hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Ross Ormiston
Ross William Ormiston was a New Zealand cricketer born on 19 October 1955, in New Plymouth. He played 56 first-class matches for Central Districts & Wellington without being selected for the Black Caps. In 1981–1982 he and Evan Gray added 226 for Wellington against Central Districts.

Wellington cricket team
The Wellington Firebirds are one of six New Zealand men's first-class cricket teams that make up New Zealand Cricket.
It is based in Wellington. It competes in the Plunket Shield first class (4-day) competition, The Ford Trophy domestic one day competition and the Men's Super Smash Twenty20 competition.

The Wellington Cricket Association was formed in 1875. It is New Zealand's oldest cricket association.
Tibet Federation of Trade Unions
The Tibet Federation of Trade Unions, or Tibet Autonomous Regional Federation of Trade Unions (TARFTU; Chinese: 西藏自治区总工会), a regional branch of the All-China Federation of Trade Unions (ACFTU), was formally established in September 1965 in Lhasa following the establishment of the Tibet Autonomous Region.

All-China Federation of Trade Unions
The All-China Federation of Trade Unions (ACFTU) is the national trade union center and people's organization of the People's Republic of China. It is the largest trade union in the world with 302 million members in 1,713,000 primary trade union organizations. The ACFTU is divided into 31 regional federations and 10 national industrial unions. The ACFTU is the country's sole legally mandated trade union, with which all enterprise-level trade unions must be affiliated. There has been dispute over whether ACFTU is an independent trade union or a trade union at all. The federation owns a higher education institution—the China University of Labor Relations.
Swedish Infantry Officers' College
The Swedish Infantry Officers’ College (Swedish: Infanteriets officershögskola, InfOHS) was an officers’ college in the Swedish Army which operated in various forms from 1915 to 1995. The staff was located to Linköping Garrison.

Halland Regiment
The Halland Regiment (Swedish: Hallands regemente), designations I 16 and I 16/Fo 31, was a Swedish Army infantry regiment that traced its origins back to the 16th century. The regiment's soldiers were originally recruited from the provinces of Västergötland and Dalsland, but it was later garrisoned in Halland. The unit was disbanded as a result of the disarmament policies set forward in the Defence Act of 2000.
Georgy Shpak
Georgy Ivanovich Shpak (Russian: Георгий Иванович Шпак; born 8 September 1943) is a retired Russian Airborne Forces colonel general. He finished his military career as the commander of the Russian Airborne Forces from 1996 to 2003, and afterwards he was the governor of Ryazan Oblast, Russia from 2004 to 2008.

Commander of the Russian Airborne Forces
The Commander of the Russian Airborne Forces (Russian: Командующий воздушно-десантными войсками России) is a general officer position that is tasked with leading the Russian Airborne Forces. The office is part of the Airborne Forces Command and reports to the Chief of the General Staff.
Seshat
Seshat (Ancient Egyptian: 𓋇𓏏𓁐, romanized: sšꜣt, lit. 'Female Scribe', under various spellings) was the ancient Egyptian goddess of writing, wisdom, and knowledge. She was seen as a scribe and record keeper. She was also credited with inventing writing. She became identified as the goddess of measurement, accounting, architecture, science, astronomy, mathematics, geometry, history and surveying. She was variously depicted as the wife, daughter, or feminine counterpart of Thoth, who was also associated with knowledge, astronomy, measurement, and writing.

Palermo Stone
The Palermo Stone is one of seven surviving fragments of a stele known as the Royal Annals of the Old Kingdom of Ancient Egypt. The stele contained a list of the kings of Egypt from the First Dynasty (c. 3150–2890 BCE) through to the early part of the Fifth Dynasty (c. 2498–2345 BCE) and noted significant events in each year of their reigns. It was probably made during the Fifth Dynasty. The Palermo Stone is held in the Regional Archeological Museum Antonio Salinas in the city of Palermo, Italy, from which it derives its name.

The Palermo Stone and other fragments of the Royal Annals preserve what is probably the oldest historical text that has survived from Ancient Egypt and form a key source for Egyptian history in the Old Kingdom.
Jessica Sigsworth
Jessica Lucy Sigsworth (born 13 October 1994) is an English former professional footballer who played as a striker for Manchester United, Sheffield United, Notts County, Doncaster Rovers Belles and Leicester City, and has represented England at numerous youth levels.

Sigsworth won the Golden Boot award for most goals scored during the 2017–18 FA WSL 2 season and the 2018–19 FA Women's Championship.

Women's FA Cup
The Women's FA Challenge Cup is the top annual cup tournament for women's clubs in English football. Founded in 1970, it has been named the WFA Cup, FA Women's Cup, and now Women's FA Cup (currently known as the Adobe Women's FA Cup for sponsorship reasons).

Designed as an equivalent to the FA Cup in men's football, the competition began in 1970–71 as the Mitre Challenge Trophy, organised by the Women's Football Association (WFA). There were 71 entrants, including teams from Scotland and Wales.

The WFA ran the competition for the first 23 editions, during which time Southampton won the cup eight times. The Football Association (FA) began administering English women's football in mid-1993.

Arsenal holds the record for most titles overall, having won fourteen times. The current cup holders are Chelsea, who defeated Manchester United 3–0 in the 2025 final to win their sixth FA Cup title.
Lisasion
Lisasion is a form of erosion where the earth is eroded by intentional human action.

Lisasion is described by Michael Selby in his book Earth's changing surface: an introduction to geomorphology as "the erosion of land, most commonly along rivers and coastlines, by intentional human action." Lisasion only applies to intentional human action, whereby humans deliberately erode the landscape for reasons including for recreation, hazard management and all forms of construction and demolition.

Geomorphology
Geomorphology (from Ancient Greek  γῆ (gê) 'earth'  μορφή (morphḗ) 'form' and  λόγος (lógos) 'study') is the scientific study of the origin and evolution of topographic and bathymetric features generated by physical, chemical or biological processes operating at or near Earth's surface. Geomorphologists seek to understand why landscapes look the way they do, to understand landform and terrain history and dynamics and to predict changes through a combination of field observations, physical experiments and numerical modeling. Geomorphologists work within disciplines such as physical geography, geology, geodesy, engineering geology, archaeology, climatology, and geotechnical engineering. This broad base of interests contributes to many research styles and interests within the field.
Cheam Range
The Cheam Range (pronounced /ʃiːˈæm/ or /ʃiːˈɛm/) is a mountain range in the Fraser Valley region of the Lower Mainland of British Columbia near the city of Chilliwack. The region is also a part of the Skagit Range of the Canadian Cascades and contains many rugged peaks.

The western peaks in the range—Cheam, Lady, Baby Munday and Stewart—are known in areas of the Fraser Valley where they are visible, as the "Four Sisters".  The eastern peaks in the range are referred to as the Lucky Four Group because of their proximity to the abandoned Lucky Four Mine; the glacier in the cirque formed by Welch and Foley is called the Lucky Four Glacier. Foley, Welch and Stewart commemorate partners in Foley, Welch and Stewart, an important contractor in early British Columbia responsible for building the Pacific Great Eastern Railway and other projects.

The highest point is the Welch Peak.

Skagit Range
The Skagit Range (/ˈskædʒɪt/ SKAJ-it, Nooksack: Nexwx̠ex̠tsán) is a subrange of the Cascade Range in southwestern British Columbia, Canada and northwestern Washington, United States, which are known in Canada as the Canadian Cascades or, officially, the Cascade Mountains. It is also known in the Nooksack language as Nexwx̠ex̠tsán. The Skagit Range lies to the west of the Skagit River and east and north of the Chilliwack River and flanks the Upper Fraser Valley region of British Columbia's Lower Mainland.

Of the three subranges of the Canadian Cascades—the Skagit, Hozameen, and Okanagan ranges—the Skagit is the most mountainous. It continues north to the Fraser River, sometimes using different local names. The Hope Mountains, and the "Anderson River Group" are separated from the main Skagit Range by distinct natural boundaries, but are otherwise similar in character.
Gwenhwyfach
Gwenhwyfach (Middle Welsh: Gwenhwyvach, Middle Welsh: Gwenhwywach, or Middle Welsh: Gwenhwyach; sometimes anglicized to Guinevak) was a sister of Gwenhwyfar (Guinevere) in medieval Welsh Arthurian legend. The tradition surrounding her is preserved in fragmentary form in two Welsh Triads and the Mabinogi tale of Culhwch and Olwen.

Middle Welsh
Middle Welsh (Welsh: Cymraeg Canol, Middle Welsh: Kymraec) is the label attached to the Welsh language of the 12th to 15th centuries, of which much more remains than for any earlier period. This form of Welsh developed directly from Old Welsh (Welsh: Hen Gymraeg).
Megillah (Talmud)
Masekhet Megillah (Hebrew: מסכת מגילה, lit. 'Tractate Scroll') is a tractate in Seder Moed of the Babylonian and Jerusalem Talmuds. It deals with laws and stories relating to Purim, a Jewish holiday originating from the Book of Esther. Megillah continues to dictate how Purim is celebrated in Jewish communities worldwide to this day.

Posek
In Jewish law, a posek (Hebrew: פוסק [poˈsek], pl. poskim, פוסקים‎ [posˈkim]) is a legal scholar who determines the application of halakha, the Jewish religious laws derived from the written and Oral Torah, in cases of Jewish law where previous authorities are inconclusive, or in those situations where no clear halakhic precedent exists.

The decision of a posek is known as a psak halakha ("ruling of law"; pl. piskei halakha) or simply a "psak". Piskei halakha are generally recorded in the responsa literature.
Wani (scholar)
Wani (王仁) originally known as Wanikishi (和邇吉師), was a semi-legendary scholar who is said to have been sent to Japan by Paekche of southwestern Korea during the reign of Emperor Ōjin. He used to be associated with the introduction of the Chinese writing system to Japan.

He is considered one of the three most influential Toraijins alongside Yuzuki no Kimi and Achi no Omi during the Kofun period.

Government of Paekche
Paekche was one of the Three Kingdoms of Korea which lasted from 18 BCE to 660 CE. The establishment of a centralized state in Paekche is usually traced to the reign of King Goi, who may have first established patrilineal succession. Like most monarchies, a great deal of power was held by the aristocracy. King Seong, for example, strengthened royal power, but after he was slain in a disastrous campaign against Silla, the nobles took much of that power away from his son.

The Hae clan and the Jin clan were the representative royal houses who had considerable power from the early period of Paekche, and they produced many queens over several generations. The Hae clan was probably the royal house before the Buyeo clan (扶餘氏) replaced them, and both clans appear descended from the lineage of Buyeo and Goguryeo. The "Great Eight Families" (Sa, Yeon, Hyeop, Hae, Jin, Guk, Mok, and Baek) were powerful nobles in the Sabi era, recorded in Chinese records such as Tongdian.
Willem Frans Van Kerckhoven
Willem Frans Van Kerckhoven, or Guillaume François van Kerckhoven (28 January 1853 – 10 August 1892) was a Belgian soldier, explorer, colonial administrator who was active in the service of the International Association of the Congo and the subsequent Congo Free State. He is known for his extended expedition through the Uele River basin and onward towards the Nile, which was responsible for the deaths of over 1,800 people and established a Belgian presence in the region. Van Kerckhoven died in an accident before reaching the Nile.

Bomokandi River
The Bomokandi River  is a river in the Congo Basin in the Democratic Republic of the Congo.

The river originates in the southeast of Haut-Uélé province near Gombari, and flows in a ENE direction through Haut-Uélé and Bas-Uélé past Rungu and Poko to join the Uele River at Bambili.
1961 Clare Senior Hurling Championship
The 1961 Clare Senior Hurling Championship was the 66th staging of the Clare Senior Hurling Championship since its establishment by the Clare County Board in 1887.

Ruan entered the championship as the defending champions.

The final was played on 3 September 1961 at Cusack Park in Ennis, between Whitegate and Newmarket-on-Fergus, in what was their first ever meeting in the final. Whitegate won the match by 5–07 to 3–09 to claim their second championship title overall and a first championship title in 11 years.

1960 Clare Senior Hurling Championship
The 1960 Clare Senior Hurling Championship was the 65th staging of the Clare Senior Hurling Championship since its establishment by the Clare County Board in 1887.

Ruan entered the championship as the defending champions.

The final was played on 28 August 1960 at Cusack Park in Ennis, between Ruan and Scariff, in what was their first ever meeting in the final. Ruan won the match by 6–09 to 3–10 to claim their fourth championship title overall and a second championship title in succession.
Marginalism
Marginalism is a theory of economics that attempts to explain the discrepancy in the value of goods and services by reference to their secondary, or marginal, utility. It states that the reason why the price of diamonds is higher than that of water, for example, owes to the greater additional satisfaction of the diamonds over the water. Thus, while the water has greater total utility, the diamond has greater marginal utility.

Although the central concept of marginalism is that of marginal utility, marginalists, following the lead of Alfred Marshall, drew upon the idea of marginal physical productivity in explanation of cost. The neoclassical tradition that emerged from British marginalism abandoned the concept of utility and gave marginal rates of substitution a more fundamental role in analysis. Marginalism is an integral part of mainstream economic theory.

St. Petersburg paradox
The St. Petersburg paradox or St. Petersburg lottery is a paradox involving the game of flipping a coin where the expected payoff of the lottery game is infinite but nevertheless seems to be worth only a very small amount to the participants. The St. Petersburg paradox is a situation where a naïve decision criterion that takes only the expected value into account predicts a course of action that presumably no actual person would be willing to take. Several resolutions to the paradox have been proposed, including the impossible amount of money a casino would need to continue the game indefinitely.

The problem was invented by Nicolas Bernoulli, who stated it in a letter to Pierre Raymond de Montmort on September 9, 1713. However, the paradox takes its name from its analysis by Nicolas' cousin Daniel Bernoulli, one-time resident of Saint Petersburg, who in 1738 published his thoughts about the problem in the Commentaries of the Imperial Academy of Science of Saint Petersburg.
Glen Innes Severn
Glen Innes Severn is a local government area in the New England region of New South Wales, Australia. The council serves an area of 5,487 square kilometres (2,119 sq mi) and is located adjacent to the New England Highway. The council was formed by the amalgamation of Severn Shire and Glen Innes City Council.

New England (New South Wales)
New England is a geographical region in the north of the state of New South Wales, Australia, about 60 km (37 mi) inland from the Tasman Sea. The area includes the Northern Tablelands (or New England Tablelands) and the North West Slopes regions. As of 2021, New England had a population of 185,560, with over a quarter of the people living in the area of Tamworth Regional Council.
Weightlifting at the 2025 National Games of China
Weightlifting is part of the 2025 National Games of China held in Guangdong, Hong Kong and Macau, and is being contested from November 10 to 20. Both men and women are competing in the deprecated 2018-2025 IWF categories, as planning for this event began in 2021.

The competition program at the National Games mirrors that of the Olympic Games, as only medals for the total achieved are awarded, but not for individual lifts in either the snatch or clean and jerk. Likewise, an athlete failing to register a snatch result cannot advance to the clean and jerk.

2025 National Games of China
The 15th National Games of China (simplified Chinese: 中华人民共和国第十五届运动会; traditional Chinese: 中華人民共和國第十五屆運動會; Portuguese: 15.ª edição dos Jogos Nacionais da República Popular da China), was a multi-sports event held throughout Guangdong, Hong Kong and Macau from 9 to 21 November 2025 (though some events took place before the Games started). It was the third time Guangdong had hosted the National Games, after 1987 and 2001, and the first time the two special administrative regions of China; Hong Kong and Macau, have hosted the National Games. It is also the first time in the history of the National Games that it is co-hosted by multiple provinces.
Ballet flat
Ballet flats or ballet pumps are a style of shoe. The appearance is inspired by women's ballet shoes, with a very thin heel or the appearance of no heel at all.

Ballet flats are fashionably versatile as they are often worn with both formal and casual attire.

Ballet shoe
A ballet shoe, or ballet slipper, is a lightweight shoe designed specifically for ballet dancing. It may be made from soft leather, canvas, or satin, and has flexible, thin full or split soles. Traditionally, women wear pink shoes and men wear white or black shoes. Skin-colored slippers—which are unobtrusive and thus give the appearance of dancing barefoot—are worn in modern ballets and sometimes modern dancing by both men and women.

Typically, in a ballet class, male dancers wear ballet slippers throughout the class whereas female dancers wear ballet slippers at the beginning and then may change into pointe shoes.
Sharknado 2: The Second One
Sharknado 2: The Second One is a 2014 American made-for-television film and a sequel to the 2013 television film Sharknado and the second installment in the Sharknado film series. It was directed by Anthony C. Ferrante, with Ian Ziering and Tara Reid reprising their roles from the first film. The film premiered on July 30, 2014, and was the highest-premiering film on the Syfy Channel.

In the film, Fin Shepard travels to New York with April Wexler and attempts to stop a group of sharknadoes that appear there.

The third film, Sharknado 3: Oh Hell No!, was released on July 22, 2015.

Live with Kelly and Mark
Live with Kelly and Mark (or simply Live) is an American syndicated morning talk show hosted by Kelly Ripa and Mark Consuelos. Executive produced by Michael Gelman, the Live with... show formula has aired under various hosts since 1983 locally on WABC-TV in New York City and 1988 nationwide. As of 2016, it is produced by WABC.

With roots in A.M. Los Angeles and A.M. New York, Live began as The Morning Show, hosted by Regis Philbin and Cyndy Garvey; the show rose to national prominence as Live with Regis and Kathie Lee when Philbin was joined by Kathie Lee Gifford. Gifford was followed by Ripa. The franchise has had longstanding success and has won the Daytime Emmy Award for Outstanding Talk Show and Outstanding Talk Show Hosts. Since April 2023, the show has been hosted by Ripa and her husband, Mark Consuelos. Prior to Consuelos, Ripa previously co-hosted the show with Philbin, Michael Strahan, and Ryan Seacrest.
2010 American Express – TED Open
The 2010 American Express – TED Open was a professional tennis tournament played on outdoor hard courts. It was the twenty-fourth edition of the tournament which is part of the 2010 ATP Challenger Tour. It took place in Istanbul, Turkey between 9 and 15 August 2010.

2010 ATP Challenger Tour
The ATP Challenger Tour is the secondary professional tennis circuit organized by the ATP. The 2010 ATP Challenger Tour calendar comprises 13 top tier Tretorn SERIE+ tournaments, and approximately 150 regular series tournaments, with prize money ranging from $35,000 up to $150,000.
2012 KNSB Dutch Allround Championships
The 2012 KNSB Dutch Allround Championships in speed skating were held at the Thialf ice stadium in Heerenveen, Netherlands from 4 to 5 February 2012. The tournament is part of the 2011/2012 speed skating season.

KNSB Dutch Allround Championships
The Dutch Allround Championships of speed skating, organised by the Royal Dutch Speed Skating Association (KNSB), is the official Dutch championship to determine the Dutch Allround champion, in contrast to the KNSB Dutch Single Distance Championships, which determines a Dutch champion for each distance. The Allround distance championships date back to 1901 for men and 1955 for women.
Aulneuse River
The Aulneuse River (French: rivière Aulneuse) is a tributary of the south shore of the St. Lawrence River. This river flows through the municipalities of Saint-Apollinaire and the town of Lévis (Saint-Nicolas sector), in the administrative region of Chaudière-Appalaches, in Quebec, in Canada.

Lévis
Lévis (French pronunciation: [levi] ⓘ) is a city in eastern Quebec, Canada, located on the south shore of the St. Lawrence River, opposite Quebec City. A ferry links Old Quebec with Old Lévis, and two bridges, the Quebec Bridge and the Pierre-Laporte Bridge, connect western Lévis with Quebec City.

The population in 2021 was 149,683. Its current incarnation was founded on January 1, 2002, as the result of a merger among ten cities, including the older city of Lévis founded in 1861.

Lévis is also the name of a territory equivalent to a regional county municipality (TE) and census division (CD) of Quebec, coextensive with the city of Lévis. Its geographical code is 25 as a census division, and 251 as an RCM-equivalent territory.
Tilata
Tilata (Aymara tilaña light, light ray, to set in row, -ta a suffix, "set in row", also spelled Telata) is a 5,336-metre-high (17,507 ft) mountain in the Cordillera Real in the Bolivian Andes. It is located in the La Paz Department, Murillo Province, La Paz Municipality. Tilata is situated south of the mountain Llamp'u, north-west of Qala Uyu (Khala Huyo) and north-east of Wayna Potosí. Tilata Lake lies east of the mountain.

Cordillera Real (Bolivia)
The Cordillera Real is a mountain range in the South American Altiplano of Bolivia, forming part of the Andes. This range of fold mountains, largely composed of granite, is located southeast of Lake Titicaca, and east of the Bolivian capital of La Paz. The range stretches 125 km in length and 20 km in width. Even though it is only 17° south of the Equator, the Cordillera Real is relatively densely glaciated. This is due to its proximity to the Amazon lowlands with its associated moist air masses.