hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Bernadette Suau
Bernadette Suau (3 September 1942 – 8 December 2013) was a French archivist and historian. She was deputy director of the Eure departmental archives from 1972 to 1978, director of the Landes departmental archives from 1978 to 1992, and director of the Haute-Garonne departmental archives from 1992 to 2003.

Suau is the author or publication director of numerous works relating to history and heritage, of several exhibition catalogues that she has organised in Landes and Haute-Garonne, and of archive registers. She is one of the authors of the Histoire de la Gascogne contemporaine (1983), and the main author and publication director of the biographical dictionary Mémoire des Landes (1991). She was a member of several associations and learned societies, including the Archaeological Society of the South of France and the Historical Federation of Midi-Pyrénées, of which she was the general secretary.

Midi-Pyrénées
Midi-Pyrénées (French pronunciation: [midi piʁene] ⓘ; Occitan: Miègjorn-Pirenèus [mjɛdˈdʒuɾ piɾeˈnɛws] or Mieidia-Pirenèus [mjejˈði.ɔ piɾeˈnɛws]; Spanish: Mediodía-Pirineos) is a former administrative region of France. Since 1 January 2016, it has been part of the new region of Occitania. It was the largest region of Metropolitan France by area, larger than the Netherlands or Denmark.

Midi-Pyrénées has no historical or geographical unity. It is one of the regions of France created in the late 20th century to serve as a hinterland and zone of influence for its capital, Toulouse, one of a handful of so-called "balancing metropolises" (métropoles d'équilibre). Another example of this is the region of Rhône-Alpes which was created as the region for Lyon.
5th federal electoral district of Chiapas
The 5th federal electoral district of Chiapas (Spanish: Distrito electoral federal 05 de Chiapas) is one of the 300 electoral districts into which Mexico is divided for elections to the federal Chamber of Deputies and one of 13 such districts in the state of Chiapas.

It elects one deputy to the lower house of Congress for each three-year legislative period by means of the first-past-the-post system. Votes cast in the district also count towards the calculation of proportional representation ("plurinominal") deputies elected from the third region.

The current member for the district, elected in the 2024 general election, is Emilio Ramón Ramírez Guzmán of the National Regeneration Movement (Morena).

Zinacantán
San Lorenzo Zinacantán ( /siˈnɑːnkɑːnˌtɑːn/) is a town and municipality in the Mexican state of Chiapas in southern Mexico. 99.1% of its population is Tzotzil Maya, an indigenous people with linguistic and cultural ties to other highland Maya peoples.
NK Svoboda Kisovec
NK Svoboda Kisovec (Nogometni klub Svoboda Kisovec, 'Svoboda Kisovec Football Club'), commonly referred to as simply Svoboda Kisovec, is a Slovenian football club based in Kisovec. The club was founded in 1932.

Kisovec
Kisovec (pronounced [ˈkiːsɔʋəts]) is a settlement in the Municipality of Zagorje ob Savi in central Slovenia. The settlement developed around the local coal mine, closed in 1952. Since 1978 a factory producing aerated autoclaved concrete has been in operation in the settlement and provided employment for local people.  The area is part of the traditional region of Upper Carniola. It is now included with the rest of the municipality in the Central Sava Statistical Region.
Academica (charter school)
Academica is a for-profit private education company headquartered in Miami, Florida. As an education service provider (ESP), it services over 200 public charter schools in the United States. It is owned and managed by CEO Fernando Zulueta and is considered one of Florida's largest school management companies. In 2011 it reported $158 million in revenue.

Mater Academy, a charter school operator headquartered in Miami is "linked" to Academica.

For-profit education
For-profit education (also known as the education services industry or proprietary education) refers to educational institutions operated by private, profit-seeking businesses. For-profit education is common in many parts of the world, constituting more than 70% of the higher education sector in Malaysia, Japan, South Korea, Indonesia and the Philippines.
Barbara Everett
Barbara Everett (September 1932 – 4 April 2025) was a Canadian-born British academic and literary critic, whose work appeared frequently in the London Review of Books and The Independent. In addition to her own publications, she is recognised as a leading Shakespeare scholar.

Everett was born in Montreal, Canada. She read English at St Hilda's College, Oxford, from 1951 to 1954. At the time of her death, she was a retired Fellow of Somerville College. She was married to the Oxford scholar of English literature, Emrys Jones, with whom she appeared in the 1996 documentary Looking for Richard.

Frank Kermode described her as "a connoisseur of styles" with "a distinctive style of her own", and her 1986 book, Poets in their time as "one of the finest collections of criticism for years". A selection of her essays, edited by Seamus Perry, was published in 2025 by the London Review of Books, shortly before her death on 4 April 2025, at the age of 92.

Seamus Perry
Seamus Perry (born 2 March 1967) is an English author, academic, fellow and tutor of Balliol College, Oxford and, since 2014, a professor of English Literature in the English Faculty at the University of Oxford. In May 2025, he was elected to become Master of Balliol College from July 2026.
Pi1 Octantis
Pi1 Octantis (Pi1 Oct), Latinized π1 Octantis, is a solitary star in the southern circumpolar constellation Octans. It is faintly visible to the naked eye with an apparent magnitude 5.64, and is estimated to be 387 light years away. However, it is receding with a heliocentric radial velocity of 14 km/s.

Pi1 Oct has a stellar classification of G8/K0 III — intermediate between a G8 and K0 giant star. It has 2.74 times the mass of the Sun and an effective temperature of 5,002 k, giving a yellow hue. However, an enlarged radius of 11.62 R☉ yields a luminosity 76 times that of the Sun. Pi1 Oct has a metallicity around solar level and spins with a projected rotational velocity lower than 1 km/s.

Metallicity
In astronomy, metallicity is the abundance of elements present in an object that are heavier than hydrogen and helium. Most of the normal currently detectable (i.e. non-dark) matter in the universe is either hydrogen or helium, and astronomers use the word metals as convenient shorthand for all elements except hydrogen and helium. This word-use is distinct from the conventional chemical or physical definition of a metal as an electrically conducting element. Stars and nebulae with relatively high abundances of heavier elements are called metal-rich when discussing metallicity, even though many of those elements are called nonmetals in chemistry.
Lobos Island (Rio Negro)
Lobos (Spanish: Isla de Lobos, pronounced [ˈizla ðe ˈloβos]) is a big island in Uruguay, at the confluence of Negro River (Spanish: Río Negro) and Uruguay River. Politically it belongs to Rio Negro department. Until the 19th century, the island was three separate islets, the largest of which was known as Vizcaíno.

Lobos and Vizcaino Island were the debarkation site of the first bovine herd in the Eastern margin of the Uruguay River. In 1611, Hernando Arias de Saavedra (Hernandarias) left heifers and bulls for breeding, and repeated the action in 1617. These herds rapidly propagated originating Uruguay present export quality rodeo. It also had an important role in the foundation of Villa Soriano, the first European settlement in Uruguay.

Colonia del Sacramento
Colonia del Sacramento (Spanish: [koˈlonja ðel sakɾaˈmento] ⓘ; Brazilian Portuguese: Colônia do Sacramento; European Portuguese: Colónia do Sacramento) is a city in southwestern Uruguay, by the Río de la Plata, facing Buenos Aires, Argentina. It is one of the oldest towns in Uruguay and the capital of the Colonia Department. As of the 2023 census, it has a population of around 32,174.

Its historic quarter is a UNESCO World Heritage Site. Modern Colonia del Sacramento produces textiles and has a free trade zone, in addition to a polytechnic centre and various government buildings.
Chingleput District (Madras Presidency)
Chingleput district was a district in the Madras Presidency of British India. It covered the area of the present-day districts of Kanchipuram, Chengalpattu and Tiruvallur and parts of Chennai city. It was sub-divided into six taluks with a total area of 7,970 square kilometres (3,079 sq mi). The first capital was the town of Karunguzhi, with an interruption between 1825 and 1835, administrative headquarters were transferred to Kanchipuram. In 1859, the capital Saidapet, now a neighbourhood in the city of Chennai, was made the administrative headquarters of the district.

Chengalpattu district
Chengalpattu district is one of the 38 districts of Tamil Nadu, in India. The district headquarters is located at Chengalpattu. Chengalpattu district came into existence on 29 November 2019 when it was carved out of Kanchipuram district after the announcement about the bifurcation of districts on 18 July 2019.
854 Frostia
854 Frostia is a main-belt asteroid orbiting the Sun. It was discovered in 1916 by Sergei Ivanovich Belyavsky from Simeiz Observatory in Crimea and is named after Edwin Brant Frost, an American astronomer. This asteroid measures approximately 8.4 km (5.2 mi) in diameter.

A satellite was identified based on light curve observations in July 2004 by Raoul Behrend, Laurent Bernasconi, Alain Klotz, and Russell I. Durkee. It is roughly 10 km (6.2 mi) in diameter and orbits about 25 km (16 mi) from Frostia with an orbital period of 1.572 days.

Diameter
In geometry, a diameter of a circle is any straight line segment that passes through the centre of the circle and whose endpoints lie on the circle. It can also be defined as the longest chord of the circle. Both definitions are also valid for the diameter of a sphere.

In more modern usage, the length  of a diameter is also called the diameter. In this sense one speaks of the diameter rather than a diameter (which refers to the line segment itself), because all diameters of a circle or sphere have the same length, this being twice the radius

The word "diameter" is derived from Ancient Greek: διάμετρος (diametros), "diameter of a circle", from διά (dia), "across, through" and μέτρον (metron), "measure". It is often abbreviated  or
William Crowther (New Zealand politician)
William Crowther (1834 – 15 March 1900) was a Mayor of Auckland and then Member of Parliament for Auckland, New Zealand.

Crowther was Mayor of Auckland from 1891 to 1893, after serving as a city councillor for sixteen years.

Crowther represented the City of Auckland multi-member electorate first as a Liberal Party then independent conservative from 1893 to 1900, when he died of stomach cancer, aged 66. The resulting by-election on 27 April 1900 was hotly contested, and won by Joseph Witheford.

1893 New Zealand general election
The 1893 New Zealand general election was held on 28 November and 20 December in the European and Māori electorates, respectively, to elect 74 MPs to the 12th session of the New Zealand Parliament. The election was won by the Liberal Party, and Richard Seddon became prime minister.

1893 was the year universal suffrage was granted to women over 21 (including Māori), plural registration was abolished, plural voting for Māori property-owners was abolished, and only those whose descent was exactly half Māori were allowed to choose whether to vote in European or Māori electorates. Women's suffrage was the most consequential change.
Colorado Rush Women
The Senior Colorado women's Rush Team is a women's football team based in Littleton, Colorado. In the recent past, the team competed in the Rockies Division of the Mountain Conference of the Women's Premier Soccer League's (WPSL) Central Region. It suspended play after the 2022 WPSL season and was succeeded as the Rush Soccer WPSL club in Colorado by Flatirons Rush SC, based in Arvada, Colorado. Colorado Rush's youth teams and academy continue to operate under the name.

Littleton, Colorado
Littleton is a home rule municipality city located in Arapahoe County, Colorado, United States. Littleton is the county seat of Arapahoe County and is a part of the Denver–Aurora–Lakewood, CO Metropolitan Statistical Area. The city population was 45,652 at the 2020 United States census, ranking as the 20th most populous municipality in Colorado.
Stefanos Santa
Stefanos-Petros Santa (born 21 May 1975) is a Greek water polo player who competed in the 2004 Summer Olympics. At the 1996 Olympics, he was a member of Romania national water polo team as Ștefan Sanda. Currently, he plays for AEK Athens.

AEK (men's water polo)
AEK Men's Water Polo Club is the men's water polo department of the major Greek multi-sport club, AEK Sports Club, based in Athens, Greece. The club's home ground is in Athens. It was founded in 1962 and after its dissolution in the '70s, it was re-established in 2017.
Mental Cutting Test
The Mental Cutting Test is a measure of spatial visualization ability (MCT) (CEEB,1939) first developed for a university entrance examination in the USA.

The test consists of 25 items. For each problem on the exam, students are shown a criterion figure which is to be cut with an assumed plane. They must choose the correct resulting cross-section from among five alternatives. (MCT) (CEEB, 1939)

Euclidean plane
In mathematics, a Euclidean plane is a Euclidean space of dimension two, denoted  or . It is a geometric space in which two real numbers are required to determine the position of each point. It is an affine space, which includes in particular the concept of parallel lines. It has also metrical properties induced by a distance, which allows to define circles, and angle measurement.

A Euclidean plane with a chosen Cartesian coordinate system is called a Cartesian plane.
The set  of the ordered pairs of real numbers (the real coordinate plane), equipped with the dot product, is often called the Euclidean plane or standard Euclidean plane, since every Euclidean plane is isomorphic to it.
Fred Lincoln Savage
Fred Lincoln Savage (November 14, 1861 – February 26, 1924) was an American architect, known as Mount Desert Island's most prolific native architect. During the late 19th and early 20th centuries, he designed over 300 cottages on the island and across Northeastern Maine, including Reverie Cove and the John Innes Kane Cottage in Bar Harbor, and (with Milton W. Stratton) Raventhorp in Southwest Harbor, all listed on the National Register of Historic Places (NRHP). He also designed the NRHP-listed West Gouldsboro Village Library in Gouldsboro, Maine.

Gouldsboro, Maine
Gouldsboro is a town and municipality in Hancock County, Maine, United States on the Schoodic Peninsula. The town was named for Robert Gould, a landholder in the town. The town has many historically separate fishing villages, summer colonies and communities, including Birch Harbor, Prospect Harbor, South Gouldsboro, West Gouldsboro, Summer Harbor, Wonsqueak Harbor, Bunker's Harbor, Chicken Mill, Jones' Pond, Westbay, and Corea. The population was 1,703 at the 2020 census.
John Francis Roche
John Francis Roche (September 6, 1927 – January 26, 1956), known as the Devil of Yorkville, was an American serial killer, burglar, and rapist who committed at least four murders in the Yorkville district of New York City from 1953 to 1954. In addition to his known crimes, Roche also claimed to have committed two other murders that other people had previously been convicted of, and while one of those convictions was eventually overturned, he was never officially connected to either crime. For the murder of 14-year-old Dorothy Westwater, Roche was sentenced to death and executed at Sing Sing in 1956.

Yorkville, Manhattan
Yorkville is a neighborhood on the Upper East Side of Manhattan, New York City, United States. Its southern boundary is East 79th Street, its northern East 96th Street, its western Third Avenue, and its eastern the East River. Yorkville is one of the most densely populated city subdivisions in the world, and the most dense of such in the U.S.

Yorkville is part of Manhattan Community District 8, and its primary ZIP Codes are 10028, 10075, and 10128. It is patrolled by the 19th Precinct of the New York City Police Department.
Qasim Qaysenov
Qasim Qaysenov (Kazakh: Қасым Қайсенов, Russian: Касым Кайсенов; 23 April 1918 — 30 December 2006) was a Kazakh partisan detachment commander in the Ukrainian SSR during World War II. After the war he wrote many books, and in 1995 he was awarded the title Hero of Kazakhstan.

Oskemen
Öskemen (Kazakh: Өскемен [ʉ̯ɵskʲeˈmʲen] listenⓘ) or Ust-Kamenogorsk (Russian: Усть-Каменогорск, IPA: [ˌʊsʲtʲ kəmʲɪnɐˈgorsk]) is the largest city in eastern Kazakhstan and the administrative center of the East Kazakhstan Region.
Diminished trapezohedron
In geometry, a diminished trapezohedron is a polyhedron in an infinite set of polyhedra, constructed by removing one of the polar vertices of a trapezohedron and replacing it by a new face (diminishment). It has one regular n-gonal base face, n triangle faces around the base, and n kites meeting on top. The kites can also be replaced by rhombi with specific proportions.

Along with the set of pyramids and elongated pyramids, these figures are topologically self-dual.

It can also be seen as an augmented n-gonal antiprism, with a n-gonal pyramid augmented onto one of the n-gonal faces, and whose height is adjusted so the upper antiprism triangle faces can be made coparallel to the pyramid faces and merged into kite-shaped faces.

They're also related to the gyroelongated pyramids, as augmented antiprisms and which are Johnson solids for n = 4, 5. This sequence has sets of two triangles instead of kite faces.

Antiprism
In geometry, an n-gonal antiprism or n-antiprism is a polyhedron composed of two parallel direct copies (not mirror images) of an n-sided polygon, connected by an alternating band of 2n triangles. They are represented by the Conway notation An.

Antiprisms are a subclass of prismatoids, and are a (degenerate) type of snub polyhedron.

Antiprisms are similar to prisms, except that the bases are twisted relatively to each other, and that the side faces (connecting the bases) are 2n triangles, rather than n quadrilaterals.

The dual polyhedron of an n-gonal antiprism is an n-gonal trapezohedron.
2014 Kunming attack
On 1 March 2014, a group of five knife-wielding terrorists attacked passengers in the Kunming Railway Station in Kunming, Yunnan, China, killing 31 people, and wounding 143 others. The attackers pulled out long-bladed knives and stabbed and slashed passengers at random. Four assailants were shot to death by police on the spot and one injured perpetrator was captured. Police announced on 3 March that the six-man, two-woman group had been neutralized after the arrest of three remaining suspects.

No group claimed responsibility for the attack and no ties to any organization have been identified; in effect the group was a singular terror cell. Xinhua News Agency and the government of Kunming said that the attack had been linked to Sunni extremists which were a faction of Xinjiang separatists. Police said that they had confiscated a black, hand-painted East Turkestan flag at the scene, which is associated with the Uyghur separatists from the Xinjiang Uyghur Autonomous Region.

China Central Television
China Central Television (CCTV) is the national television broadcaster of the People's Republic of China. Established in 1958 as Peking Television, it was renamed as CCTV in 1978 and became a key player in the Chinese government's propaganda network. It is operated by China Media Group, supervised by National Radio and Television Administration, and led by the Publicity Department of the Chinese Communist Party. Freedom House and The Guardian commented that CCTV's reporting about topics sensitive to the Chinese government and the Chinese Communist Party (CCP) is distorted and often used as a weapon against the party's perceived enemies.
Skyview Middle School
Skyview Middle School is a public middle school serving grades 7–8 in Soldotna, Alaska, under the jurisdiction of the Kenai Peninsula Borough School District. The school's mascot is the panther, and the colors are purple and white. The school serves the student population of the central Kenai Peninsula from miles 75.5–110 of the Sterling Highway, and the communities of Soldotna, Kasilof, Sterling, and Cooper Landing.  The school receives students from Soldotna, Sterling, Redoubt, Tustumena, and Kalifornsky Beach Elementary schools, as well as Soldotna Montessori School.

Kasilof, Alaska
Kasilof (/kəˈsiːlɒf/ kə-SEE-lof; Dena'ina: Ggasilat, Russian: Касилов) is a census-designated place (CDP) in Kenai Peninsula Borough, Alaska, United States. At the 2020 census the population was 525, down from 549 in 2010.
Boogie Boys
The Boogie Boys were an American hip-hop group from Harlem, New York City.

It was the first hip-hop group to sign with Capitol Records, and it had a major hit in America in 1985 with the single "A Fly Girl" and two successful albums.

In 1988, Rudy Sheriff left the group and, soon after, it disbanded.

The group were veterans in sampling using high-end systems such as the Synclavier, the Fairlight, an Emulator, and the DKI Synergy synthesizer.

Synclavier
The Synclavier is an early digital synthesizer, polyphonic digital sampling system, and music workstation manufactured by New England Digital Corporation of Norwich, Vermont. It was produced in various forms from the late 1970s into the early 1990s. Used by many notable musicians, the Synclavier was inducted into the TECnology Hall of Fame, an honor given to "products and innovations that have had an enduring impact on the development of audio technology," in 2004.
SNP Students
SNP Students (also known as the Federation of Student Nationalists) is the student wing of the Scottish National Party (SNP), representing students in Scottish higher education. It was formed in 1961 when various student organisations supportive of Scottish independence and the SNP in particular decided to join forces into a new constituent body.

Unlike Young Scots for Independence, which is the youth wing of the SNP, the group is for those in higher education and membership is not restricted by age.

The organisation has branches at most of Scotland's universities, and regularly campaigns for independence and a host of other policies across the country.

European Free Alliance Youth
The European Free Alliance Youth (EFAy) is the youth wing of the European Free Alliance European political party. EFAy is a European-wide youth organisation comprised with members who belong to political organisations that safeguard and promote the cultural, linguistic and national diversity of Europe in a progressive way. 
Its political principles are the right for self-determination, the recognition of minorities and ethnic groups, the protection of linguistic diversity inside the EU and in the European institutions, the preservation of the multicultural identity of Europe, an inclusive approach with migration issues, the decentralisation and subsidiarity of the politics to a regional and local level, and the condemnation of any type of discrimination, neither by sex, gender or birthplace.