hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Jeanne Crain
Jeanne Elizabeth Crain (May 25, 1925 – December 14, 2003) was an American actress. She was nominated for an Academy Award for Best Actress for the title role in Pinky (1949). She also starred in the films In the Meantime, Darling (1944), State Fair (1945), Leave Her to Heaven (1945), Centennial Summer (1946), Margie (1946), Apartment for Peggy (1948), A Letter to Three Wives (1949), Cheaper by the Dozen (1950), People Will Talk (1951), Man Without a Star (1955), Gentlemen Marry Brunettes (1955), The Fastest Gun Alive (1956), and The Joker Is Wild (1957).

Mitzi Gaynor
Francesca Marlene de Czanyi von Gerber (September 4, 1931 – October 17, 2024), known professionally as Mitzi Gaynor, was an American actress, singer, and dancer. Her notable films included We're Not Married! (1952), There's No Business Like Show Business (1954), The Birds and the Bees (1956), and South Pacific (1958) – for which she was nominated for the Golden Globe Award for Best Actress – Motion Picture Comedy or Musical at the 1959 awards.

Gaynor was one of the last surviving actors of the "Golden Age" of the Hollywood musical.
San Jose, Batangas
San Jose, officially the Municipality of San Jose (Tagalog: Bayan ng San Jose),  is a  municipality in the province of Batangas, Philippines. According to the 2024 census, it has a population of 81,170 people.

Rosario, Batangas
Rosario, officially the Municipality of Rosario (Tagalog: Bayan ng Rosario),  is a  municipality in the province of Batangas, Philippines. According to the 2024 census, it has a population of 131,365 people.

The municipality is considered as among the interior municipalities of the Batangas Bay region, comprising eleven municipalities and two cities whose catchment areas drain into Batangas Bay. It is also dubbed as "The Rice Granary of Batangas".
Emma Talley
Emma Ruth Talley (born March 23, 1994) is an American retired professional golfer who played on the LPGA Tour. While playing as an amateur at the University of Alabama, she won the 2013 U.S. Women's Amateur by defeating Yueer Cindy Feng in the 36-hole final match, 2 and 1.

Thidapa Suwannapura
Thidapa "Jasmine" Suwannapura (Thai: ธิฎาภา สุวัณณะปุระ; born 20 November 1992) is a Thai professional golfer.

A Ramkhamhaeng University graduate, she qualified for the Honda LPGA Thailand as an amateur in 2006, 2008 and 2010. She is the winner of the 2008 Hong Kong Ladies Amateur, the 2008 Singha Pattaya Open, the 2009 Srixon Junior International by Jack Newton, in Australia, and also won the 2010 Malaysia Amateur Open, the 2010 Honda Junior Masters, and the 2010 Riverwoods Junior Championship, in the Netherlands.

She turned professional in 2011. Suwannapura finished 8th at the ISPS Handa Women's Australian Open in the 2013 season and won the Hero Women's Indian Open in November 2013 by three strokes, winning $45,000. On the 2013 LPGA Tour she made 14 cuts out of 21 events.
Scottish Cup
The Scottish Football Association Challenge Cup, commonly known as the Scottish Cup (Scottish Gaelic: Cupa na h-Alba), is an annual association football knock-out cup competition for men's football clubs in Scotland. The competition was first held in 1873–74. Entry is open to all 122 clubs with full membership of the Scottish Football Association (SFA), along with up to eight other clubs who are associate members. The competition is called Scottish Gas Men's Scottish Cup for sponsorship reasons.

Although it is the second-oldest competition in association football history, after the English FA Cup, the Scottish Cup trophy is the oldest in association football and is also the oldest national trophy in the world. It was first presented to Queen's Park, who won the final match of the inaugural tournament in March 1874. The current holders are Aberdeen, who won the tournament by defeating Celtic on penalties in the 2025 final.

2009 Scottish Cup final
The 2009 Scottish Cup Final was the final of the 124th season of the main domestic football cup competition in Scotland, the Scottish Cup. The final was played at Hampden Park in Glasgow on 30 May 2009. The match was contested by Rangers, who were defending the trophy having won the 2008 final, and Falkirk who last won the Cup in 1957.

Falkirk were contesting a Scottish Cup final for only the fourth time in their history, while it was Rangers' 51st appearance (winning 32 times and losing 17, with one final (1909) resulting in the cup being withheld). It was Rangers' second cup final of the season, having lost to Celtic in the League Cup Final on 15 March 2009.
Mathematical Reviews
Mathematical Reviews is a journal published by the American Mathematical Society (AMS) that contains brief synopses, and in some cases evaluations, of many articles in mathematics, statistics, and theoretical computer science. The AMS also publishes an associated online bibliographic database called MathSciNet, which contains an electronic version of Mathematical Reviews.

Robert Griess
Robert Louis Griess Jr. (born 1945) is a mathematician working on finite simple groups and vertex algebras.  He is currently the John Griggs Thompson Distinguished University Professor of mathematics at University of Michigan.
Frequency
Frequency is the number of occurrences of a repeating event per unit of time. Frequency is an important parameter used in science and engineering to specify the rate of oscillatory and vibratory phenomena, such as mechanical vibrations, audio signals (sound), radio waves, and light.

The interval of time between events is called the period. It is the reciprocal of the frequency.  For example, if a heart beats at a frequency of 120 times per minute (2 hertz), its period is one half of a second.

Special definitions of frequency are used in certain contexts, such as the angular frequency in rotational or cyclical properties, when the rate of angular progress is measured. Spatial frequency is defined for properties that vary or occur repeatedly in geometry or space.

The unit of measurement of frequency in the International System of Units (SI) is the hertz, having the symbol Hz.

Tuning fork
A tuning fork is an acoustic resonator in the form of a two-pronged fork with the prongs (tines) formed from a U-shaped bar of elastic metal (usually steel). It resonates at a specific constant pitch when set vibrating by striking it against a surface or with an object, and emits a pure musical tone once the high overtones fade out. A tuning fork's pitch depends on the length and mass of the two prongs. They are traditional sources of standard pitch for tuning musical instruments.

The tuning fork was invented in 1711 by British musician John Shore, sergeant trumpeter and lutenist to the royal court.
Methanol
Methanol (also called methyl alcohol, wood alcohol, and wood spirit, amongst other names) is an organic chemical compound and the simplest aliphatic alcohol, with the chemical formula CH3OH (a methyl group linked to a hydroxyl group, often abbreviated as MeOH). It is a light, volatile, colorless and flammable liquid with a distinctive alcoholic odor similar to that of ethanol (potable alcohol), but is more acutely toxic than the latter.
Methanol acquired the name wood alcohol because it was once produced through destructive distillation of wood. Today, methanol is mainly produced industrially by hydrogenation of carbon monoxide.

Methanol consists of a methyl group linked to a polar hydroxyl group. With more than 20 million tons produced annually, it is used as a precursor to other commodity chemicals, including formaldehyde, acetic acid, methyl tert-butyl ether, methyl benzoate, anisole, peroxyacids, as well as a host of more specialized chemicals.

Aldehyde
In organic chemistry, an aldehyde (/ˈældɪhaɪd/) (lat. alcohol dehydrogenatum, dehydrogenated alcohol) is an organic compound containing a functional group with the structure R−CH=O. The functional group itself (without the "R" side chain) can be referred to as an aldehyde but can also be classified as a formyl group. Aldehydes are a common motif in many chemicals important in technology and biology.
Short-eared owl
The short-eared owl (Asio flammeus) is a widespread grassland species in the family Strigidae. Owls belonging to genus Asio are known as the eared owls, as they have tufts of feathers resembling mammalian ears. These "ear" tufts may or may not be visible. The short-eared owl will display its tufts when in a defensive pose, although its very short tufts are usually not visible. The short-eared owl is found in open country and grasslands.

Sharp-shinned hawk
The sharp-shinned hawk (Accipiter striatus) or northern sharp-shinned hawk, colloquially often nicknamed sharpie, is a small hawk, with males being the smallest hawks in the United States and Canada, but with the species averaging larger than some Neotropical species, such as the tiny hawk. The taxonomy is far from resolved, with some authorities considering the southern taxa to represent three separate species, white-breasted hawk (A. chionogaster), plain-breasted hawk (A. ventralis), and rufous-thighed hawk (A. erythronemius). The American Ornithological Society and some other checklists keep all four species conspecific. A recent genetic study additionally recommended splitting the three Caribbean island populations as three additional separate species, though this has not yet been adopted by any of the ornithological authorities.
Sports Car Club of America
The Sports Car Club of America (SCCA) is a non-profit American automobile club and sanctioning body supporting Autocross, Rallycross, HPDE, Time Trial, Road Racing, RoadRally, and Hill Climbs in the United States. Formed in 1944, it runs many programs for both amateur and professional racers.

Kart racing
Kart racing or karting is a motorsport discipline using open-wheel, four-wheeled vehicles known as go-karts or shifter karts. They are usually raced on scaled-down circuits, although some professional kart races are also held on full-size motorsport circuits. Karting is commonly perceived as the stepping stone to the higher ranks of motorsports. Most modern Formula One drivers, including Ayrton Senna, Michael Schumacher, Fernando Alonso, Kimi Räikkönen, Lewis Hamilton, Sebastian Vettel, Nico Rosberg, and Max Verstappen, have begun their racing careers in karting. NASCAR Cup driver Connor Zilisch also got his start in karting.

Karts vary widely in speed, and some (known as superkarts) can reach speeds exceeding 160 kilometres per hour (100 mph), while recreational go-karts intended for the general public may be limited to lower speeds.
Yota Tsuji
Yota Tsuji (辻 陽太, Tsuji Yōta; born September 8, 1993) is a Japanese professional wrestler. He is signed to New Japan Pro-Wrestling (NJPW), where he is the current IWGP Heavyweight Champion in his first reign, the current IWGP Global Heavyweight Champion in his record-tying second reign and the member of the Unbound Co. stable. Tsuji is the winner of the 2024 New Japan Cup and is a one-time NEVER Openweight 6-Man Tag Team Champion with Bushi and Hiromu Takahashi. He also makes occasional appearances for partner promotion Consejo Mundial de Lucha Libre (CMLL), where he also performs under the ring name Philip Marlowe Jr., his alter ego inspired by the fictional detective Philip Marlowe.

G1 Climax 34
The G1 Climax 34 was a professional wrestling tournament promoted by New Japan Pro-Wrestling (NJPW). The tournament commenced on July 20 and concluded on August 18, 2024. It was the thirty-fourth edition of G1 Climax and the fiftieth edition of the tournament counting its previous forms under different names.

Considered NJPW's most important tournament, the G1 Climax features 20 wrestlers, divided into two blocks of ten ("A" and "B"). Each participant faces all nine other wrestlers within the same block in singles matches. The 2024 tournament saw a return to 20 participants split into two 10-man blocks for the first time since 2021.
Leopold, Duke of Lorraine
Leopold the Good (11 September 1679 – 27 March 1729) was Duke of Lorraine and Bar from 1690 to his death. Through his son Francis Stephen, he is the direct male ancestor of all rulers of the Habsburg-Lorraine dynasty, including all Emperors of Austria.

List of kings and dukes of Lorraine
The kings and dukes of Lorraine have held different posts under different governments over different regions, since its creation as the kingdom of Lotharingia by the Treaty of Prüm, in 855. The first rulers of the newly established region were kings of the Franks. The Latin construction "Lotharingia" evolved over time into "Lorraine" in French, "Lotharingen" in Dutch and "Lothringen" in German. After the Carolingian kingdom was absorbed into its neighbouring realms in the late ninth century, dukes were appointed over the territory. In the mid-tenth century, the duchy was divided into Lower Lorraine and Upper Lorraine, the first evolving into the historical Low Countries, the second became known as the Duchy of Lorraine and existed well into the modern era.
Man Ray
Man Ray (born Emmanuel Radnitzky; August 27, 1890 – November 18, 1976) was an American-born, French-naturalized visual artist who spent most of his career in Paris. He was a significant contributor to the Dada and Surrealist movements, although his ties to each were informal. He produced major works in a variety of media but considered himself a painter above all.

He was a photography innovator as well as a fashion and portrait photographer, and is noted for his work with photograms, which he called "rayographs" in reference to himself.

Balthus
Balthasar Klossowski (French: [klɔsɔfski]; February 29, 1908 – February 18, 2001), known as Balthus (French: [baltys]), was a Polish-French modern artist. He is known for his erotically charged images of young girls, but also for the refined, dreamlike quality of his imagery.

Throughout his career, Balthus rejected the usual conventions of the art world. He insisted that his paintings should be seen and not read about, and he resisted attempts to build a biographical profile. Nevertheless, towards the end of his life he took part in a series of dialogues with the neurobiologist Semir Zeki, conducted at his chalet at Rossinière, Switzerland and at the Palazzo Farnese (French Embassy) in Rome. They were published in 1995 under the title La Quête de l'essentiel, and in them he gives some of his views on art, painting and some other painters.
1977 Irish general election
The 1977 Irish general election to the 21st Dáil was held on Thursday, 16 June, following the dissolution of the 20th Dáil on 25 May by President Patrick Hillery on the request of Taoiseach Liam Cosgrave. The general election took place in 42 Dáil constituencies throughout Ireland for 148 seats in Dáil Éireann, the house of representatives of the Oireachtas, an increase of four seats. There was a significant revision of constituencies under the Electoral (Amendment) Act 1974. Jack Lynch led Fianna Fáil to a landslide election win, clearly defeating the outgoing Fine Gael–Labour government.

The 21st Dáil met at Leinster House on 5 July to nominate the Taoiseach for appointment by the president and to approve the appointment of a new government of Ireland. Jack Lynch was appointed Taoiseach, forming the 15th government of Ireland, a single-party majority Fianna Fáil government. It was the last election to result in a single-party majority government.

1965 Irish general election
The 1965 Irish general election to the 18th Dáil was held on Wednesday, 7 April, following the dissolution of the 17th Dáil on 18 March by President Éamon de Valera on the request of Taoiseach Seán Lemass. The general election took place in 38 Dáil constituencies throughout Ireland for 144 seats in Dáil Éireann, the house of representatives of the Oireachtas. The governing Fianna Fáil saw a slight increase, though did not obtain a majority.

The 18th Dáil met at Leinster House on 21 April to nominate the Taoiseach for appointment by the president and to approve the appointment of a new government of Ireland. Lemass was re-appointed Taoiseach, forming the 11th government of Ireland, a single-party minority Fianna Fáil government.
Nydia Velázquez
Nydia Margarita Velázquez Serrano (/ˈnɪdiə/ NID-ee-ə, Spanish: [ˈniðja βeˈlaskes]; born March 28, 1953) is an American politician serving as the U.S. representative for New York's 7th congressional district since 2013. A member of the Democratic Party, she previously represented New York's 12th congressional district from 1993 to 2013, prior to redistricting. She chaired the Congressional Hispanic Caucus from 2009 to 2011. Velázquez is the first Puerto Rican woman to serve in Congress.

On November 20, 2025, Velázquez announced she would not run for re-election in 2026.

Jerry Nadler
Jerrold Lewis Nadler (/ˈnædlər/; born June 13, 1947) is an American lawyer and politician from the state of New York. A resident of Manhattan's Upper West Side and a member of the Democratic Party, he has served as a U.S. Congressman  since 1992. From 1992 until 2022, Nadler's district covered the west side of Manhattan and parts of Brooklyn, being numbered the 17th district, then the 8th district, and then the 10th district in 2013. Since 2023, he has represented the 12th district, which covers both the west and east sides of Manhattan from 14th Street to 110th Street. Before his election to Congress, he served eight terms as a New York state assemblyman. Nadler is the dean of New York's U.S. House delegation and is known for his liberal record and close local ties.

In September 2025, Nadler announced that he would not seek reelection in 2026.
Simon & Schuster
Simon & Schuster LLC (/ˈʃuːstər/ SHOO-stər) is an American publishing house owned by Kohlberg Kravis Roberts since 2023. It was founded in New York City in 1924, by Richard L. Simon and M. Lincoln Schuster. Along with Penguin Random House, Hachette, HarperCollins and Macmillan Publishers, Simon & Schuster is considered one of the "Big Five" English-language publishers. As of 2017, Simon & Schuster was the third largest publisher in the United States, publishing 2,000 titles annually under 35 different imprints.

Paramount Television
The first incarnation of Paramount Television was operated as the television production division of the CBS Paramount Network Television Entertainment Group, which was active from December 15, 1966 until April 24, 2006, when it was renamed as CBS Paramount Television.
Łódź Voivodeship
Łódź Voivodeship (Polish: województwo łódzkie [vɔjɛˈvut͡stfɔ ˈwut͡skʲɛ] ⓘ) is a voivodeship (province) of Poland. The province is named after its capital and largest city, Łódź (pronounced [wut͡ɕ]).

Łódź Voivodeship is bordered by six other voivodeships: Masovian to the north and east, Świętokrzyskie to the south-east, Silesian to the south, Opole to the south-west, Greater Poland to the west, and Kuyavian-Pomeranian for a short stretch to the north. Its territory belongs to three historical provinces of Poland – Masovia (in the east), Greater Poland (in the west) and Lesser Poland (in the southeast, around Opoczno).

Gmina Kowiesy
Gmina Kowiesy is a rural gmina (administrative district) in Skierniewice County, Łódź Voivodeship, in central Poland. Its seat is the village of Kowiesy, which lies approximately 21 kilometres (13 mi) east of Skierniewice and 67 km (42 mi) east of the regional capital Łódź.

The gmina covers an area of 85.63 square kilometres (33.1 sq mi), and as of 2006, its total population was 3,035.

The gmina contains part of the protected area called Bolimów Landscape Park.
French Canadians
French Canadians, referred to as Canadiens mainly before the nineteenth century, are descended from French colonists first arriving in France's colony of Canada in 1608. The vast majority of French Canadians live in the province of Quebec.

During the 17th century, French settlers originating mainly from the west and north of France settled Canada. It is from them that the French Canadian ethnicity was born. During the 17th to 18th centuries, French Canadians expanded across North America and colonized various regions, cities, and towns. As a result, people of French Canadian descent can be found across North America. Between 1840 and 1930, many French Canadians emigrated to New England, an event known as the Grande Hémorragie.

German Canadians
German Canadians (German: Deutschkanadier or Deutsch-Kanadier, pronounced [ˈdɔʏtʃkaˌnaːdi̯ɐ]) are Canadian citizens of German ancestry or Germans who emigrated to and reside in Canada. According to the 2021 census, there are 2,955,695 Canadians with full or partial German ancestry. Some immigrants came from what is today Germany, while larger numbers came from German settlements in Eastern Europe and Imperial Russia; others came from parts of the German Confederation, Austria-Hungary and Switzerland.
Off-Broadway
An off-Broadway theatre is any professional theatre venue in New York City with a seating capacity between 100 and 499, inclusive. These theatres are smaller than Broadway theatres, but larger than off-off-Broadway theatres, which seat fewer than 100.

An "off-Broadway production" is a production of a play, musical, or revue that appears in such a venue and adheres to related trade union and other contracts. Some shows that premiere off-Broadway are subsequently produced on Broadway.

You're a Good Man, Charlie Brown
You're a Good Man, Charlie Brown is a 1967 musical with music and lyrics by Clark Gesner and (in a 1999 revision) Andrew Lippa. It is based on the characters created by cartoonist Charles M. Schulz in his comic strip Peanuts. The musical has been a popular choice for amateur theatre productions because of its small cast and simple staging.
Hexameter
Hexameter is a metrical line of verses consisting of six feet (a "foot" here is the pulse, or major accent, of words in an English line of poetry; in Greek as well as in Latin a "foot" is not an accent, but describes various combinations of syllables). It was the standard epic metre in classical Greek and Latin literature, such as in the Iliad, Odyssey and Aeneid. Its use in other genres of composition include Horace's satires, Ovid's Metamorphoses, and the Hymns of Orpheus. According to Greek mythology, hexameter was invented by Phemonoe, daughter of Apollo and the first Pythia of Delphi.

Pentameter
Pentameter (Ancient Greek: πεντάμετρος, 'measuring five (feet)') is a term describing the meter of a poem. A poem is said to be written in a particular pentameter when the lines of the poem have the length of five metrical feet. A metrical foot is, in classical poetry, a combination of two or more short or long syllables in a specific order; although this "does not provide an entirely reliable standard of measurement" in heavily accented Germanic languages such as English. In these languages it is defined as a combination of one stressed and one or two unstressed syllables in a specific order.

In English verse, pentameter has been the most common meter used ever since the 1500s; early examples include some of Geoffrey Chaucer's work in the 1300s. The most common foot is the iamb, resulting in iambic pentameter. Most English sonnets are written in iambic pentameter. It is also the meter used by Shakespeare in his blank-verse tragedies.