons. However, as the show progresses, this idea is gradually phased out and it becomes a typical family sitcom about a multigenerational clan living under one roof. The show premiered on Wednesday, January 7, 2009, and finished its run on November 18, 2011 on TBS.

It is an adaptation of Perry’s play and film of the same name. The show stars David Mann and Tamela Mann, who starred in the stage play and motion picture. It is also a spin-off of Tyler Perry's House of Payne.

Tyler Perry's House of Payne
Tyler Perry's House of Payne, also known as simply House of Payne, is an American sitcom television series created and produced by Tyler Perry that premiered in syndication on June 21, 2006.

The series revolves around a multi-generational family living under one roof in Atlanta led by patriarch Curtis Payne and his wife Ella. While primarily a comedy, with elements of slapstick, House of Payne was known for featuring dark themes and subject matter, such as substance abuse and addiction.

Reaching 254 episodes upon the conclusion of its sixth season, House of Payne has aired more episodes than any other television series with a predominantly African American cast, surpassing The Jeffersons with 253 episodes, Family Matters with 215 episodes, and The Cosby Show with 202 episodes.
Lack-of-fit sum of squares
In statistics, a sum of squares due to lack of fit, or more tersely a lack-of-fit sum of squares, is one of the components of a partition of the sum of squares of residuals in an analysis of variance, used in the numerator in an F-test of the null hypothesis that says that a proposed model fits well. The other component is the pure-error sum of squares.

The pure-error sum of squares is the sum of squared deviations of each value of the dependent variable from the average value over all observations sharing its independent variable value(s). These are errors that could never be avoided by any predictive equation that assigned a predicted value for the dependent variable as a function of the value(s) of the independent variable(s). The remainder of the residual sum of squares is attributed to lack of fit of the model since it would be mathematically possible to eliminate these errors entirely.

Dependent and independent variables
A variable is considered dependent if it depends on (or is hypothesized to depend on) an independent variable. Dependent variables are the outcome of the  test they depend, by some law or rule (e.g., by a mathematical function), on. Independent variables, on the other hand, are not seen as depending on any other variable in the scope of the experiment in question. Rather, they are controlled by the experimenter.
Clayton Wagons
Clayton Wagons Ltd. of Lincoln were formed as a subsidiary company of Clayton & Shuttleworth in 1920. The company occupied the Abbey Works, Titanic Works and Clayton Forge. The company produced drop forgings, Steam Wagons, Electric Vehicles, Railway Carriages and Rolling stock. The main company, Clayton Shuttleworth, which was producing agricultural machinery, continued to operate from the Stamp End Works.  Both companies found it very difficult to adapt to the post war economic situation and by 1923 Clayton and Shuttleworth's Eastern European trade had shrunk to 6% of its pre-War level. The firms struggled during the Great Depression and ceased trading on 18 February 1930. The Clayton Wagons premises came to be occupied by Clayton-Dewandre Ltd. and Smith-Clayton Forge Ltd.

Clayton & Shuttleworth
Clayton & Shuttleworth was an engineering company located at Stamp End Works, Lincoln, Lincolnshire, England. The company was established in 1842 when Nathaniel Clayton (1811–1890) formed a partnership with his brother-in-law, Joseph Shuttleworth (1819–83).
Yimbulunga foordi
Yimbulunga foordi is the type species of the genus Yimbulunga. It is a species of jumping spider species that lives in South Africa. The male was described in 2014 by Wanda Wesołowska, Galina Azarkina and Anthony Russell-Smith. The female has not been identified. The spider is very small, with a carapace that is 1.8 mm (0.071 in) long and an abdomen 1.4 mm (0.055 in) long. Both the carapace and abdomen are rounded, which is reflected in the genus name, the Zulu word for spherical. The pedipalps are brown with a small lobe on the palpal bulb and a thin embolus that coils all the way round. The shape of the embolus and the overall stout shape of the spider differentiate the species.

Jumping spider
Jumping spiders are spiders in the family Salticidae, with almost 700 genera and around 7,000 described species, making it the largest family of spiders – comprising 13% of spider species. Jumping spiders have some of the best vision among arthropods — being capable of stereoptic color vision — and use sight in courtship, hunting, and navigation.

Although they normally move unobtrusively and fairly slowly, most species are capable of very agile jumps, notably when hunting, but sometimes in response to sudden threats or crossing long gaps. Both their book lungs and tracheal system are well-developed, and they use both systems (bimodal breathing). Jumping spiders are generally recognized by their eye pattern. All jumping spiders have four pairs of eyes, with the anterior median pair (the two front middle eyes) being particularly large.
Xplorair
The Xplorair is a project of compact VTOL aircraft without rotating airfoil from aerospace engineer Michel Aguilar, funded by the French Armed Forces procurement agency DGA and supported by various European aeronautics firms such as Dassault Systèmes, EADS Innovation Works, MBDA, Altran Technologies, Sogeti, Turbomeca, COMAT Aerospace and the Institut Pprime. Announced in 2007, the project aimed to develop a UAV prototype scheduled for flight in 2017, followed by a single-seater personal air vehicle (PAV) whose commercialization could occur the decade after.

The Xplorair is intended to be flown in the future above cities by anyone with a ground vehicle driver's license (thanks to a fully automated, SATS-like flight mode), but it has no wheels and does not function as a roadable aircraft.

Personal air vehicle
A personal air vehicle (PAV) is a proposed class of passenger aircraft providing on-demand air transport.

The emergence of this alternative to traditional ground transport methods has been enabled by unmanned aerial vehicle technologies and electric propulsion.
Barriers include aviation safety, airworthiness, operating costs, usability, airspace integration, aircraft noise and emissions, tackled first by small UAS certification then experience.
Tupaiidae
Tupaiidae is one of two families of treeshrews, the other family being Ptilocercidae. The family contains three living genera and 19 living species. The family name derives from tupai, the Malay word for treeshrew and also for squirrel which tupaiids superficially resemble. The former genus Urogale was disbanded in 2011 when the Mindanao treeshrew was moved to Tupaia based on a molecular phylogeny.

Unlike shrews, they possess a fairly large brain for their size. While some research has found treeshrews as the closest living relative to primates, most molecular studies currently find the flying lemurs (colugos) as the sister group to primates despite their gliding specializations.

Mindanao treeshrew
The Mindanao treeshrew (Tupaia everetti), also called the Philippine tree shrew, is a species of treeshrew endemic to the Mindanao region in the Philippines. It was formerly considered the only member of the genus Urogale, but that genus was merged into Tupaia when the species was found to nest within the latter genus in a molecular phylogeny. The scientific name commemorates British colonial administrator and zoological collector Alfred Hart Everett.
Fruit tree
A fruit tree is a tree which bears fruit that is consumed or used by animals and humans. All trees that are flowering plants produce fruit, which are the ripened ovaries of flowers containing one or more seeds. In horticultural usage, the term "fruit tree" is limited to those that provide fruit for human food. Types of fruits are described and defined elsewhere (see Fruit), but would include "fruit" in a culinary sense, as well as some nut-bearing trees, such as walnuts.

The scientific study and the cultivation of fruits is called pomology, which divides fruits into groups based on plant morphology and anatomy. Some of those groups are pome fruits, which include apples and pears, and stone fruits, which include peaches/nectarines, almonds, apricots, plums and cherries.

Walnut
A walnut is the edible seed of any tree of the genus Juglans (family Juglandaceae), particularly the Persian or English walnut, Juglans regia. They are accessory fruit because the outer covering of the fruit is technically an involucre and thus not morphologically part of the carpel; this means it cannot be a drupe but is instead a drupe-like nut.

After full ripening, the shell is discarded, and the kernel is eaten. Nuts of the eastern black walnut (Juglans nigra) and butternuts (Juglans cinerea) are less commonly consumed.
Dwe (Cyrillic)
Dwe (Ꚁ ꚁ; italics: Ꚁ ꚁ) is a letter of the Cyrillic script. It has a protruding vertical stroke (upturn), as with the Cyrillic Ghe with upturn (Ґ ґ Ґ ґ), in the upper left corner of the Cyrillic De (Д д Д д).

De (Cyrillic)
De (Д д; italics: Д д or Д д; italics: Д д) is a letter of the Cyrillic script. It commonly represents the voiced dental stop /d̪/, like the pronunciation of ⟨d⟩ in  "door", except closer to the teeth. De is usually Romanized using the Latin letter D.
O'Donnell-Luria–Rodan syndrome
O'Donnell-Luria–Rodan syndrome is an ultra-rare genetic disorder caused by pathogenic variants of the KMT2E gene. The clinical features generally include developmental delay, intellectual disability, decreased muscle tone, sleep disturbances, syndromic autism and seizures. The syndrome occurs due to insufficient levels of an enzyme involved in neuronal gene expression and cell cycle regulation. The condition can occur spontaneously (de novo) or be inherited in an autosomal dominant manner.

Several genetic diseases share symptoms with O'Donnell-Luria–Rodan syndrome. The disease is diagnosed using genetic and genomic testing in suspected individuals with characteristic presentation. Approach to management is supportive—aimed at improving quality of life—and consists of early interventions, special education and anti-seizure medications. It was first delineated in 2019 and around 120 individuals have been diagnosed with the condition as of 2025.

Syndromic autism
Syndromic autism (or syndromic autism spectrum disorder) denotes cases of autism that are associated with a broader medical condition, generally a syndrome. Cases without such association, which account for the majority of total autism cases, are known as non-syndromic autism (or non-syndromic autism spectrum disorder).

Studying the differences and similarities (e.g., common pathways) between syndromic and non-syndromic cases can provide insights about the pathophysiology of autism and pave the way to new autism therapies.

Syndromic autism represents about 25% of the total ASD cases. In most cases, its etiology is known. Monogenic disorders are one of the causes of syndromic autism, which in this case are also known as monogenic autism spectrum disorders. They account for about 5% of the total ASD cases. SCN2A is the leading monogenic cause of autism.
Under-19 Women's T20 Asia Cup
The Under-19 Women's T20 Asia Cup is a cricket tournament organised by the Asian Cricket Council. It is held between under-19 teams from its member nations. The first edition was held in 2024 in Malaysia. India are the defending champions.

Asian Cricket Council
The Asian Cricket Council (ACC) is the sport governing body of cricket in most countries and territories in Asia. The ACC was established in 1983, to promote and develop the sport of Cricket in Asia. Subordinate to the International Cricket Council, the council is the continent's regional administrative body, and currently consists of 30 member associations. Mohsin Naqvi is the current president of Asian Cricket Council.
Rho Cancri
The Bayer designation ρ Cancri (Rho Cancri) is shared by two stars in the constellation Cancer:

55 Cancri, or Rho1 Cancri (ρ1 Cnc)

58 Cancri, or Rho2 Cancri (ρ2 Cnc)

In Johann Bode’s Uranographia, the designation Rho Cancri is applied to five different stars:

ρ1 Cancri is 53 Cancri

ρ2 Cancri is 55 Cancri

ρ3 Cancri is 58 Cancri

ρ4 Cancri is 67 Cancri

ρ5 Cancri is 70 Cancri

Bode’s superscripted letters are now rarely used though, so the designations have been reverted to the original 2 stars.

55 Cancri
55 Cancri is a binary star system located 41 light-years away from the Sun in the zodiac constellation of Cancer. It has the Bayer designation Rho1 Cancri (ρ1 Cancri); 55 Cancri is the Flamsteed designation (abbreviated 55 Cnc). The system consists of a K-type star (designated 55 Cancri A, also named Copernicus /koʊˈpɜːrnɪkəs/) and a smaller red dwarf (55 Cancri B).

As of 2025, four extrasolar planets, designated 55 Cancri Ab, Ac, Ae and Af,  named Galileo, Brahe, Janssen, and Harriot, respectively, and two planet candidates 55 Cancri Ad (named Lipperhey) and 55 Cancri Ag are known to orbit 55 Cancri A; alongside two extrasolar planets, designated Bb and Bc, which are known to orbit 55 Cancri B.
Liaqat Hayat Khan
Khan Bahadur Nawab Sir Liaqat Hayat Khan KCIE OBE  (also sometimes 'Liaquat Hayat Khan'), (1887 – 1948) was an Indian official who served for most of his career as a minister and later Prime Minister of Patiala State, in British India. After the partition of 1947, he became the ambassador of Pakistan to France until 1948.

Patiala State
Patiala State was a Punjabi kingdom, and later, a princely state within the British Raj, and one of the Phulkian States, that acceded to the Union of India upon Indian independence and partition in 1947. The state was founded by Ala Singh in 1762. Patiala State was the largest and most important princely state in the Punjab Province. The state's ruler, the Maharaja of Patiala, was entitled to a 17-gun salute and held precedence over all other princes in the Punjab Province during the British Raj. The state was ruled by Jat Sikhs of the Sidhu clan.

The kingdom's imperial troops also fought in World War I and World War II on behalf of the British Indian Empire.
Kamulu
Kamulu is a neighbourhood in Nairobi City County located to the North East of the Nairobi Central Business District (CBD). It borders Joska (Matungulu) in Machakos County to the east, Mwalimu Farm Ruiru to the north, Njiru to the west, and Mihang'o to the south west. Kamulu belongs to the Ruai ward of  Kasarani constituency of Nairobi County.

Nairobi City County
Nairobi City County is one of the 47 Counties of Kenya and serves as the capital of Kenya. It is the most populous county as of the 2019 census with a population of 4,397,073, yet among the smallest in area at 696.1 km². Despite its small size, Nairobi County contributes approximately 27.5% of Kenya's Gross Domestic Product, making it the economic powerhouse of the nation.

The county was established on 4 March 2013 under Kenya's new constitution, replacing the former Nairobi Province administrative unit. It comprises 17 constituencies and 85 electoral wards, with 11 gazetted sub-counties for administrative purposes.
Tulsa–Wichita State men's basketball rivalry
The Tulsa–Wichita State men's basketball rivalry is an American college basketball rivalry between the Tulsa Golden Hurricane men's basketball team of the  University of Tulsa and the Wichita State Shockers men's basketball team of Wichita State University. Wichita State leads the all-time series 78–67.

Tulsa Golden Hurricane men's basketball
The Tulsa Golden Hurricane men's basketball team represents the University of Tulsa in Tulsa, in the U.S. state of Oklahoma. The team participates in the American Athletic Conference. The Golden Hurricane are led by head coach Eric Konkol, hired from Louisiana Tech on March 21, 2022, to replace Frank Haith who had resigned.

The team has long been successful, especially since the hiring of Nolan Richardson in 1980.  Many big-name coaches previously worked at Tulsa, like University of Kansas coach Bill Self and Minnesota coach Tubby Smith. The Hurricane have been to the NCAA tournament 14 times in their history. In addition, they have won two National Invitation Tournaments, in 1981 and 2001, and one CBI tournament. In 2005, Street & Smith's named the University of Tulsa as the 59th best college basketball program of all time.
Jus inter gentes
Jus inter gentes, is the body of treaties, U.N. conventions, and other international agreements.  Originally a Roman law concept, it later became a major part of public international law. The other major part is jus gentium,  the Law of Nations. Jus inter gentes, literally, means "law between the peoples".

This is not the same as jus gentium, argues Francisco Martin and his co-authors in "International Human Rights and Humanitarian Law" (2006), because jus inter gentes includes internationally recognized human rights.

Jus gentium
In Roman law and legal traditions influenced by it, ius gentium or jus gentium (Latin for "law of nations" or "law of peoples") is the law that applies to all gentes ("peoples" or "nations"). It was an early form of international law, comprising not a body of statute law or legal code, but the customary law thought to be held in common by all in "reasoned compliance with standards of international conduct".

Ius gentium was regarded as a form of ius naturale, or natural law. Unlike ius civile, it applied to all persons and not only Roman citizens, as the rules of ius gentium could be derived from natural reason as innate in all of mankind.

Following the Christianization of the Roman Empire, canon law also contributed to the European ius gentium. By the 16th century, the shared concept of the ius gentium disintegrated as individual European nations developed distinct bodies of law, the authority of the Pope declined, and colonialism created subject nations outside the West.
Buckden, Cambridgeshire
Buckden is a village and civil parish 3.7 miles (6.0 km) north of St Neots and 4 miles (6.4 km) south-west of Huntingdon, England. It includes the hamlets of Stirtloe and Hardwick. It lies in Huntingdonshire, a non-metropolitan district of Cambridgeshire and a historic county, close to three transport routes of past and present: the River Great Ouse, along its eastern boundary, the Great North Road that once crossed the village, but now bypasses it to the west, and the East Coast Mainline along the eastern side of the Great Ouse valley in the neighbouring parish of The Offords.

Huntingdon
Huntingdon is a market town in the Huntingdonshire district of Cambridgeshire, England. The town was given its town charter by King John in 1205. It was the county town of the historic county of Huntingdonshire. Oliver Cromwell was born there in 1599 and became one of its Members of Parliament (MP) in 1628. The former Conservative Prime Minister (1990–1997) John Major served as its MP from 1979 until his retirement in 2001.