hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
King of the Ring (1988)
The 1988 King of the Ring was the fourth annual King of the Ring professional wrestling tournament produced by the World Wrestling Federation. The tournament was held on October 16, 1988 at the Providence Civic Center in Providence, Rhode Island as a special non-televised house show. The 1988 tournament was won by Ted DiBiase. when he defeated Randy Savage in the final In addition to the tournament, there was only one other match during the night. In this match Jim Duggan defeated Dino Bravo (with Frenchy Martin) in a flag match. Duggan pinned Bravo when Martin accidentally hit Bravo with the flag.

Frenchy Martin
Jean Gagné (July 19, 1947 – October 21, 2016) was a Canadian professional wrestler and manager, best known under the ring name Frenchy Martin. During his World Wrestling Federation heyday in the 1980s as the manager of Canadian wrestler Dino Bravo, he was known for his trademark sign that read "USA is not OK". He is also known for his work in Canada’s Stampede Wrestling and in Puerto Rico's World Wrestling Council.
Alexander of Athens
Alexander (Gr. Ἀλέξανδρος) of Athens was a comic poet, the son of Aristion, whose name occurs in an inscription given in Böckh, who refers it to the 145th Olympiad in 200 BC.  There seems also to have been a poet of the same name who was a writer of the Middle Comedy, quoted by the Scholiast on Homer, and Aristophanes and Athenaeus.

Athenaeus
Athenaeus of Naucratis (/ˌæθəˈniːəs/; Ancient Greek: Ἀθήναιος ὁ Nαυκρατίτης or Nαυκράτιος, Athēnaios Naukratitēs or Naukratios; Latin: Athenaeus Naucratita) was an ancient Greek rhetorician and grammarian, flourishing about the end of the 2nd and beginning of the 3rd century AD. The Suda says only that he lived in the times of Marcus Aurelius, but the contempt with which he speaks of Commodus, who died in 192, implies that he survived that emperor. He was a contemporary of Adrantus.

Athenaeus himself states that he was the author of a treatise on the thratta, a type of fish mentioned by Archippus and other comic poets, and of a history of the Syrian kings. Both works are lost. Of his works, only the fifteen-volume Deipnosophistae mostly survives.
Diego Castro III
Angelo Diego Keithley Castro III, simply known as Diego Castro III (born November 30, 1975), is a Filipino actor and broadcaster. He has appeared in over forty movies and dozens of television shows, and was a part of the youth-oriented shows, Gimik and T.G.I.S. He served as the news anchor for One Balita Pilipinas with Cheryl Cosim on One PH from 2022 to 2023 and One News Now on One News from 2023 to 2024. On February 19, 2024, together with his wife Angela Lagunzad, began anchoring a new hybrid news program called Brunch which still currently airs Monday to Friday, 10am to 11am on One News.

T.G.I.S.
T.G.I.S. is a Philippine television drama series broadcast by GMA Network. Directed by Mark A. Reyes and later Dominic Zapata, it stars Bobby Andrews, Angelu de Leon, Onemig Bondoc, Michael Flores, Raven Villanueva, Red Sternberg, Dingdong Dantes, Antoinette Taus, Sunshine Dizon and Anne Curtis. It premiered on August 12, 1995, on the network's Saturday line up. The series concluded on November 27, 1999, with a total of 233 episodes.

The series is streaming online on YouTube. A film, T.G.I.S.: The Movie was released on January 4, 1997, by Viva Films and GMA Films.
Beware of Blondes (1950 film)
Beware of Blondes (French: Méfiez-vous des blondes) is a 1950 French crime film directed by André Hunebelle and starring Raymond Rouleau, Martine Carol and Claude Farell. It is part of the trilogy of films featuring reporter Georges Masse. It was preceded by Mission in Tangier in 1949 and followed by Massacre in Lace (1952). It was shot at the Francoeur Studios in Paris. The film's sets were designed by the art director Lucien Carré.

Francoeur Studios
The Francoeur Studios are film production studios in Paris. In 1926 Bernard Natan's Rapid Films set up production at the location, before in 1929 it was merged with the Pathé conglomerate under Natan's overall control. In the postwar era it was part of the Franstudio complex along with the Joinville and Saint-Maurice Studios. In the 1970s it was used for shooting television. Since 1999 it has been the headquarters of La Fémis.
Silvering
Silvering is the chemical process of coating a non-conductive substrate such as glass with a reflective substance, to produce a mirror.  While the metal is often silver, the term is used for the application of any reflective metal.

Reflectance
The reflectance of the surface of a material is its effectiveness in reflecting radiant energy. It is the fraction of incident electromagnetic power that is reflected at the boundary. Reflectance is a component of the response of the electronic structure of the material to the electromagnetic field of light, and is in general a function of the frequency, or wavelength, of the light, its polarization, and the angle of incidence. The dependence of reflectance on the wavelength is called a reflectance spectrum or spectral reflectance curve.
Eyton upon the Weald Moors
Eyton is a village and civil parish in Shropshire, England on the south-west edge of the Weald Moors, north of Wellington.

Naturalist Thomas Campbell Eyton (1809-1880) was born at Eyton Hall and owned the Eyton estate from succeeding to it in 1855.

Wellington, Shropshire
Wellington is a market town and a civil parish in the borough of Telford and Wrekin, Shropshire, England. It is situated 3 miles (4.8 km) north-west of Telford and 12 miles (19 km) east of Shrewsbury, near the western terminus of the M54 motorway. The summit of The Wrekin lies 3 miles to the south-west. Wellington’s population was 25,554 in the 2011 census.
2018 Sydney to Hobart Yacht Race
The 2018 Sydney to Hobart Yacht Race was the 74th annual running of the Sydney to Hobart Yacht Race. Hosted by the Cruising Yacht Club of Australia and sponsored by Rolex, it began at Sydney Harbour at 13:00 on 26 December 2018, before heading south for 628 nautical miles (1,163 km) via the Tasman Sea, Bass Strait, Storm Bay and up the River Derwent, to cross the finish line in Hobart, Tasmania. This race marked the 20 year anniversary of the 1998 Sydney to Hobart Yacht Race, when 6 sailors died due to severe weather.

A fleet of 85 boats contested the race and 79 finished. Line honours were claimed by Wild Oats XI in a time of 1 day, 19 hours, 17 minutes and 21 seconds. The Tattersall's Cup went to Alive (Duncan Hine), the first Tasmanian boat to win handicap since 1979.

Tasman Sea
The Tasman Sea is a marginal sea of the South Pacific Ocean, situated between Australia and New Zealand. It measures about 2,000 km (1,200 mi) across and about 2,800 km (1,700 mi) from north to south. The sea was named after the Dutch explorer Abel Janszoon Tasman, who in 1642 was the first known European to cross it. British explorer Lieutenant James Cook later extensively navigated the Tasman Sea in the 1770s during his three voyages of exploration.

The Māori people of New Zealand call this sea Te Moana-a-Rehua meaning 'the sea of Rehua' which clashes with the Pacific waters named Te Tai-o-Whitirea ('the sea of Whitirea') – after Whitirea, Rehua's lover – at Cape Reinga, the northernmost tip of North Island.
WWF International Heavyweight Championship
The WWF International Heavyweight Championship is a former championship recognized by the Capitol Wrestling Corporation, the World Wrestling Federation, New Japan Pro-Wrestling, and the Universal Wrestling Federation.

Capitol Wrestling Corporation
Capitol Wrestling Corporation (CWC) was an American sports promotion company. Run by Vincent J. McMahon from the 1950s until the 1980s, the company was originally a professional wrestling and professional boxing promotion and later became the holding company for the World Wide Wrestling Federation (WWWF), later the World Wrestling Federation (WWF). In 1982, the CWC was acquired by Titan Sports, Inc., owned by Vincent J. McMahon's son, Vince McMahon. The CWC was the precursor to today's WWE, currently run by Nick Khan as president and owned by TKO Group Holdings.
NE (complexity)
In computational complexity theory, the complexity class NE is the set of decision problems that can be solved by a non-deterministic Turing machine in time O(kn) for some k.

NE, unlike the similar class NEXPTIME, is not closed under polynomial-time many-one reductions.

Nondeterministic Turing machine
In theoretical computer science, a nondeterministic Turing machine (NTM) is a theoretical model of computation whose governing rules specify more than one possible action when in some given situations. That is, an NTM's next state is not completely determined by its action and the current symbol it sees, unlike a deterministic Turing machine.

NTMs are sometimes used in thought experiments to examine the abilities and limits of computers. One of the most important open problems in theoretical computer science is the P versus NP problem, which (among other equivalent formulations) concerns the question of how difficult it is to simulate nondeterministic computation with a deterministic computer.
SS Ski Jäger Battalion "Norwegen"
The SS Ski Jäger Battalion "Norway" (Norwegian: SS-Skijegerbataljon "Norge", German: Freiwilligen-Schikompanie-Norwegen) was a combat battalion unit within the German Waffen-SS, the armed wing of the Schutzstaffel. It consisted of a majority of volunteers from Norway, and some enlisted German soldiers. Most officers and non-commissioned officers were Norwegian.

It was formed in February 1942 and attached to the 6th SS Mountain Division Nord (although the company was formally a police unit). By the winter of 1943 the company was designated as a combat battalion, with three full infantry companies and a staff company. For almost its entire career, the battalion was part of the 6th SS Mountain Division "Nord", fighting on the Karelian Front in Finland.

In the Battle of Kaprolat in 24–26 June 1944, more than 150 of the battalion's soldiers went missing in action, when two of the battalion's positions (with a total of 190 soldiers) were overrun.

Squad
In military terminology, a squad is among the smallest of military organizations and is led by a non-commissioned officer. NATO and U.S. doctrine define a squad as an organization "larger than a team, but smaller than a section", while U.S. Army doctrine further defines a squad as a "small military unit typically containing two or more fire teams. It typically contains
a dozen Soldiers or less." In the Australian, British and Canadian Armed Forces the equivalent of a squad is a section.

The Canadian Forces Manual of Drill and Ceremonial defines a squad as "a small military formation of less than platoon size which is adopted to teach drill movements. (escouade)".

A squad can also be an ad hoc group of soldiers assigned to a task, for example, a firing squad.
Ralph Ridley
Ralph Henry Ridley (14 April 1904 – ?) was an English professional footballer who played as a goalkeeper in the Football League for Ashington and York City and in non-League football for Chopwell and Consett.

Ashington A.F.C.
Ashington Association Football Club is a football club based in Ashington, Northumberland, England. They are currently members of the Northern Premier League Division One East and play at Woodhorn Lane.

Formed in 1883, the club have played in a number of local and regional leagues, including the Northern Alliance, the East Northumberland League, the North Eastern League, the Midland League, Wearside League and the North Regional League. They were a founding member of the Football League Third Division North in 1921 and are the northernmost team to have played in the Football League. The club were later founder members of the Northern Premier League in 1968 and have been in the Northern League since 1970.
Golders Green Jewish Cemetery
Golders Green Jewish Cemetery, usually known as Hoop Lane Jewish Cemetery, is a Jewish cemetery in Golders Green, London NW11. It is maintained by a joint burial committee representing members of the West London Synagogue and the S&P Sephardi Community (the Spanish and Portuguese Jews Congregation).

Spanish and Portuguese Jews
Spanish and Portuguese Jews, also called Western Sephardim, Iberian Jews, or Peninsular Jews, are a distinctive sub-group of Sephardic Jews who are largely descended from Jews who lived as New Christians in the Iberian Peninsula during the few centuries following the forced expulsion of unconverted Jews from Spain in 1492 and from Portugal in 1497. They should therefore be distinguished both from the descendants of those expelled in 1492 and from the present-day Jewish communities of Spain and Portugal.

The main present-day communities of Spanish and Portuguese Jews exist in the Netherlands, the United Kingdom, the United States and Canada, and several other Jewish communities in the Americas have Spanish and Portuguese Jewish roots though they no longer follow the distinctive customs of the Spanish and Portuguese Jews.
Jan Nieuwenhuyzen
Jan Nieuwenhuijzen (1 September 1724 in Haarlem – 24 February 1806 in Monnickendam) was a Dutch Mennonite teacher and minister.

He was first trained to be a book seller and in 1743 he entered the guild in Haarlem. He married the poet Gezina Wijnalda, a niece of Age Wijnalda in 1751. He then sold his printing offices in 1758 after training at the Mennonite seminary in Amsterdam to become a minister. He served in Middelharnis 1758–1763, Aardenburg 1763–1771, and Monnikendam 1771–1806. In 1784, along with his son Martinus who became a doctor in Edam, he founded the society "Genoodschap van Konsten en Wetenschappen, onder de zinspreuk: Tot Nut van 't Algemeen", most often called Maatschappij tot Nut van't Algemeen, or simply Het Nut.

Middelharnis
Middelharnis (Dutch pronunciation: [ˌmɪdəlˈɦɑrnɪs] ⓘ) is a town and former municipality in the western Netherlands, in the province of South Holland, on the island of Goeree-Overflakkee. The town had a population of about 6,800 in 2012. On 1 January 2013, Middelharnis merged with Goedereede, Dirksland, and Oostflakkee into the new municipality of Goeree-Overflakkee.
Jackie Lance
Jackie Lindsey (competed as Jackie Lance) (born June 9, 1974) is a Canadian softball shortstop, second base, and right fielder.

Born  in Grande Prairie, Alberta, Lance began playing softball at age eight, and is a graduate of the University of New Mexico (as Jackie Van Hooydonk).  She was a part of the Canadian Softball team which finished eighth at the 2000 Summer Olympics and fifth at the 2004 Summer Olympics.

Right fielder
A right fielder, abbreviated RF, is the outfielder in baseball or softball who plays defense in right field. Right field is the area of the outfield to the right of a person standing at home plate and facing towards the pitcher's mound. In the numbering system used to record defensive plays, the right fielder is assigned the number 9.
Dome Thong
Dome Thong (Thai: โดมทอง; RTGS: Dome-Thong; lit: Golden Dome; international title: The Dome of Mystery
) is a Thai television series or lakorn. It remake from a 1999 lakorn of the same name (lead role by Sarunyu Wongkrachang).

Remake
A remake is a film, television series, video game, song or similar form of entertainment that is based upon and retells the story of an earlier production in the same medium—e.g., a "new version of an existing film". A remake tells the same story as the original but uses a different set of casts, and may use actors from the original, alter the theme, or change the flow and setting of the story. In addition, since a remake is released some time after the original work, it may incorporate new technologies, enhancements, and techniques that had not existed or been commonly used when the original work was created. Similar but not synonymous terms are reimagining or reboot, which indicates a greater discrepancy between, for example, a movie and the movie it is based on.
Lewis Winans Ross
Lewis Winans Ross (December 8, 1812 –  October 29, 1895) was an American attorney, merchant, and politician. He served two non-consecutive terms on the Illinois House of Representatives from 1840 to 1842 and 1844 to 1846, and was U.S. Representative from Illinois's 9th congressional district between 1863 and 1869. He was widely known as an antiwar Peace Democrat or Copperhead during the American Civil War.

Illinois's 9th congressional district
The 9th congressional district of Illinois covers parts of Cook, Lake, and McHenry counties as of the 2021 redistricting which followed the 2020 United States census. It includes all or parts of Chicago, Evanston, Glenview, Skokie, Morton Grove, Niles, Northfield, Prospect Heights, Wilmette, Buffalo Grove, Hawthorn Woods, Wauconda, Island Lake, Long Grove, Lake Barrington, Algonquin Township, Cary, Crystal Lake, Lake in the Hills, Lakewood, Oakwood Hills, Trout Valley, Algonquin, Port Barrington, Barrington Hills, and Fox River Grove. It is anchored in Chicago's North Side, along Lake Michigan, and covers many of Chicago's northern suburbs. Democrat Jan Schakowsky has represented the district since January 1999. Schakowsky has announced that she would not seek reelection in 2026.

The district is one of the most reliably Democratic of all  congressional districts in Chicago, and in all of Illinois: It has been in Democratic hands without interruption since 1949.
Discount window
The discount window is an instrument of monetary policy (usually controlled by central banks) that allows eligible institutions to borrow money from the central bank, usually on a short-term basis, to meet temporary shortages of liquidity caused by internal or external disruptions.

The interest rate charged on such loans by a central bank is called the bank rate, discount rate, policy rate, base rate, or repo rate, and is separate and distinct from the prime rate. It is also not the same thing as the federal funds rate or its equivalents in other currencies, which determine the rate at which banks lend money to each other.  In recent years, the discount rate has been approximately a percentage point above the federal funds rate (see Lombard credit).  Because of this, it is a relatively unimportant factor in the control of the money supply and is only taken advantage of at large volume during emergencies.

Liquidity
Liquidity is a concept in economics involving the convertibility of assets and obligations. It can include:

Market liquidity, the ease with which an asset can be sold

Accounting liquidity, the ability to meet cash obligations when due

Funding liquidity, the availability of credit to finance the purchase of financial asset

Liquid capital, the amount of money that a firm holds

Liquidity risk, the risk that an asset will have impaired market liquidity
Count of Valadares
The Count of Valadares (Portuguese: Conde de Valadares) is a noble title created by King Pedro II of Portugal, by royal letter on 20 June 1702, in favour of D. Miguel Luís de Menezes.

D. Miguel Luís de Menezes (born 1638 - Sacramento, Lisbon, 1 February 1714), was son of D. Carlos de Noronha (Commander of Marvão in the Order of Avis and president of the Mesa da Consciência e Ordens) and his second wife D. Ana de Menezes, bastard daughter of D. Miguel Luís de Menezes, 1st Duke of Caminha and 6th Marquis of Vila Real.

Military Order of Aviz
The Military Order of Aviz (Portuguese: Ordem Militar de Avis), known previously to 1910 as the Royal Military Order of Saint Benedict of Aviz (Portuguese: Real Ordem Militar de São Bento de Avis), and before 1789 as the Knights of Saint Benedict of Aviz (Portuguese: Ordem de São Bento de Avis) or Friars of Santa Maria of Évora, is one of the four former ancient Portuguese military orders. It gave its name and coat of arms to the House of Aviz that ruled Portugal between 1385 and 1580. The founding king of House of Aviz, John I of Portugal, was an illegitimate son of a previous king, and thus not a member of his father's Portuguese House of Burgundy; however, John was the grand master of the Order of Aviz, and thus was known as "John of Aviz." Founded in 1146, it is the oldest Portuguese honorific order.
Alexander Mielke
Alexander Mielke (born 14 September 1958.) is a German mathematician working in the areas of nonlinear partial differential equations and applied analysis. He is a professor of applied analysis at the Humboldt University of Berlin and heads the research group on partial differential equations at the Weierstrass Institute

Nonlinear partial differential equation
In mathematics and physics, a nonlinear partial differential equation is a partial differential equation with nonlinear terms. They describe many different physical systems, ranging from gravitation to fluid dynamics, and have been used in mathematics to solve problems such as the Poincaré conjecture and the Calabi conjecture. They are difficult to study: almost no general techniques exist that work for all such equations, and usually each individual equation has to be studied as a separate problem.

The distinction between a linear and a nonlinear partial differential equation is usually made in terms of the properties of the operator that defines the PDE itself.
Five Pauline Epistles, A New Translation
The Five Pauline Epistles, A New Translation is a partial Bible translation produced by Scottish scholar William Gunion Rutherford, of five books of the New Testament.   The Bible books that were translated into English by Rutherford are a number of Pauline Epistles or "didactic letters", believed to be written by the Jewish Christian Apostle Paul. The work was a translation of the Bible books of Romans, first and second Thessalonians, and first and second Corinthians, with a brief analysis. The work was commenced in 1900, and was completed in 1908. The entire work was brought together in one volume in 1984.

Epistle
An epistle (/ɪˈpɪsəl/; from Ancient Greek  ἐπιστολή (epistolḗ) 'letter') is a writing directed or sent to a person or group of people, usually an elegant and formal didactic letter. The epistle genre of letter-writing was common in ancient Egypt as part of the scribal-school writing curriculum. The letters in the New Testament from Apostles to Christians are usually referred to as epistles. Those traditionally attributed to Paul are known as Pauline epistles and the others as catholic (i.e., "general") epistles.
2013 elections in India
Legislative Assembly elections in India were conducted for nine legislative assemblies in 2013. Voting in Chhattisgarh was held in two phases on 11 November and 19 November 2013. The Election Commission of India (ECI) successfully conducted elections in Tripura, Meghalaya and Nagaland in February and in Karnataka on 5 May. The elections in Chhattisgarh, Delhi, Madhya Pradesh and Rajasthan were conducted in December while the counting that took place on 8 December showed a clear majority for BJP in the states of Madhya Pradesh, Rajasthan and Chhattisgarh, while Congress retained the state of Mizoram and Delhi got a hung assembly, with no single party getting a clear majority.

Legislative assembly
Legislative assembly is the name given in some countries to either a legislature, or to one of its houses.

The name is used by a number of countries, including member-states of the Commonwealth of Nations and other countries.  It is also used by their sub-national divisions, such as the Indian states and union territories, Australian states and Canadian provinces.