hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Wood Badge
Wood Badge is a Scout leader training program, first implemented by The Boy Scouts Association in the United Kingdom in 1919 and subsequently adopted, with variations, by some other Scout organizations. Wood Badge courses teach Scout leadership skills and instil an ideological bond and commitment to the organizations. Courses generally have theory and practical phases followed by a practice project. Scouters who complete the course are awarded a pair of wood beads on each end of a leather thong, from a necklace of beads Robert Baden-Powell claimed to have taken from the African chief Dinizulu.

Scout leader
Scout leader, Scoutmaster, Scouter, Scout Advisor or Scout Counsellor generally refers to the trained adult leader of a Scout unit.  The terms used vary from country to country, over time, and with the type of unit.
2023 Mexico City ePrix
The 2023 Mexico City ePrix known for sponsorships reasons as the 2023 Hankook Mexico City E-Prix was a Formula E electric car race held at the Autódromo Hermanos Rodríguez in the centre of Mexico City on 14 January 2023. It served as the opening round of the 2022–23 Formula E season and the seventh edition of the event.

2022–23 Formula E World Championship
The 2022–23 ABB FIA Formula E World Championship was the ninth season of the FIA Formula E championship, a motor racing championship for electrically powered vehicles recognised by motorsport's governing body, the Fédération Internationale de l'Automobile (FIA), as the highest class of competition for electric open-wheel racing cars. It saw the debut of the third generation of championship regulations.

The reigning Team's Champions, Mercedes-EQ Formula E Team, did not return to defend the title. Envision Racing superseded them as the new Teams' Champions, clinching the title at the final race, ahead of their engine supplier, Jaguar TCS Racing.

Jake Dennis, driving for Avalanche Andretti Formula E, won his first-ever World Championship with one race to spare in London.
Welcome to the Outcast's Restaurant!
Welcome to the Outcast's Restaurant! (Japanese: 追放者食堂へようこそ！, Hepburn: Tsuihōsha Shokudō e Yōkoso!) is a Japanese light novel series written by Yūki Kimikawa and illustrated by Gaou. It was serialized online between October 2018 to September 2020 on the user-generated novel publishing website Shōsetsuka ni Narō. It was later acquired by Overlap, who have published three volumes since June 2019 under their Overlap Novels imprint. A manga adaptation with art by Tsumumi has been serialized online via Overlap's Comic Gardo website since September 2019 and has been collected in ten tankōbon volumes. An anime television series adaptation produced by OLM aried from July to September 2025.

Shōsetsuka ni Narō
Shōsetsuka ni Narō (小説家になろう; lit. "Let's Become a Novelist") is a Japanese novel self-publishing website created by Yusuke Umezaki (梅崎 祐輔, Umezaki Yūsuke). It was launched on April 2, 2004. Users can upload their novels free of charge and the novels are also free to read. As of December 2022, the site hosts close to 1,000,000 novels, has over 2,300,000 registered users and it receives over 1 billion page views per month.

Over one hundred novel series uploaded to the site have been acquired by various publishers, such as Log Horizon, serialized from 2010 before being acquired by Enterbrain in 2011, and The Irregular at Magic High School, which was serialized between 2008 and 2011 before being acquired by ASCII Media Works.

Futabasha's light novel imprint Monster Bunko was established on July 30, 2014, which exclusively publishes series that originated on Shōsetsuka ni Narō.
Jacques Lemaire
Jacques Gérard Lemaire (born September 7, 1945) is a Canadian former ice hockey forward and head coach who was inducted into the Hockey Hall of Fame in 1984. He spent his entire twelve-year National Hockey League (NHL) playing career with the Montreal Canadiens (1967–1979) and was a part of eight Stanley Cup championship teams in 1968, 1969, 1971, 1973, 1976, 1977, 1978 and 1979. In 2017, Lemaire was named one of the "100 Greatest NHL Players".

Lemaire was an NHL head coach for seventeen seasons with the Canadiens (1983–1985), New Jersey Devils (1993–1998, 2009–2011) and Minnesota Wild (2000–2009). One of 24 coaches with 600 wins (as of 2025), Lemaire led the Devils to their first Stanley Cup in the 1994–95 season.

After retiring at the end of the 2010–11 NHL season, Lemaire accepted a position as special assignment coach for the Devils. He most recently worked as a special assignment coach for the New York Islanders, a position he previously held with the Toronto Maple Leafs.

1977 Stanley Cup Final
The 1977 Stanley Cup Final was the championship series of the National Hockey League's (NHL) 1976–77 season, and the culmination of the 1977 Stanley Cup playoffs. It was contested between the Boston Bruins and the defending champion Montreal Canadiens. The Bruins were making their first appearance in the final series since their loss in the 1974 Final. The Canadiens would win the best-of-seven series four games to none, to win their second straight Stanley Cup championship, and 20th overall.
Polish Army in France (1939–1940)
The Polish Army in France formed in France under the command of General Władysław Sikorski (and hence sometimes known as Sikorski's Army) in late 1939, after the fall of Poland resulting from the Polish Defensive War. About 85,000 troops were in the process of being organized into fighting formations (four infantry divisions, two independent brigades and air support) when the Battle of France started. The army was partially destroyed in the hostilities, but over 20,000 soldiers were evacuated and formed a new Polish army in the United Kingdom.

The creation of Polish formations in France marked the beginnings of the Polish Armed Forces in the West.

1st Grenadier Division (Poland)
The 1st Grenadier Division (French: 1ère Division des Grenadiers; Polish: 1. Dywizja Grenadierów) was a Polish infantry formation raised in France during the Phoney War. The division was created as a part of the Polish Army in France following the Invasion of Poland. The division fought in the Battle of France in 1940.
Dale Dike Reservoir
Dale Dike Reservoir or Dale Dyke Reservoir (grid reference SK240913) is a reservoir in the north-east Peak District, in the City of Sheffield, South Yorkshire, England, a mile (1.6 km) west of Bradfield and eight miles (13 km) from the centre of Sheffield, on the Dale Dike, a tributary of the River Loxley.

Along with three other reservoirs around the village of Bradfield – Agden, Damflask and Strines – it was constructed between 1859 and 1864 by the Sheffield Waterworks Company to guarantee a supply of water to power the mills downstream and to supply drinking water to the growing population of Sheffield. The architect was John Gunson.

Yorkshire Water
Yorkshire Water is a British water supply and treatment utility company servicing West Yorkshire, South Yorkshire, the East Riding of Yorkshire, part of North Lincolnshire, most of North Yorkshire and part of Derbyshire, in England. The company has its origins in the Yorkshire Water Authority, one of ten regional water authorities created by the Water Act 1973, and privatised under the terms of the Water Act 1989, when Yorkshire Water plc, the parent company of the Yorkshire Water business, was floated on the London Stock Exchange. The parent company was Kelda Group in 1999.  
In February 2008, Kelda Group was bought by a consortium of infrastructure funds.

It is regulated under the Water Industry Act 1991.
Mercedes of Orléans
María de las Mercedes of Orléans (24 June 1860 – 26 June 1878) was Queen of Spain as the first wife of King Alfonso XII. She was born in Madrid, the daughter of Prince Antoine, Duke of Montpensier, and Infanta Luisa Fernanda of Spain.

Prince Antoine, Duke of Montpensier
Prince Antoine, Duke of Montpensier (Antoine Marie Philippe Louis d'Orléans; 31 July 1824 – 4 February 1890), was a member of the House of Orléans. He was the youngest son of King Louis Philippe I and his wife Maria Amalia of the Two Sicilies. He was styled as the Duke of Montpensier.
Grifters (band)
Grifters is an indie rock/alternative rock band based in Memphis who have released albums on Darla Records, Doink, Sonic Noise, Shangri-La Records, and Sub Pop Records. The band released five studio albums from 1992 to 1997. In the years following 1997, the band had breaks in activity with some members pursuing other musical projects and with the band sporadically touring in the years after. However, in recent years they have continued to tour on a consistent basis and have stated interest in recording new material. The band has released and reissued some of their material on Bandcamp.

Shangri-La Records
Shangri-La Projects is a record label in Memphis, Tennessee that grew out of and split off from the Shangri-la Record store in Memphis, Tennessee, and released several of the seminal records of the early 1990s Memphis indie scene. It also manufactured and distributed records for the Sugar Ditch label.
Mombi District
Mombi District (Persian: بخش ممبی) is in Bahmai County, Kohgiluyeh and Boyer-Ahmad province, Iran. Its capital is the city of Qaleh Mombi, whose population at the time of the 2016 National Census 668 people in 156 households.

Qaleh Mombi
Qaleh Mombi (Persian: قلعه ممبي) is a city in, and the capital of, Mombi District of Bahmai County, Kohgiluyeh and Boyer-Ahmad province, Iran. As a village, it was the capital of Bahmai-ye Garmsiri-ye Shomali Rural District until its capital was transferred to the village of Gerd-e Kuchak.
Peter Schöffer the Younger
Peter Schöffer the Younger (c. 1480–1547) was a German printer, the son of Peter Schöffer, a former apprentice of Johannes Gutenberg, and a grandson of Gutenberg's financier Johann Fust. He first worked in Mainz, where he set up his first workshop. He was an expert type caster, and his specialty was printing music. Schöffer moved to Worms in 1518, where he printed among other works the Tyndale Bible, which was the first mass-produced English edition of the New Testament, and the first complete German Protestant translation of the Bible. Later in life, he also worked in Straßburg, Venice and Basel.

Peter Schöffer
Peter Schöffer or Petrus Schoeffer (c. 1425 – c. 1503) was an early German printer, who studied in Paris and worked as a manuscript copyist in 1451 before apprenticing with Johannes Gutenberg and joining Johann Fust, a goldsmith, lawyer, and money lender.

Among his best-known works are the 1457 Mainz Psalter, the 1462 Bible or Biblia pulcra, and the 1484 Herbarius latinus.
Kristi Pursell
Kristi Achor Pursell (born February 9, 1981) is an American politician serving in the Minnesota House of Representatives since 2023. A member of the Minnesota Democratic–Farmer–Labor Party (DFL), Pursell represents District 58A in southern Minnesota, which includes the city of Northfield and parts of Dakota, Rice, and Scott Counties.

Northfield, Minnesota
Northfield is a city in Rice County, Minnesota, United States. A small portion lies in the adjacent Dakota County. The population was 20,790 at the 2020 census. Northfield is 40 mi (64 km) south of the downtowns of Minneapolis and St. Paul and is an exurb of the Minneapolis–St. Paul metropolitan area. It is home to two private liberal arts colleges, Carleton College and St. Olaf College.
Jean-Louis Tauran
Jean-Louis Pierre Tauran (French: [ʒɑ̃lwi toʁɑ̃]; 5 April 1943 – 5 July 2018) was a French cardinal of the Catholic Church. When he died, he had been the president of the Pontifical Council for Interreligious Dialogue since 2007 and Camerlengo of the Holy Roman Church since the end of 2014. He was made a cardinal in 2003 and was the Cardinal Protodeacon from 2011 to 2014. His earlier career included almost thirty years in the diplomatic service of the Holy See and several years as the Vatican's chief archivist and librarian.

Camerlengo of the Holy Roman Church
The camerlengo of the Holy Roman Church (pl. Camerlenghi) is an office of the papal household that administers the property and revenues of the Holy See. Formerly, his responsibilities included the fiscal administration of the Patrimony of Saint Peter. As regulated in the apostolic constitution Pastor bonus of 1988, the camerlengo is always a cardinal, though this was not the case prior to the 15th century. His heraldic arms are ornamented with two keys – one gold, one silver – in saltire, surmounted by an ombrellino, a canopy or umbrella of alternating red and yellow stripes. These also form part of the coat of arms of the Holy See during a papal interregnum (sede vacante). The camerlengo has been Kevin Farrell since his appointment by Pope Francis on 14 February 2019. The vice camerlengo has been Archbishop Ilson de Jesus Montanari since 1 May 2020.
Utuado, Puerto Rico
Utuado (Spanish pronunciation: [uˈtwaðo]) is a town and municipality of Puerto Rico located in the central mountainous region of the island known as the Cordillera Central. It is located north of Adjuntas and Ponce; south of Hatillo and Arecibo; east of Lares; and west of Ciales and Jayuya. It is the third-largest municipality in land area in Puerto Rico (after Arecibo and Ponce). According to the 2020 US Census, the municipality has a population of 28,287 spread over 24 barrios and Utuado pueblo (the downtown area and the administrative center of the city).

Utuado is the main municipality of the Utuado micropolitan statistical area and is part of the San Juan-Caguas-Fajardo Combined Statistical Area.

Jayuya, Puerto Rico
Jayuya (Spanish pronunciation: [xaˈʝuʝa]) is a town and municipality of Puerto Rico located in the mountainous center region of the island, north of Ponce; east of Utuado; and west of Ciales. Jayuya is spread over 10 barrios and Jayuya Pueblo (the downtown and administrative center of the city). It is the principal city of the Jayuya Micropolitan Statistical Area.

Named after the Taíno tribal leader, Hayuya, Jayuya is known for its skilled wood carvers. Among its monuments are the statue of Nemesio Canales and the bust of Hayuya, both by the Puerto Rican sculptor Tomás Batista.
Cup product
In mathematics, specifically in algebraic topology, the cup product is a method of adjoining two cocycles of degree  and  to form a composite cocycle of degree .  This defines an associative (and distributive) graded commutative product operation in  cohomology, turning the cohomology of a space  into a graded ring, , called the cohomology ring.  The cup product was introduced in work of J. W. Alexander, Eduard Čech and Hassler Whitney from 1935–1938, and, in full generality, by Samuel Eilenberg in 1944.

Graded ring
In mathematics, in particular abstract algebra, a graded ring is a ring such that the underlying additive group is a direct sum of abelian groups  such that ⁠⁠. The index set is usually the set of nonnegative integers or the set of integers, but can be any monoid. The direct sum decomposition is usually referred to as gradation or grading.

A graded module is defined similarly (see below for the precise definition). It generalizes graded vector spaces. A graded module that is also a graded ring is called a graded algebra. A graded ring could also be viewed as a graded ⁠⁠-algebra.

The associativity is not important (in fact not used at all) in the definition of a graded ring; hence, the notion applies to non-associative algebras as well; e.g., one can consider a graded Lie algebra.
Henriette Caillaux
Henriette Caillaux (born 5 December 1874 – 29 January 1943) was a Parisian socialite and second wife of the former Prime Minister of France, Joseph Caillaux. On 16 March 1914, she shot and killed Gaston Calmette, editor of the newspaper Le Figaro.

Joseph Caillaux
Joseph-Marie-Auguste Caillaux (French: [ʒozɛf maʁi oɡyst kajo]; 30 March 1863 – 22 November 1944) was a French politician of the Third Republic.   He was a leader of the French Radical Party and Minister of Finance, but his progressive views in opposition to the military alienated him from conservative elements. He was accused of corruption, but was cleared by a parliamentary commission. This political weakness strengthened the right wing elements in the Radical Party.
Japanese submarine I-162
I-62, later I-162, was a Kaidai-class cruiser submarine of the KD4 sub-class built for the Imperial Japanese Navy (IJN) during the 1920s and completed in 1930. She served throughout World War II, supporting the Japanese invasion of Malaya, taking part in the Battle of Midway, carrying out diversionary operations in support of the evacuation of Japanese forces from Guadalcanal, and conducting war patrols in the Indian Ocean. Late in the war, she became involved in supporting and training for kaiten suicide attack torpedo operations. She surrendered to the Allies at the end of the war in 1945, and the United States Navy scuttled her in 1946.

Japanese submarine I-166
I-66, later I-166, was a Kaidai-class cruiser submarine of the KD5 sub-class completed for the Imperial Japanese Navy in 1932. She served during World War II, supporting the Japanese invasion of Malaya and the invasion of Sarawak, taking part in the Battle of Midway, and conducting numerous war patrols in the Indian Ocean before being sunk in July 1944.
2 Tone Records
2 Tone Records was an English independent record label that mostly released ska and reggae-influenced music with a punk rock and pop music overtone. It was founded by Jerry Dammers of the Specials and backed by Chrysalis Records.

Jerry Dammers
Jeremy David Hounsell Dammers (born 22 May 1955) is a British musician who was a founder, keyboard player and primary songwriter of the Coventry-based ska band the Specials (also known as the Special A.K.A.) and later the Spatial AKA Orchestra. Through his foundation of the record label Two Tone, his work blending political lyrics and punk with Jamaican music, and his incorporation of 1960s retro clothing, Dammers is a pivotal figure of the ska revival. He has also been acknowledged in his work for racial unity.
Mathematical chess problem
A mathematical chess problem is a mathematical problem which is formulated using a chessboard and chess pieces. These problems belong to recreational mathematics. The most well-known problems of this kind are the eight queens puzzle and the knight's tour problem, which have connection to graph theory and combinatorics. Many famous mathematicians studied mathematical chess problems, such as, Thabit, Euler, Legendre and Gauss. Besides finding a solution to a particular problem, mathematicians are usually interested in counting the total number of possible solutions, finding solutions with certain properties, as well as generalization of the problems to N×N or M×N boards.

Knight's tour
A knight's tour is a sequence of moves of a knight on a chessboard such that the knight visits every square exactly once. If the knight ends on a square that is one knight's move from the beginning square (so that it could tour the board again immediately, following the same path), the tour is "closed", or "re-entrant"; otherwise, it is "open".

The knight's tour problem is the mathematical problem of finding a knight's tour. Creating a program to find a knight's tour is a common problem given to computer science students. Variations of the knight's tour problem involve chessboards of different sizes than the usual 8 × 8, as well as irregular (non-rectangular) boards.
Anna Stout
Anna Paterson Stout, Lady Stout (née Logan; 29 September 1858 – 10 May 1931) was a  feminist social reformer campaigning for equal rights and education for women in both New Zealand and Great Britain. She was a founding member of the Women's Christian Temperance Movement in New Zealand, the National Council of Women of New Zealand and helped found the New Zealand Society for the Protection of Women and Children as well as playing a part in the British Suffragette movement.

National Council of Women of New Zealand
The National Council of Women of New Zealand (Māori: Te Kaunihera Wahine o Aotearoa) was established in 1896, three years after women in New Zealand won the right to the vote, as an umbrella organisation uniting a number of different women's societies that existed in New Zealand at that time. Its founding president was Kate Sheppard, who had led the campaign for women's suffrage. The NCWNZ went into recess in 1906 but was reformed in 1919. As of 2021, the NCWNZ remains a leading and influential organisation that works to achieve gender equality in New Zealand. Since 1896, members have agreed resolutions by majority vote at national conferences, which form policies for the NCWNZ's work. These resolutions inform submissions made by the NCWNZ to Parliament, government departments and other organisations.
Wellness Trail
The Wellness Trail is a shared use path for cyclists and pedestrians running alongside the Deer Park Bypass in the western suburbs of Melbourne, Victoria, Australia.

The trail is named the Wellness Trail and is signed as such, once only, at its most easterly end. Regardless of this naming, the trail is signed as the Western Fwy Path from one end to the other. Adding to the confusion is that it connects to the Western Ring Road Trail.

M80 Trail
The M80 Trail (previously known as the Western Ring Road Trail) is a shared-use path for cyclists and pedestrians that bridges the northern suburbs and follows the Western Ring Road/Metropolitan Ring Road (M80) freeway in Melbourne, Australia.
Australia women's national goalball team
Goalball is a team sport designed specifically for athletes with a vision impairment.  Australia commenced its involvement in the sport in 1980.  Its women's team has completed in trans-Tasman competitions, the IBSA World Goalball Championships, and the Paralympic Games.

About 2015, the women's squad adopted the name 'Aussie Belles', whilst the men's squad became 'Aussie Storm'.

Goalball World Championships
The IBSA Goalball World Championships is an international goalball tournament held every four years, since 1978, between Paralympic Games goalball tournaments. It is organised by the International Blind Sports Federation (IBSA) Goalball Subcommittee.

A 'world' youth-level championships was created in 2005.  It was not officially recognised in the Rules until the 2014–2017 version, and has no prescribed selection process unlike the World Championships or Paralympic Games tournaments.  Games are undertaken with the standard 1.25 kilograms (2.8 lb) competition ball.  In December 2024, it was determined to hold the youth championships in odd-numbered years, commencing from 2026.

Qualification for the World Championships is usually through Africa, Asia-Pacific, America, and Europe regional championships.
Santa Paula, California
Santa Paula is a city in Ventura County, California, United States. Situated amid the orchards of the Santa Clara River Valley, the city advertises itself to tourists as the "Citrus Capital of the World". Santa Paula was one of the early centers of California's petroleum industry. The Union Oil Company Building, the founding headquarters of the Union Oil Company of California in 1890, now houses the California Oil Museum. The population was 30,657 at the 2020 census, up from 29,321 at the 2010 census.

Unocal Corporation
Union Oil Company of California, and its holding company Unocal Corporation, together known as Unocal /ˈjuːnoʊkæl/ was a major petroleum explorer and marketer in the late 19th century, through the 20th century, and into the early 21st century. It was headquartered in El Segundo, California, United States.

Unocal was involved in domestic and global energy projects. Unocal was one of the key players in the CentGas consortium, which attempted to build the Trans-Afghanistan Pipeline to run from the Caspian area, through Afghanistan, to the Indian Ocean, at a time after the Taliban siege of Kabul in 1996.

On August 10, 2005, Chevron acquired Unocal for US$17.9 billion (equivalent to $27.5 billion in 2025), making it a wholly owned subsidiary. Unocal then ceased operations as an independent company, but continues to conduct many operations as Union Oil Company of California, a Chevron company.