hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Kapuskasing—Timmins—Mushkegowuk
Kapuskasing—Timmins—Mushkegowuk (formerly Timmins—James Bay) is a federal electoral district in Ontario, Canada, that has been represented in the House of Commons of Canada since 1997. Its population in 2011 was 83,104. Under the 2022 Canadian federal electoral redistribution the riding was renamed.

The district includes the extreme eastern part of the District of Kenora, all of the District of Cochrane except for the central western part, and a small part south of Timmins, and all of the District of Timiskaming except for the extreme southeastern part.

Kapuskasing—Timmins—Mushkegowuk is the 11th largest riding in Canada and second largest in Ontario after Kenora.

Thunder Bay—Superior North (federal electoral district)
Thunder Bay—Superior North (French: Thunder Bay—Supérieur-Nord; formerly known as Thunder Bay—Nipigon) is a federal electoral district in Ontario, Canada, that has been represented in the House of Commons of Canada since 1976.

It is in the northwestern part of the province of Ontario. It was created in 1976 as "Thunder Bay—Nipigon" from parts of Port Arthur and Thunder Bay ridings. It was renamed "Thunder Bay—Superior North" in 1998.

It consists of the eastern part of the Territorial District of Thunder Bay including the northern part of the city of Thunder Bay, Ontario.

13.7% of the population of the riding are of Finnish ethnic origin, the highest such percentage in Canada.

This riding lost a fraction of territory to Thunder Bay—Rainy River and gained territory from Algoma—Manitoulin—Kapuskasing during the 2012 electoral redistribution.
Vegadeo
Vegadeo (Eonavian: A Veiga) is a municipality in the Autonomous Community of the Principality of Asturias, Spain. It is bordered in the north and east by Castropol, in the south by Villanueva de Oscos, Taramundi, and San Tirso de Abres, and in the west by the Eo River and San Tirso.

It is one of the Eonavian speaking towns of Asturias.

Cuaña
Cuaña (Galician-Asturian; Spanish: Coaña) is a municipality in the Autonomous Community of the Principality of Asturias, Spain. It lies along the Cantabrian Sea to the north, and is bordered on the south by Boal, on the east by Navia and Villayón across the Navia River, and on the west by El Franco.
Musaceae
Musaceae is a family of flowering plants composed of three genera with about 91 known species, placed in the order Zingiberales. The family is native to the tropics of Africa and Asia. The plants have a large herbaceous growth habit with leaves with overlapping basal sheaths that form a pseudostem making some members appear to be woody trees. In most treatments, the family has three genera, Musa, Musella and Ensete. Cultivated bananas are commercially important members of the family, and many others are grown as ornamental plants.

Haemodoraceae
Haemodoraceae is a family of perennial herbaceous angiosperms (flowering plants) containing 15 genera and 102 known species, sometimes known as the "bloodroots", found throughout the Southern Hemisphere, from Australia and New Guinea to South Africa, as well as the Americas (from extreme southeastern USA through tropical South America).

Perhaps the best-known (and most popular in cultivation) genera from the family are the unusual Anigozanthos and Macropidia, both commonly called "kangaroo-paw" or "kangaroo's paw" due to their fuzzy flowers. These genera are hugely popular in both private gardens and public landscaping projects in Mediterranean climate regions, such as in Chile, northwestern Mexico (Baja California), Southern California (and the Bay Area) and Western Australia, among other locations; the kangaroo-paws are valued for their hardiness, adaptability and low irrigation requirements, once established.
Debi Mazar
Debi Mazar Corcos (/ˈmeɪzɑːr/; born August 13, 1964) is an American actress and television personality. She began her career with supporting roles in Goodfellas (1990), Little Man Tate (1991), Singles (1992), and Batman Forever (1995), followed by lead roles on the legal drama series Civil Wars (1991-1993) and L.A. Law (1993-1994). She portrayed press agent Shauna Roberts on the HBO series Entourage. She starred as Maggie Amato on TV Land's Younger, and alongside her husband Gabriele Corcos in the Cooking Channel series Extra Virgin.

Sutton Foster
Sutton Lenore Foster (born March 18, 1975) is an American actress, singer, and dancer. She is known for her work on the Broadway stage, for which she has been nominated for the Tony Award for Best Actress in a Musical seven times, winning it in 2002 for her role as Millie Dillmount in Thoroughly Modern Millie, and in 2011 for her performance as Reno Sweeney in Anything Goes, a role which she reprised in 2021 for a  London production, scoring a nomination for the Laurence Olivier Award for Best Actress in a Musical. Her other Broadway credits include Grease, Little Women, The Drowsy Chaperone, Young Frankenstein, Shrek the Musical, Violet, The Music Man, Sweeney Todd: The Demon Barber of Fleet Street, and Once Upon a Mattress. On television, Foster played the lead role in the short-lived ABC Family comedy-drama Bunheads from 2012 to 2013. From 2015 to 2021, she starred in the TV Land comedy-drama Younger.
Central Bohemian Uplands
The Central Bohemian Uplands (also known as Central Bohemian Highlands; Czech: České středohoří, Czech pronunciation: [ˈtʃɛskɛː ˈstr̝̊ɛdoɦor̝iː] ⓘ) is a highland and geomorphological mesoregion of the Czech Republic. It is located mostly in the Ústí nad Labem Region.

Most Basin
The Most Basin (also known as North Bohemian Basin; Czech: Mostecká pánev, German: Nordböhmisches Becken) is a structural basin and geomorphological mesoregion of the Czech Republic. It is named after the city of Most. It forms the southwestern and central parts of the Ústí nad Labem Region. It is among the richest European deposits of lignite, which has been extracted here since the second half of 19th century, mostly by extensive surface mining.
Horse latitudes
The horse latitudes are the  latitudes about 30 degrees north and south of the equator. They are characterized by sunny skies, calm winds, and very little precipitation. They are also known as subtropical ridges or highs. It is a high-pressure area at the divergence of  trade winds and the westerlies.

Joint Typhoon Warning Center
The Joint Typhoon Warning Center (JTWC) is a joint United States Navy – United States Air Force command in Pearl Harbor, Hawaii. The JTWC is responsible for the issuing of tropical cyclone warnings in the North-West Pacific Ocean, South Pacific Ocean, and Indian Ocean for all branches of the U.S. Department of Defense and other U.S. government agencies. Their warnings are intended primarily for the protection of U.S. military ships and aircraft, as well as military installations jointly operated with other countries around the world. Its U.S. Navy components are aligned with the Naval Meteorology and Oceanography Command.
Resedaceae
Resedaceae is a family of mostly herbaceous dicotyledonous plants comprising 107 known species in 8 to 12 genera.

11 genera are currently accepted:

Borthwickia W.W.Sm. - 1 species, sometimes placed in its own family Borthwickiaceae

Caylusea A.St.-Hil. - 3 species

Forchhammeria Liebm. - 10 species

Ochradenus Delile - 8 species

Ochradiscus S.Blanco & C.E.Wetzel - 2 species

Oligomeris Cambess. - 3 species

Randonia Coss. - 1 species

Reseda Tourn. ex L. - ca 55 species

Sesamoides Ortega - 1 species

Stixis Lour. - 7 species

Tirania Pierre – 1 species

Gyrostemonaceae
Gyrostemonaceae is a family of plants in the order Brassicales. It comprises 4(-6) genera, totalling about 20 known species. All are endemic to temperate parts of Australia. They are shrubs or small trees with small, often narrow leaves, and small flowers. They are wind-pollinated.
Connected space
In topology and related branches of mathematics, a connected space is a topological space that cannot be represented as the union of two or more disjoint non-empty open subsets. Connectedness is one of the principal topological properties that distinguish topological spaces.

A subset of a topological space  is a connected set if it is a connected space when viewed as a subspace of .

Some related but stronger conditions are path connected, simply connected, and -connected. Another related notion is locally connected, which neither implies nor follows from connectedness.

Fundamental group
In the mathematical  field of algebraic topology, the fundamental group of a topological space is the group of the equivalence classes under homotopy of the loops contained in the space. It records information about the basic shape, or holes, of the topological space. The fundamental group is the first and simplest homotopy group. The fundamental group is a homotopy invariant—topological spaces that are homotopy equivalent (or the stronger case of homeomorphic) have isomorphic fundamental groups. The fundamental group of a topological space  is denoted by .
Berkeley, California
Berkeley (/ˈbɜːrkli/ ⓘ BURK-lee) is a city on the eastern shore of San Francisco Bay in northern Alameda County, California, United States. It is named after the 18th-century Anglo-Irish bishop and philosopher George Berkeley. It borders the cities of Oakland and Emeryville to the south and the city of Albany and the unincorporated community of Kensington to the north. Its eastern border with Contra Costa County generally follows the ridge of the Berkeley Hills. The 2020 census recorded a population of 124,321.

Berkeley is home to the oldest campus in the University of California, the University of California, Berkeley, and the Lawrence Berkeley National Laboratory, which is managed and operated by the university. It also has the Graduate Theological Union, one of the largest religious studies institutions in the world. Berkeley is considered one of the most socially progressive cities in the United States.

Phoebe A. Hearst Museum of Anthropology
The Phoebe A. Hearst Museum of Anthropology (formerly the Robert H. Lowie Museum of Anthropology) is an anthropology museum located in Berkeley, California, on the University of California, Berkeley, campus.
Gloucestershire Cricket Board
The Gloucestershire Cricket Board (GCB) is the governing body for all recreational cricket in the historic county of Gloucestershire.

From 1999 to 2003 the Board fielded a team in the early rounds of English domestic one-day tournament matches, which had List A status. They played a total of seven List A games, winning two.

Yorkshire Cricket Board
The Yorkshire Cricket Board is the governing body for all recreational cricket in the historic county of Yorkshire.

From 1999 to 2003 the Board fielded a team in the English domestic one-day tournament, matches which had List A status.
Prefecture-level city
A prefecture-level city (simplified Chinese: 地级市; traditional Chinese: 地級市; pinyin: Dìjíshì) or prefectural city is an administrative division of the People's Republic of China (PRC), ranking below a province and above a county in China's administrative structure. It usually consists of multiple sub-prefecture-level cities or towns and the surrounding countryside.

Ganzhou
Ganzhou (Chinese: 赣州; pinyin: Gànzhōu), alternately romanized as Kanchow, is a prefecture-level city in the south of Jiangxi province, China, bordering Fujian to the east, Guangdong to the south, and Hunan to the west. Its administrative seat is at Zhanggong District.
Marmion (poem)
Marmion:  A Tale of Flodden Field is a historical romance in verse of 16th-century Scotland and England by Sir Walter Scott, published in 1808. Consisting of six cantos, each with an introductory epistle, and copious antiquarian notes, it concludes with the Battle of Flodden in 1513.

The Lay of the Last Minstrel
The Lay of the Last Minstrel (1805) is a narrative poem in six cantos with copious antiquarian notes by Walter Scott. Set in the Scottish Borders in the mid-16th century, it is represented within the work as being sung by a minstrel late in the 1600s.
Faust (opera)
Faust is a grand opera in five acts by Charles Gounod to a French libretto by Jules Barbier and Michel Carré from Carré's play Faust et Marguerite, in turn loosely based on Johann Wolfgang von Goethe's Faust, Part One. It debuted at the Théâtre Lyrique on the Boulevard du Temple in Paris on 19 March 1859, with influential sets designed by Charles-Antoine Cambon and Joseph Thierry, Jean Émile Daran, Édouard Desplechin, and Philippe Chaperon.

The Bohemian Girl
The Bohemian Girl is an English language Romantic opera composed by Michael William Balfe with a libretto by Alfred Bunn.  The plot is loosely based on a Miguel de Cervantes' tale, La gitanilla.

The best-known aria from the piece is "I Dreamt I Dwelt in Marble Halls" in which the main character, Arline, describes her vague memories of her childhood.  It has been recorded by many artists, most famously by Dame Joan Sutherland, and also by the Norwegian soprano Sissel Kyrkjebø and Irish singer Enya.
Don Airey
Donald Smith Airey (born 21 June 1948) is an English musician. He came to prominence as the keyboardist of the rock band Rainbow during 1979–1982. He has been the keyboardist of Deep Purple since 2002, after the retirement of Jon Lord. In addition to his tenures with Rainbow and Deep Purple, he has had a long and productive career playing with many other rock and metal acts, including Gary Moore, Ozzy Osbourne, Judas Priest, Black Sabbath, Jethro Tull, Whitesnake, Saxon, Wishbone Ash, Colosseum II, Ten, Sinner, Michael Schenker, Empire, Brian May, Divlje jagode and Living Loud. He has also worked with classical composer Andrew Lloyd Webber.

Jon Hiseman
Philip John Albert "Jon" Hiseman (21 June 1944 – 12 June 2018) was an English drummer, recording engineer, record producer, and music publisher. He played with the Graham Bond Organisation, with John Mayall & the Bluesbreakers and later formed what has been described as the "seminal" jazz rock/progressive rock band, Colosseum. He later formed Colosseum II in 1975.

He was married to saxophonist Barbara Thompson from 1967 until his death in 2018, following surgery to remove a brain tumor.
Padmaja Naidu
Padmaja Naidu (17 November 1900 – 2 May 1975) was an Indian freedom fighter and politician who was the 4th Governor of West Bengal from 3 November 1956 to 1 June 1967. She was the daughter of Sarojini Naidu.

List of governors of West Bengal
The governor of West Bengal is the nominal head of the Indian state of West Bengal. The governor is appointed by the president of India. C. V. Ananda Bose is the incumbent governor, having taken office on 18 November 2022.
E. C. John
E. C. John (8 November 1927 – 29 October 2020) was an Indian Old Testament scholar and a member of the Society for Biblical Studies in India. He was also a member of the George Bell Institute at the University of Chichester, Chichester and the Society for Old Testament Study, England.

He was acknowledged for his scholarship of the Old Testament.  G. Babu Rao, one of his earliest pupils specializing in the Old Testament wrote that his professor, E. C. John pointed out parallels for Epiphany and Theophany from Vaishnavism and Saivism respectively.

Nitoy Achümi
N. K. Achümi was a Bible Translator who was Translations Advisor with the United Bible Societies and was based in Nagaland.

As a Linguist, Achümi was involved in the translation and revision of the Bible into Naga languages.  When the Bible in Pochuri language was released in 2014, Achümi's contribution towards the translation was acknowledged.
Peruvian Football Federation
The Peruvian Football Federation (Spanish: Federación Peruana de Fútbol or FPF) is the body that governs Association football in Peru. It was founded on August 23, 1922, and affiliated with FIFA in 1924. It is a member of CONMEBOL since 1925, and directly oversees the Peru national football team, futsal team youth teams, Peruvian Primera División, and the amateur leagues. The Peruvian National football team has won two Copa Américas, six Bolivarian Games titles and qualified for the FIFA World Cup five times.

It is indirectly involved in the organization of the Primera División (today Liga 1), the Liga Femenina, Liga 2, Liga 3, Copa Perú, Copa LFP - FPF and others. It is headquartered in the Villa Deportiva Nacional (VIDENA) on Aviación Avenue 2085 in San Luis, Lima, which is also the training center of most Peruvian sports federations.

Deportivo Municipal
Club Centro Deportivo Municipal, commonly known as Deportivo Municipal, is a Peruvian football club based in Lima, Peru. They are among Peru's most recognizable clubs and enjoy considerable popularity. The bulk of their success came a few years after the club was founded in 1935. The club was a top-flight contender during this period and won four Primera División titles. The club suffered relegation three times in their history: 1967, 2000, and 2007. They have also been champions of the Segunda División on three occasions: 1968, 2006, and 2014, granting them promotion to the first division. They currently compete in the Peruvian Tercera División.

Deportivo Municipal was one of the first Peruvian clubs to participate in a South American international football competition. In 1948, they were invited to the South American Championship of Champions and finished fourth where clubs from seven of the then nine CONMEBOL football associations participated.
The Campbell Playhouse (radio series)
The Campbell Playhouse (1938–1940) was a live CBS radio drama series directed by and starring Orson Welles. Produced by Welles and John Houseman, it was a sponsored continuation of The Mercury Theatre on the Air. The series offered hour-long adaptations of classic plays and novels, as well as adaptations of popular motion pictures.

When Welles left at the end of the second season, The Campbell Playhouse changed format as a 30-minute weekly series that ran for one season (1940–41).

Ray Collins (actor)
Ray Bidwell Collins (December 10, 1889 – July 11, 1965) was an American character actor in stock and Broadway theatre, radio, films, and television. With 900 stage roles to his credit, he became one of the most successful actors in the developing field of radio drama. A friend and associate of Orson Welles for many years, Collins went to Hollywood with the Mercury Theatre company and made his feature-film debut in Citizen Kane (1941), as Kane's political rival. Collins appeared in more than 75 films and had one of his best-remembered roles on television, as Los Angeles homicide detective Lieutenant Arthur Tragg in the CBS-TV series Perry Mason.
Professional wrestling match types
Many types of wrestling matches, sometimes called "gimmick matches" in the jargon of the business, are performed in professional wrestling. Some gimmick matches are more common than others and are often used to advance or conclude a storyline. Throughout professional wrestling's decades-long history, some gimmick matches have spawned many variations of the core concept.

Juventud Guerrera
Eduardo Aníbal González Hernández (born November 23, 1974), better known by his ring name Juventud "Juvi" Guerrera, is a Mexican professional wrestler performing on the independent circuit.

Guerrera is best known for his appearances with the Mexican professional wrestling promotions AAA and Consejo Mundial de Lucha Libre (CMLL) and with the American professional wrestling promotions Extreme Championship Wrestling (ECW), World Wrestling Entertainment (WWE), World Championship Wrestling (WCW), and Total Nonstop Action Wrestling (TNA). Championships held by Guerrera over the course of his career include the AAA Cruiserweight Championship, IWGP Junior Heavyweight Championship, WCW/WWE Cruiserweight Championship, WCW World Tag Team Championship, and WWA International Cruiserweight Championship. "Juventud Guerrera" is Spanish for "Youth Warrior"/"Warrior Youth".
Charles Tate Regan
Charles Tate Regan (1 February 1878 – 12 January 1943) was a British ichthyologist, working mainly around the beginning of the 20th century. He did extensive work on fish classification schemes.

Born in Sherborne, Dorset, he was educated at Derby School and Queens' College, Cambridge and in 1901 joined the staff of the Natural History Museum, where he became Keeper of Zoology, and later director of the entire museum, in which role he served from 1927 to 1938.

Regan was elected Fellow of the Royal Society in 1917.

Regan mentored a number of scientists, among them Ethelwynn Trewavas, who continued his work at the British Natural History Museum.

Ceratioidei
Ceratioidei, the pelagic anglerfishes or deep-sea anglerfishes, is a suborder of marine ray-finned fishes, one of five suborders in the order Lophiiformes, the anglerfishes. These fishes are found in tropical and temperate seas throughout the world, living above the bottom of the deep sea, in the pelagic zone. The esca, the defining feature of all anglerfish groups, are bioluminescent in the deep-sea anglerfishes, attracting prey in the vast darkness of the bathypelagic zone which they inhabit.

The deep-sea anglerfishes exhibit extreme sexual dimorphism; the males are many times smaller than the females. To reproduce, a male seeks out a female, using his sharp teeth-like denticles to clamp onto the female. The details of this sexual parasitism varies between the species; in a number of species the male permanently becomes part of the female, their tissues fusing with each other. This is the only known natural example of a process called parabiosis.
Vine
A vine is any plant with a growth habit of trailing or scandent (that is, climbing) stems, lianas, or runners. The word vine can also refer to such stems or runners themselves, for instance, when used in wicker work.

In parts of the world, including the British Isles, the term "vine" usually applies exclusively to grapevines, while the term "climber" is used for all climbing plants.

Raceme
A raceme (/reɪˈsiːm, rə-/) or racemoid is an unbranched, indeterminate type of inflorescence bearing flowers having short floral stalks along the shoots that bear the flowers. The oldest flowers grow close to the base and new flowers are produced as the shoot grows in height, with no predetermined growth limit. Examples of racemes occur on mustard (genus Brassica), radish (genus Raphanus), and orchid (genus Phalaenopsis) plants.
Graph theory
In mathematics and computer science, graph theory is the study of graphs, which are mathematical structures used to model pairwise relations between objects. A graph in this context is made up of vertices (also called nodes or points) which are connected by edges (also called arcs, links, or lines). A distinction is made between undirected graphs, where edges link two vertices symmetrically, and directed graphs, where edges link two vertices asymmetrically. Graphs are one of the principal objects of study in discrete mathematics.

Partially ordered set
In mathematics, especially order theory, a partial order on a set is an arrangement such that, for certain pairs of elements, one precedes the other. The word partial is used to indicate that not every pair of elements needs to be comparable; that is, there may be pairs for which neither element precedes the other. Partial orders thus generalize total orders, in which every pair is comparable.

Formally, a partial order is a homogeneous binary relation that is reflexive, antisymmetric, and transitive. A partially ordered set (poset for short) is an ordered pair  consisting of a set  (called the ground set of ) and a partial order  on . When the meaning is clear from context and there is no ambiguity about the partial order, the set  itself is sometimes called a poset.