hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Lukáš Csölley
Lukáš Csölley (born 18 June 1990) is a Slovak former competitive ice dancer. With Lucie Myslivečková, he competed at the 2018 Winter Olympics in Pyeongchang, South Korea. With Federica Testa, he won four ISU Challenger Series medals and bronze at the 2015 Winter Universiade. They finished in the top ten at the 2015 and 2016 European Championships.

Lucie Myslivečková
Lucie Myslivečková (born 8 December 1989) is a Czech and Slovak former competitive ice dancer. Representing Slovakia with Lukáš Csölley, she competed at the 2018 Winter Olympics in Pyeongchang, South Korea. Earlier in her career, she represented the Czech Republic with Matěj Novák and Neil Brown. With Novák, she is the 2010 Golden Spin of Zagreb champion and the 2011 Czech national champion.
Assassination Classroom (film)
Assassination Classroom is a 2015 Japanese school science-fiction action comedy film directed by Eiichirō Hasumi and based on the manga series of the same name created by Yūsei Matsui. It was released in Japan on March 21, 2015. A sequel titled Assassination Classroom: Graduation was released in 2016.

Assassination Classroom: Graduation
Assassination Classroom: Graduation (暗殺教室　卒業編, Ansatsu Kyōshitsu: Sotsugyō-hen) is a 2016 Japanese school science fiction action comedy film directed by Eiichirō Hasumi and written by Tatsuya Kanazawa. The film is a sequel to Assassination Classroom (2015), with both films based on the manga series of the same name written and illustrated by Yūsei Matsui. It was released in Japan by Toho on March 25, 2016.
Georg-Maria Schwab
Georg-Maria Schwab (pronounced [ˈɡeːɔʁk maˈʁiːa ʃvaːp], Greek: Γεώργιος Σβαμπ; 3 February 1899 – 23 December 1984) was a German-Greek physical chemist recognised for his important contributions in the field of catalysis and the kinetics thereof.

Schwab's early academic career in Berlin and Würzburg (1923–1928) was characterised by meticulous experimental work as a kineticist, before starting his specialisation in heterogeneous catalysis in Munich (1928–1938). Dismissed by Nazi Germany on anti-Semitic grounds, he emigrated to Greece with the help of his future wife Elly Schwab-Agallidis, where together, they continued conducting physico-chemical research (1939–1950).  Eventually returning to West Germany in the 1950s, Schwab served as professor of physical chemistry in the University of Munich until retirement (1951–1967).

Elly Schwab-Agallidis
Elly Schwab-Agallidis (born Elly Agallidis, Greek: Έλλη Αγαλλίδου, pronounced [ˈeli aɣaˈliðu]; 14 August 1914 – 24 December 2006) was a Greek physicist/physical chemist and one of the first women in Greece to be awarded a PhD in the field. She was the wife of Georg-Maria Schwab, who met her in Munich as the supervisor of the experimental work for her doctoral thesis; the couple then worked together as researchers in the Kanellopoulos Institute after they emigrated in Greece. Her most famous work concerned the properties and reactivity of parahydrogen.
Taxandria juniperina
Taxandria juniperina commonly known as wattie, native cedar, Warren River cedar or juniper myrtle is a species of tree that grows in the south west corner of Western Australia. This plant was previously classified as Agonis juniperina but is now part of the genus Taxandria.
The Noongar peoples know the tree as watti.

Taxandria (plant)
Taxandria is a group of plants in the family Myrtaceae described as a genus in 2007. The entire genus is endemic to Western Australia, growing near the coast in the South West corner of the State.

Most species of Taxandria generally growing as tall shrubs, but Taxandria juniperina grows to tree size (up to 27m) and Taxandria linearifolia can grow as a small tree (up to 5m in height).

species
Durant Motors
Durant Motors is a defunct American multinational automobile manufacturer, previously headquartered in Detroit, Michigan, United States. It was incorporated on January 12, 1921 by William C. Durant, who was the former founder and CEO of General Motors.

The company introduced three automobiles originally, Star, Durant and Flint, but also acquired Locomobile shortly after the initial founding. In addition, Durant Motors added Mason Truck and created a rebadged version of the Star for international markets, called the Rugby. Five production locations were established: Lansing, Michigan; Flint, Michigan; Elizabeth, New Jersey; Oakland, California; and Leaside, Ontario, Canada.

While the company initially amassed good success, slowing sales and poor stock positions up to and subsequently following the 1929 stock market crash caused the company to cease all production in August, 1931. The company went into liquidation in 1933.

Mason Truck
Mason Motors, founded by A. C. Mason in cooperation with William C. Durant, was a U.S. truck manufacturer based in Flint, Michigan. As a subsidiary of Durant Motors, Mason Truck built Road King Speed Trucks in the early 1920s. Mason Motors also built automobile engines in 1911, who first led Buick's engine works in Flint. That company was absorbed by Chevrolet in 1915, but remained under the Chevrolet umbrella until January 1, 1918, when it became known as the Motor and Axle Division of Chevrolet.

There were four separate automobile companies using the name "Mason" between 1898 and 1914 with locations in Massachusetts, Iowa, Illinois and New York. Records show that Mason Motors of Flint, MI was a truck manufacturer and also supplied engines for Buick use, but they did not manufacture passenger automobiles.
Singular: Act II
Singular: Act II is the fourth studio album by American singer Sabrina Carpenter, released on July 19, 2019, by Hollywood Records. The album acts as a sequel to her third studio album Singular: Act I (2018) and was her last official release with Hollywood. Recorded and written from 2017 to 2019, Carpenter originally intended to release a full album entitled Singular but ultimately split up the album due to differences in lyrical content. The album spans pop, R&B and dance genres, featuring personal topics including anxiety and self-reflection.

Four promotional singles were released for the album including "Pushing 20", "Exhale", "In My Bed", and "I'm Fakin". Additionally, the album features a guest appearance from American rapper Saweetie. The album received generally positive reviews from music critics, and debuted at number 138 on the US Billboard 200.

Singular: Act I
Singular: Act I is the third studio album by American singer Sabrina Carpenter. It was released on November 9, 2018, through Hollywood Records. Carpenter began work on the album shortly after the release of her second studio album, Evolution (2016). The dance-pop album is themed around self-empowerment and marked the first time where all songs on an album were co-written by Carpenter. In support of the album, Carpenter embarked on the Singular Tour in March 2019.

Two singles were released for the album including "Almost Love" and "Sue Me" while "Paris" and "Bad Time" were released as promotional singles. Additionally, singles "Why" and "Alien" were not on the album's tracklist but were instead included  on the Japanese edition of the album. The album received critical acclaim from music critics, and debuted at number 103 on the US Billboard 200. The album itself is the first half of a two-piece project, being supplemented by Singular: Act II (2019).
WWE 2K24
WWE 2K24 is a professional wrestling sports video game developed by Visual Concepts and published by 2K. It is the twenty-fourth overall installment of the video game series based on WWE, the tenth game under the WWE 2K banner, and the successor to WWE 2K23. It was released on March 8, 2024 for PlayStation 4, PlayStation 5, Windows, Xbox One, and Xbox Series X/S.

WWE 2K24 received generally favorable reviews upon release, with critics considering it to largely consist of incremental improvements and refinements over its predecessor. The follow-up title, WWE 2K25, was released on March 14, 2025.

WWE 2K23
WWE 2K23 is a 2023 professional wrestling sports video game developed by Visual Concepts and published by 2K. It is the twenty-third overall installment of the video game series based on WWE, the ninth game under the WWE 2K banner, and the successor to WWE 2K22. It was released on March 14, 2023, for PlayStation 4, PlayStation 5, Windows, Xbox One, and Xbox Series X/S.

WWE 2K23 received generally favorable reviews upon release, and it is the highest-rated professional wrestling video game since WWE '13. The follow-up title, WWE 2K24, was released on March 8, 2024. The online servers for WWE 2K23 were shut down on January 6, 2025.
Luohu, Shenzhen
Luohu District is a district of Shenzhen, China, located north of the New Territories of Hong Kong, east of Futian District, southeast of Longgang District, southwest of Pingshan District, and west of Yantian District. It is one of the oldest parts of the city, having represented Shenzhen as a fishing village before 1953 and a market town from 1953 to 1979, when Bao'an County was promoted to a prefecture-level city and renamed Shenzhen.

Futian, Shenzhen
Futian District (simplified Chinese: 福田区; traditional Chinese: 福田區; pinyin: Fútián Qū; Jyutping: fuk1tin4 keoi1) is one of the nine districts comprising the city of Shenzhen, China. The district is home to the government and Municipal Committee of Shenzhen, as well as one of the city's central business district (CBD).
Government House, Jersey
Government House is the official residence of the lieutenant governor of Jersey. The building is situated in the parish of St Saviour in Jersey. It is also used for ceremonial functions, receptions and meetings with visiting foreign dignitaries and heads of state. It is also the official residence of the Duke of Normandy (currently King Charles III) as head of state when staying in Jersey.

Lieutenant Governor of Jersey
The lieutenant governor of Jersey (Jèrriais: Gouvèrneux d'Jèrri, "Governor of Jersey"), properly styled the lieutenant-governor of Jersey (French: Lieutenant-Gouverneur de Jersey), is the representative of the British monarch in the Bailiwick of Jersey, a dependency of the British Crown.

Presently, there is no governor of Jersey (French: Gouverneur de Jersey), the role having devolved its responsibilities onto the lieutenant governors and then been discontinued in 1854. The position of lieutenant governor is now itself largely ceremonial, with day-to-day responsibility over most functions of government overseen by the Chief Minister of Jersey and judicial and certain other official matters overseen by the Bailiff of Jersey.
Gustav Kirchhoff
Gustav Robert Kirchhoff (German: [ˈgʊstaːf ˈʁoːbɛʁt ˈkɪʁçhɔf]; 12 March 1824 – 17 October 1887) was a German physicist and mathematician who contributed to the fundamental understanding of electrical circuits, spectroscopy, and the emission of black-body radiation by heated objects. He coined the term black body in 1860.

Several different sets of concepts are named "Kirchhoff's laws" after him, which include Kirchhoff's circuit laws, Kirchhoff's law of thermal radiation, Kirchhoff's diffraction formula, and Kirchhoff's law of thermochemistry.

The Bunsen–Kirchhoff Award for spectroscopy is named after Kirchhoff and his colleague, Robert Bunsen.

Kirchhoff's circuit laws
Kirchhoff's circuit laws are two equalities that deal with the current and potential difference (commonly known as voltage) in the lumped element model of electrical circuits. They were first described in 1845 by German physicist Gustav Kirchhoff. This generalized the work of Georg Ohm and preceded the work of James Clerk Maxwell. Widely used in electrical engineering, they are also called Kirchhoff's rules or simply Kirchhoff's laws. These laws can be applied in time and frequency domains and form the basis for network analysis.

Both of Kirchhoff's laws can be understood as corollaries of Maxwell's equations in the low-frequency limit. They are accurate for DC circuits, and for AC circuits at frequencies where the wavelengths of electromagnetic radiation are very large compared to the circuits.
Sinbad and the Eye of the Tiger
Sinbad and the Eye of the Tiger is a 1977 fantasy adventure film directed by Sam Wanamaker and featuring stop-motion effects by Ray Harryhausen. The film stars Patrick Wayne, Taryn Power, Jane Seymour and Patrick Troughton. The third and final Sinbad film released by Columbia Pictures, it follows The 7th Voyage of Sinbad (1958) and The Golden Voyage of Sinbad (1973).

The 7th Voyage of Sinbad
The 7th Voyage of Sinbad is a 1958 American fantasy adventure film directed by Nathan Juran and starring Kerwin Mathews, Kathryn Grant, Torin Thatcher, Richard Eyer, and Alec Mango. It was distributed by Columbia Pictures and produced by Charles H. Schneer.

It was the first of three Sinbad feature films from Columbia, the later two from the 1970s being The Golden Voyage of Sinbad (1973) and Sinbad and the Eye of the Tiger (1977). All three Sinbad films were conceptualized by Ray Harryhausen using Dynamation, the full color widescreen stop-motion animation technique that he created.

While similarly named, the film does not follow the storyline of the tale "The Seventh Voyage of Sinbad the Sailor" but instead has more in common with the Third and Fifth voyages of Sinbad.

The 7th Voyage of Sinbad was selected in 2008 for preservation in the United States National Film Registry by the Library of Congress as being "culturally, historically, or aesthetically significant".
Evans, Moore & Woodbridge
Evans, Moore, and Woodbridge was an American architectural firm in early to mid-twentieth-century New York City. Through partner, Frederick James Woodbridge, FAIA, it was a predecessor firms Adams and Woodbridge, which estimated in 1953 that the firm and its predecessors (including Evans, Moore & Woodbridge, Adams & Prentice (1929–1941), and Malmfeldt, Adams & Woodbridge) had been responsible for "about 100 residences and alterations."

Adams & Prentice
Adams & Prentice, Malmfeldt, Adams & Prentice, and Malmfeldt, Adams & Woodbridge were a series of American architectural firms in mid-twentieth-century New York City, with Adams & Prentice (fl. 1929–1941) being the most well-known, all established by architect Lewis Greenleaf Adams, AIA with various partners. The series of partnerships were the predecessor firms of the influential firm Adams & Woodbridge (fl. 1945–1974), which was functional from 1945 to 1974 with partners Adams and Frederick James Woodbridge, FAIA, formerly of the firm Evans, Moore & Woodbridge. Adams & Woodbridge later estimated in 1953 that their firm and its above-mentioned predecessor firms had been responsible for “about 100 residences and alterations.” In 1929, the office was located at 15 West 38th Street, Manhattan.
Paul A. Baran
Paul Alexander Baran (/ˈbærən/; 30 August 1909 – 26 March 1964) was an American Marxian economist. In 1951, he was promoted to full professor at Stanford University and became the only tenured Marxist teaching economics in the U.S. until his death in 1964. He wrote The Political Economy of Growth in 1957, and then co-authored with Paul Sweezy the seminal economics text, Monopoly Capital, published posthumously in 1966.

Paul Sweezy
Paul Marlor Sweezy (April 10, 1910 – February 27, 2004) was an American Marxist economist, political activist, publisher, and founding editor of the long-running magazine Monthly Review. He is best remembered for his contributions to economic theory as one of the leading Marxian economists of the second half of the 20th century.
Kimberly Yee
Kimberly Yee (born February 23, 1974) is an American politician serving as the 45th Arizona state treasurer. She is the first Asian-American woman elected to the Arizona State Legislature.

A member of the Republican Party, she was elected to the Arizona House of Representatives for the 10th legislative district from 2011 to 2013 and the Arizona Senate for the 20th legislative district from 2013 until 2019. She was elected to the position of Arizona state treasurer on November 6, 2018. As Treasurer, Kimberly Yee is currently the highest-ranking statewide elected Republican in Arizona.

Yee announced her candidacy for Arizona governor in May 2021 but withdrew from the Republican nomination race in January 2022 to run for reelection as treasurer.

State Treasurer of Arizona
The state treasurer of Arizona is a constitutional officer in the executive branch of government of the U.S. state of Arizona. Forty-five individuals have occupied the office of state treasurer since statehood. The incumbent is Kimberly Yee, a Republican.
Zalabiyeh
Zalabiyeh (Arabic: زلابية) is a fritter or doughnut found in several cuisines across the Arab world, West Asia and some parts of Europe influenced by the former. The fritter version is made from a semi-thin batter of wheat flour which is poured into hot oil and deep-fried. The earliest known recipe for the dish comes from a 10th-century Arabic cookbook and was originally made by pouring the batter through a coconut shell. Zalabiyeh differs from lokma in that it is made from batter rather than yeast dough, though the names are sometimes used interchangeably.

Lokma
Lokma is a dessert made of leavened and deep-fried dough balls, soaked in syrup or honey, sometimes coated with cinnamon or other ingredients. The dish was described as early as the 13th century by al-Baghdadi as luqmat al-qādi (لُقْمَةُ ٱلْقَاضِيِ), "judge's morsels".
Decumanus
In Roman urban planning, a decumanus was an east–west-oriented road in a Roman city or castrum (military camp). The main decumanus of a particular city was the decumanus maximus, or most often simply "the decumanus". In the rectangular street grid of the typical Roman city plan, the decumanus was crossed by the perpendicular cardo, a north–south street.

In a military camp, the decumanus connected the Porta Praetoria (closest to the enemy) to the Porta Decumana (away from the enemy).

In the center – called groma – of a city or castrum, the decumanus maximus crossed the perpendicular cardo maximus, the primary north–south road. The forum was normally located close to this intersection.

Cardo
A cardo (pl.: cardines) was a north–south street in ancient Roman cities and military camps as an integral component of city planning. The cardo maximus, or most often the cardo, was the main or central north–south-oriented street.
Index Kewensis
The 1893 Index Kewensis (IK), maintained by the Royal Botanic Gardens, Kew, is a publication that aims to register all botanical names for seed plants at the rank of species and genera. It later came to include names of taxonomic families and ranks below that of species.

The Index is currently maintained as part of the International Plant Names Index in combination with the Gray Herbarium and Australian Plant Name indexes. This database is anticipated to complete the task of creating a complete list of plant names, although it does not determine which are accepted species names.

International Plant Names Index
The International Plant Names Index (IPNI) describes itself as "a database of the names and associated basic bibliographical details of seed plants, ferns and lycophytes." Coverage of plant names is best at the rank of species and genus. It includes basic bibliographical details associated with the names. Its goals include eliminating the need for repeated reference to primary sources for basic bibliographic information about plant names.

The IPNI also maintains a list of standardized author abbreviations. These were initially based on Brummitt & Powell (1992), but new names and abbreviations are continually added.
Surrey Championships
The Surrey Championships  also known as the Surrey Grass Court Championships  and the Surrey County Championships was a men's and women's international tennis event originally founded in 1882 as the Berrylands Club Tournament. In 1890 the former tournament's name was changed to the Surbiton Open that featured the first Surrey County Championships. The tournament was first played in Richmond then later in Surbiton, Surrey, England on outdoor grass courts. It ran for 73 editions from 1890 to 1981 and after a period of 18 years re-emerged as the Surbiton Trophy.

Surbiton Trophy
The Surbiton Trophy was a tennis tournament for male and female professional players played on grass courts. The event was held annually in Surbiton, England, from 1997 through 2008 as part of the ATP Challenger Series and ITF Women's Circuit. In 2009, it was replaced by the Aegon Trophy in Nottingham. In 2015, the event resumed on both the ATP Challenger Tour and ITF Women's Circuit. It was the successor tournament to the Surrey Championships (1890–1981) also played at the same venue and location. The mixed event came to an end in 2024.

The tournament was not held in 2020 and 2021 because of the COVID-19 pandemic, but returned in 2022.

Jim Thomas is the doubles record holder with four titles, while Kristina Brandi is the singles record holder with three titles, including back to back wins.

As of 2023, Yanina Wickmayer became the first person to win both the singles and doubles titles in the same year.
Intransitive dice
A set of dice is intransitive (or nontransitive) if it contains  dice,  with the property that  rolls higher than  more than half the time,  rolls higher than  more than half the time, and so on, but  does not roll higher than  more than half the time. In other words, a set of dice is intransitive if the binary relation – X rolls a higher number than Y more than half the time – on its elements is not transitive.  More simply,  normally beats ,  normally beats , but  does not normally beat .

It is possible to find sets of dice with the even stronger property that, for each die in the set, there is another die that rolls a higher number than it more than half the time.  This is different in that instead of only " does not normally beat " it is now " normally beats ". Using such a set of dice, one can invent games which are biased in ways that people unused to intransitive dice might not expect (see example).

Dice
A die (pl.: dice, sometimes also used as sg.) is a small, throwable object with marked sides that can rest in multiple positions. Dice are used for generating random values, commonly as part of tabletop games, including dice games, board games, role-playing games, and games of chance.

A traditional die is a cube with each of its six faces marked with a different number of dots (pips) from 1 to 6. When thrown or rolled, the die comes to rest showing a random integer from one to six on its upper surface, with each value being equally likely. Dice may also have other polyhedral or irregular shapes, may have faces marked with numerals or symbols instead of pips and may have their numbers carved out from the material of the dice instead of marked on it. Loaded dice are specifically designed or modified to favor some results over others, for cheating or entertainment purposes.