hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Arthur Cantor
Arthur Cantor (March 12, 1920 – April 8, 2001) was an accomplished American theatrical producer who contributed to the presentation of over 100 productions that were displayed on stages across the globe, including Broadway, Off-Broadway, London and Paris.

Many of his most notable productions were those he funded for comic playwrights, such as Paddy Chayefsky and Herb Gardner. Cantor was recognized for being a 'hands-on' producer, and was involved in nearly every stage of production, including managing the funding and all publicity for the shows. Considering he contributed to numerous Pulitzer Prize-winning productions, including the production of All the Way Home, his tactics for producing proved beneficial. His career was hoisted by his collaborations with some of Broadway's most reputable stars, such as: Colleen Dewhurst, Zero Mostel, Rex Harrison, Ingrid Bergman, Julie Harris, Eileen Atkins and Claire Bloom.

Theatrical producer
A theatrical producer is a person who is primarily responsible for providing or procuring financial resources for developing a theatre production. The producer oversees the managerial and financial aspects of the production such as budgeting and managing contracts with venues, personnel, and investors.
Northwest Nuclear Consortium
The Northwest Nuclear Consortium is an organization based in Washington state which uses a research grade ion collider to teach a class of high school students nuclear engineering principles based on the Department of Energy curriculum. They won the 1st Place at WSU Imagine Tomorrow in 2012. They also won  the 1st place at the  Washington State Science Fair, and the 2nd place worldwide at ISEF in 2013. In 2014 they won two 2nd place at the Central Sound Regional Science Fair at Bellevue College and they won 1st place twice in category at the Washington State Science & Engineering Fair at Bremerton.  In 2015, they won 14 1st-place trophies at the Washington State Science and Engineering Fair, over $250,000 in scholarships at two different colleges and 3 of the 5 available trips to ISEF, where they won 4th place in the world against 72 countries.

Bellevue College
Bellevue College (BC) is a public college in Bellevue, Washington. Created in 1966, the school is the largest of the 34 institutions that make up the Washington Community and Technical Colleges (SBCTC) system and the third-largest institution of higher education in the state (behind the University of Washington and Washington State University).
Oster (river)
The Oster (Ukrainian: Остер; Russian: Остёр, Ostyor) is a river in the northern Ukrainian oblast of Chernihiv. The river is a left tributary of the Desna River. It is approximately 199 km long and its basin area is 2,950 km2. It is connected by canals and streams with the Trubizh River, which flows southwest from Kyiv into the Dnieper River. Important towns and villages on the river include: Nizhyn, Kozelets and Oster.

Chernihiv Oblast
Chernihiv Oblast (Ukrainian: Чернігівська область, romanized: Chernihivska oblast), also referred to as Chernihivshchyna (Ukrainian: Чернігівщина), is an oblast (province) in northern Ukraine. The administrative center of the oblast is the city of Chernihiv. There are 1,511 settlements in the oblast, with a total population of 959,315 (2022 estimate).
Anke Preuß
Anke Preuß (German pronunciation: [ˈaŋkə ˈpʁɔʏs]; born 22 September 1992) is a German footballer who plays as a goalkeeper for SV Meppen. She previously played for FCR 2001 Duisburg, TSG 1899 Hoffenheim, 1. FFC Frankfurt, AGSM Verona Calcio, Sunderland and Liverpool.

SV Meppen
SV Meppen is a German association football club playing in Meppen, Lower Saxony. The club was founded on 29 November 1912 as Amisia Meppen and joined Männer-Turnverein Meppen on 8 February 1920 to form TuS Meppen 1912. The football branch left TuS Meppen in 1921 to create a separate club called Sport Verein Meppen 1912 e.V.. SV Meppen spent a total of 11 years in the 2. Bundesliga.
Québec solidaire candidates in the 2008 Quebec provincial election
Québec Solidaire fielded 122 candidates in the 2008 Quebec provincial election.  One candidate, Amir Khadir, was elected.  Some of the party's candidates have their own biography pages; information about others may be found here.

2008 Quebec general election
The 2008 Quebec general election was held in the Canadian province of Quebec on December 8, 2008. The Quebec Liberal Party, under incumbent Premier Jean Charest, was re-elected with a majority government, marking the first time since the 1950s (when the Union Nationale of Maurice Duplessis won four consecutive elections) that a party or leader was elected to a third consecutive mandate, and the first time for the Liberals since the 1930s, when Louis-Alexandre Taschereau was Premier.

The 2008 election also marked the first time that Québec solidaire won a seat.
Herbert H. Anderson
Herbert H. Anderson (1913 – 2001) was an American organic chemist, a member of Glenn Seaborg's Met Lab group at Chicago during the Manhattan Project.  Anderson was a co-inventor, with Larned B. Asprey, of the PUREX  process for plutonium and uranium extraction.

After leaving the Met Lab, Anderson was at Harvard until 1952 
and then for many years (at least 1953–1967) at the Chemistry Department, Drexel Institute of Technology, Philadelphia.

Drexel University
Drexel University is a private research university with its main campus in Philadelphia, Pennsylvania, United States. Drexel's undergraduate school was founded in 1891 by Anthony J. Drexel, a financier and philanthropist. Founded as Drexel Institute of Art, Science and Industry, it was renamed Drexel Institute of Technology in 1936, before assuming its current name in 1970. As of 2020, more than 24,000 students were enrolled in over 70 undergraduate programs and more than 100 master's, doctoral, and professional programs at the university. Drexel's cooperative education program (co-op) is a unique aspect of the school's degree programs, offering students the opportunity to gain up to 18 months of paid, full-time work experience in a field relevant to their undergraduate major or graduate degree program prior to graduation.
She Was an Acrobat's Daughter
She Was an Acrobat's Daughter is an animated short in the Merrie Melodies series, produced by Leon Schlesinger and released by Warner Bros. Pictures on April 10, 1937. This animated short was directed by Friz Freleng. The short is a part of the Ultra HD Blu-ray, Blu-ray and iTunes releases of Goodfellas as a part of a Merrie Melodies & Looney Tunes bonus features compilation.

1937 in film
The year 1937 in film involved some significant events, including the Walt Disney production of the first American full-length animated film, Snow White and the Seven Dwarfs. Jean Harlow's final movie, Saratoga, was domestically the year's top grossing film but internationally, Maytime surpassed it with initial box office of over 4 million dollars.
BAFTA Award for Best Animated Film
The BAFTA Award for Best Animated Film is a film award presented by the British Academy of Film and Television Arts (BAFTA) at the annual British Academy Film Awards. BAFTA is a British organisation that hosts annual awards shows for film, television, and video games (and formerly also for children's film and television).

The original version of the category, introduced in the 1955 ceremony and awarded until the 1982 ceremony, covered both short and feature-length animated films. Subsequently, two separate animation award categories have been used, based on the films' running times: in the 1980s, the BAFTA Award for Best Short Animation was introduced, and in the 2007 ceremony, the Best Animated Film title was re-introduced, now as an award only for feature films.

British Academy Games Awards
The BAFTA Games Awards or British Academy Games Awards are an annual British awards ceremony honouring "outstanding creative achievement" in the video game industry. First presented in 2004 following the restructuring of the BAFTA Interactive Entertainment Awards, the awards are presented by the British Academy of Film and Television Arts (BAFTA).

Since the inaugural BAFTA Games Awards in February 2004, twenty ceremonies have taken place. The most recent, the 21st British Academy Games Awards, were held at the Queen Elizabeth Hall on 8 April 2025.
Vepris nobilis
Vepris nobilis (syn. Teclea nobilis) is a species of flowering plant in the family Rutaceae, native to the Arabian Peninsula and eastern Africa. A tree, chimpanzees (Pan troglodytes) use its leaves to repel the mosquito Anopheles gambiae.

Anopheles gambiae
The Anopheles gambiae complex consists of at least seven morphologically indistinguishable  species of mosquitoes in the genus Anopheles. The complex was recognised in the 1960s and includes the most important vectors of malaria in sub-Saharan Africa, particularly of the most dangerous malaria parasite, Plasmodium falciparum. It is one of the most efficient malaria vectors known. The An. gambiae mosquito additionally transmits Wuchereria bancrofti which causes lymphatic filariasis, a symptom of which is elephantiasis.
Master of the Houghton Miniatures
The Master of the Houghton Miniatures is the conventional name of an illuminator probably active in Ghent between 1476 and 1480. He owes his name to a book of hours that he illuminated, currently kept in the Houghton Library at Harvard University.

Houghton Library
Houghton Library, on the south side of Harvard Yard adjacent to Widener Library, Lamont Library, and Loeb House, is Harvard University's primary repository for rare books and manuscripts. It is part of the Harvard College Library, the library system of Harvard's Faculty of Arts and Sciences. The collections of Houghton Library include the Harvard Theatre Collection and the Woodberry Poetry Room, as well as the personal papers and archives of major American and English writers.
Petrovka (archaeological site)
54°17′0″N 68°15′0″E﻿ / ﻿54.28333°N 68.25000°E﻿ / 54.28333; 68.25000
Petrovka is an archaeological site near the village of the same name in Zhambyl District, Kazakhstan, on the Ishim River. It comprises the remains of a 2nd millennium BC fortified settlement and, along with the similar site of Sintashta, is the type site of the Bronze Age Sintashta-Petrovka culture.

Type site
In archaeology, a type site (American English) or type-site (British English) is the site used to define a particular archaeological culture or other typological unit, which is often named after it. For example, discoveries at La Tène and Hallstatt led scholars to divide the European Iron Age into the La Tène culture and Hallstatt culture, named after their respective type sites.

The concept is similar to type localities in geology and type specimens in biology.
Replacement product
In graph theory, the replacement product of two graphs is a graph product that can be used to reduce the degree of a graph while maintaining its connectivity.

Suppose G is a  d-regular graph and H is an e-regular graph with vertex set {0, …, d – 1}. Let R denote the replacement product of G and H. The vertex set of R is the Cartesian product V(G) × V(H). For each vertex u in V(G) and for each edge (i, j) in E(H), the vertex (u, i) is adjacent to (u, j) in R. Furthermore, for each edge (u, v) in E(G), if v is the ith neighbor of u and u is the jth neighbor of v, the vertex (u, i) is adjacent to (v, j) in R.

If H is an e-regular graph, then R is an (e + 1)-regular graph.

Degree (graph theory)
In graph theory, the degree (or valency) of a vertex of a graph is the number of edges that are incident to the vertex; in a multigraph, a loop contributes 2 to a vertex's degree, for the two ends of the edge. The degree of a vertex  is denoted  or . The maximum degree of a graph  is denoted by , and is the maximum of 's vertices' degrees. The minimum degree of a graph is denoted by , and is the minimum of 's vertices' degrees. In the multigraph shown on the right, the maximum degree is 5 and the minimum degree is 0.

In a regular graph, every vertex has the same degree, and so we can speak of the degree of the graph. A complete graph (denoted , where  is the number of vertices in the graph) is a special kind of regular graph where all vertices have the maximum possible degree, .

In a signed graph, the number of positive edges connected to a vertex  is called its positive degree and the number of connected negative edges is called  negative degree.
Lestes dryas
Lestes dryas is a species of damselfly in the family Lestidae, the spreadwings. Its common names include emerald spreadwing, scarce emerald damselfly and robust spreadwing. An alternate name in Ireland is the turlough spreadwing.

This species is native to the Holarctic, especially northern parts of Eurasia and North America. It is relictual in North Africa.

Lestes dryas can tolerate extreme conditions that few other dragonflies can survive.

Holarctic realm
The Holarctic realm is a biogeographic realm that comprises the majority of habitats found throughout the continents in the Northern Hemisphere. It corresponds to the floristic Boreal kingdom. It includes both the Nearctic zoogeographical region (which covers most of North America), and Alfred Wallace's Palearctic zoogeographical region (which covers  North Africa, and all of Eurasia except for  Southeast Asia, the Indian subcontinent, and the southern Arabian Peninsula).

These  regions are further subdivided into a variety of ecoregions. Many ecosystems and the animal and plant communities that depend on them extend across a number of continents and cover large portions of the Holarctic realm. This continuity is the result of those regions’ shared glacial history.
Test (law)
In law, a test is a commonly applied method of evaluation used to resolve matters of jurisprudence. In the context of a trial, a hearing, discovery, or other kinds of legal proceedings, the resolution of certain questions of fact or law may hinge on the application of one or more legal tests.

Tests are often formulated from the logical analysis of a judicial decision or a court order where it appears that a finder of fact or the court made a particular decision after contemplating a well-defined set of circumstances. It is assumed that evaluating any given set of circumstances under a legal test will lead to an unambiguous and repeatable result.

Trial
In law, a trial is a coming together of parties to a dispute, to present information (in the form of evidence) in a tribunal, a formal setting with the authority to adjudicate claims or disputes. One form of tribunal is a court. The tribunal, which may occur before a judge, jury, or other designated trier of fact, aims to achieve a resolution to their dispute.
New York's 21st State Assembly district
New York's 21st State Assembly district is one of the 150 districts in the New York State Assembly. It has been represented by Judy Griffin since 2025, defeating Brian Curran. She previously represented the district between 2019 and 2022.

Historically, President Theodore Roosevelt began his political career representing the 21st district from 1882 to 1884, albeit under entirely different lines. The district was previously based in Manhattan; in Roosevelt's time it included the "Silk Stocking District" of the Upper East Side.

Freeport, New York
Freeport is a village in the town of Hempstead, in Nassau County, on the South Shore of Long Island, in New York state, United States. The population was 43,713 at the 2010 census, making it the second largest village in New York by population.

A settlement since the 1640s, it was once an oystering community and later a resort popular with the New York City theater community. It is now primarily a bedroom suburb but retains a modest commercial waterfront and some light industry.
Dubai Food City
Dubai Food City is a free economic zone development project in Dubai, which is in planning stages. The food city will be able to hold 400-500 companies, it is meant for the wholesale food merchants. Dubai Food City is estimated to cost US$200 million (AED 734 million), its first phase was expected to be completed in 2012. The project will be 5,000,000 square feet (460,000 m2) in area.

United Arab Emirates dirham
The Emirati dirham (symbol: ; currency code: AED; /ˈdɪər(h)əm/;) Arabic: درهم إماراتي, abbreviation: د.إ in Arabic, Dh; is the official currency of the United Arab Emirates. The dirham is subdivided into 100 fils (فلس). It is pegged to the United States dollar at a constant exchange rate of approximately 3.67 AED to 1 USD. In March 2025, the UAE Central Bank announced the creation of a Dirham currency symbol, , derived from the Latin letter D crossed with two horizontal lines.
Leti ptico slobodno
"Leti ptico slobodno" (English: Fly Bird Freely) is a song recorded by Bosnian pop star Maya Berović. It was released 25 June 2012 and served as the lead single from her fourth studio album Djevojka sa juga. The song was written by Dragiša Baša.

The song is a ballad about a crumbling relationship. Following promotion for the single, Maya and her boyfriend Alen vacationed in Varadero, Cuba for two weeks prior to the release of the album.

The music video was planned to be filmed on the Croatian Brijuni Islands, but was instead filmed in a studio. The video had its premiere on Maya's YouTube channel on 20 October 2012.

Maya Berović
Maja Dragosav (Serbian Cyrillic: Маја Драгосав; née Berović; born 8 July 1987), professionally known as Maya Berović (Serbian Cyrillic: Маја Беровић), is a Bosnian Serb singer. Born in Ilijaš, she made her recording debut in 2007 with the album Život uživo. Maya saw initial success with the songs like "Džin i limunada" (2007), "Crno zlato" (2008) and "Djevojačko prezime"  (2011).

Subsequently, Berović rose to substantial regional popularity by collaborating with rappers Jala Brat and Buba Corelli on her albums Viktorijina tajna (2017) and 7 (2018). Her song "Pravo vreme" is one of the most-viewed music videos by a former Yugoslav artist. In 2018, she embarked on a regional tour which kicked off with a fastest selling-concert at the Belgrade Arena. Berović has released ten studio albums.
2014–15 Honduran Liga Nacional
The 2014–15 Honduran Liga Nacional season was the 49th Honduran Liga Nacional edition, since its establishment in 1965.  For this season, the system format remained the same as the previous season.  The tournament began on 1 August 2014 and has ended in May 2015. On 20 December 2014, C.D. Motagua obtained its 13th national title after defeating C.D. Real Sociedad 2–1 on aggregate in the Apertura finals.

Liga Nacional de Fútbol de Honduras
Liga Nacional de Fútbol Profesional de Honduras, known as Liga Hondubet for sponsorship reasons (Honduran National Professional Football League) is the highest division of domestic football in Honduras. The league season is divided into Opening (autumn) and Closing (spring). One team is relegated to the Liga de Ascenso (the team with fewest points in Opening and Closing) and one team is promoted from Liga de Ascenso. The top four clubs participate in play-offs to decide the champion.
Joe Holsinger
Joe F. Holsinger (January 20, 1904 – August 16, 1946) was an American football, basketball, and golf player and coach. Holsinger was a star athlete for the Kansas State Wildcats. He was then a backfield coach under Charlie Bachman for the Florida Gators, coaching the "Phantom Four" of 1928, and for the Michigan State Spartans. In 1935, he became the head basketball and golf coach for the Dayton Flyers.

Dayton Flyers
The  Dayton Flyers are the intercollegiate athletic teams of the University of Dayton of Dayton, Ohio.  All Flyers intercollegiate sports teams participate at the NCAA Division I level. The football team competes in the Division I FCS non-scholarship Pioneer Football League, and women's golf plays in the Metro Atlantic Athletic Conference, while all other sports compete in the non-football Atlantic 10 Conference.
FC Agan Raduzhny
FC Agan Raduzhny (Russian: «Аган» (Радужный)) was a Russian football team from Raduzhny  Raduzhny is a town in Khanty-Mansi Autonomous Okrug, Russia, located on the Agan River, 475 kilometres (295 mi) northeast of Khanty-Mansiysk and 975 kilometres (606 mi) northeast of Tyumen. Population: 47,060; 43,726. It was founded as a settlement in an oil-extracting area. It received town status in 1985. The town is served by the Raduzhny Airport. Economy of town is based on oil and natural gas extraction.

The football team was active in the Russian professional leagues from 1992 to 1994. During this time they played 48 matches, won 17, drew 13 and lost 18.

Their best season came in 1992 when they finished 6th in the Zone 6 of the Russian Second Division in 1992.

Russian Second League
The Russian Second League (Russian: Первенство России II дивизиона ФНЛ), formerly the Russian Professional Football League, are both the third (Division A) and fourth level (Division B) of Russian professional football.
Umar Waheed
Umar Waheed (born 26 April 1994) is a Pakistani cricketer. He was the leading run-scorer for Rawalpindi in the 2018–19 Quaid-e-Azam Trophy, with 308 runs in seven matches. In September 2019, he was named in Northern's squad for the 2019–20 Quaid-e-Azam Trophy tournament.

Rawalpindi cricket team
Rawalpindi cricket team is a first-class cricket team that represents Rawalpindi, Punjab. The team's home ground is Rawalpindi Cricket Stadium, Rawalpindi. They participate in the Quaid-e-Azam Trophy. They were refounded in the 2023/24 season after a revamp of the domestic structure.
Sierra de Manantlán Biosphere Reserve
The Sierra de Manantlán Biosphere Reserve (Spanish: Reserva de la Biósfera Sierra de Manantlán) (established 1988) is a UNESCO Biosphere Reserve in the states of Colima and Jalisco, Mexico.  The 139,577 hectares (538.91 sq mi) reserve is located in the transition of the Nearctic and Neotropical realms and encompasses parts of the Sierra Madre del Sur, with a wide range of altitudes, climates and soils. The effects of tectonic and volcanic activities and erosion are notable within the reserve.

Nearctic realm
The Nearctic realm is one of the eight biogeographic realms constituting Earth's land surface.

The Nearctic realm covers most of North America, including Greenland, Central Florida, and the highlands of Mexico. The parts of North America that are not in the Nearctic realm include most of coastal Mexico, southern Mexico, southern Florida, coastal central Florida, Central America, Bermuda and the Caribbean islands. Together with South America, these regions are part of the Neotropical realm.
Tagatose kinase
In enzymology, a tagatose kinase (EC 2.7.1.101) is an enzyme that catalyzes the chemical reaction

ATP + D-tagatose  ADP + D-tagatose 6-phosphate

Thus, the two substrates of this enzyme are ATP and D-tagatose, whereas its two products are ADP and D-tagatose 6-phosphate.

This enzyme belongs to the family of transferases, specifically those transferring phosphorus-containing groups (phosphotransferases) with an alcohol group as acceptor.  The systematic name of this enzyme class is ATP:D-tagatose 6-phosphotransferase. Other names in common use include tagatose 6-phosphate kinase (phosphorylating), D-tagatose 6-phosphate kinase, and tagatose-6-phosphate kinase.  This enzyme participates in galactose metabolism.

Phosphotransferase
In biochemistry, phosphotransferases are enzymess that catalyze phosphorylations (addition of inorganic phosphate, abbreviated P, to some substrate)

Two kinds of phosphotransferases are kinases where ATP donates P and phosphorylases where inorganic phosphate is the P donor.