hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
2004 US Open (tennis)
The 2004 US Open was held between August 30, 2004 – September 12, 2004.

Both Andy Roddick and Justine Henin-Hardenne were unsuccessful in their title defenses, Roddick losing in the quarter-finals to Joachim Johansson and Henin-Hardenne falling in the fourth round to Nadia Petrova. On the men's side, Roger Federer won his first US Open, defeating rival and 2001 champion Lleyton Hewitt in a lopsided final. Svetlana Kuznetsova won the women's title defeating Elena Dementieva in the final.

2005 US Open (tennis)
The 2005 US Open was the fourth and final Grand Slam of 2005. It was held between August 29, 2005, and September 11, 2005.

Roger Federer was successful in defending his 2004 title, defeating Andre Agassi in the final. Svetlana Kuznetsova was unsuccessful in her title defense, losing in the first round against compatriot Ekaterina Bychkova. Kim Clijsters won her first Grand Slam title after four previous Grand Slam final losses. It was the first of three US Open titles for Clijsters, also winning in 2009 and 2010. This was the first time that future US Open (Tennis) champion Andy Murray was featured in the tournament.
Jebtsundamba Khutuktu
The Jebtsundamba Khutuktu or Khalkha Jetsün Dampa Rinpoche is the spiritual head of the Gelug lineage of Tibetan Buddhism in Mongolia. They also hold the title of Bogd Gegeen, making them the top-ranked lama in Mongolia.

Mongolian Revolution of 1911
The Mongolian Revolution of 1911 occurred when the region of Outer Mongolia declared its independence from the Manchu-led Qing China during the Xinhai Revolution. A combination of factors, including economic hardship and failure to resist Western imperialism, led many in China to be unhappy with the Qing government. When a new program to settle Mongolia with ethnic Han and assimilate the natives was unveiled, it was met with resistance that resulted in Mongol independence from the Qing Empire. Many Barga and Inner Mongolian chieftains assisted in the revolution and became the revolution's leaders.
Shëngjin
Shëngjin (Albanian pronunciation: [ʃəɲˈɟin]) is a coastal resort town and a former municipality in Lezhë County, northwestern Albania. At the 2015 local government reform it became a subdivision of the municipality of Lezhë. The population at the 2023 census was 6,963. Shëngjin is a growing tourist destination, well known for its beaches and resort accommodations. Shëngjin is one of many cities within the District of Lezhë and is home to one of Albania's entry ports, Port of Shëngjin.

Italian destroyer Intrepido (1912)
Intrepido (English: "Intrepid") was an Italian Indomito-class destroyer. Commissioned into service in the Italian Regia Marina (Royal Navy) in 1913, she served in World War I, playing an active role in the Adriatic campaign until she was sunk in 1915.
Durham, Kansas
Durham is a city in Marion County, Kansas, United States.  As of the 2020 census, the population of the city was 89.  The city took its name from Durham cattle.  It is located about 8.5 miles (14 km) north of Hillsboro on the west side of K-15 highway next to a railroad.

Hutchinson, Kansas
Hutchinson is the largest city in and the county seat of Reno County, Kansas, United States, and located along the Arkansas River. As of the 2020 census, the population of the city was 40,006.  It has been home to salt mines since 1887, thus its nickname of "Salt City".  Each year, Hutchinson hosts the Kansas State Fair, and National Junior College Athletic Association (NJCAA) Men's Basketball Tournament. It is the home of the Hutchinson Community College, the Cosmosphere aerospace museum, and Strataca underground salt museum.
Greenup, Illinois
Greenup is a village in Cumberland County, Illinois, United States, along the Embarras River. The population was 1,365 at the 2020 census. It is part of the Charleston–Mattoon Micropolitan Statistical Area.

Illinois Route 130
Illinois Route 130 is a north–south state highway in eastern Illinois. It runs from Illinois Route 1 in Grayville north to Interstate 74 in Urbana. This is a distance of 135.87 miles (218.66 km). Illinois 130 is the main north–south highway through Charleston, the home of Eastern Illinois University.
Captain (British Army and Royal Marines)
Captain (Capt) is a junior officer rank of the British Army and Royal Marines and in both services it ranks above lieutenant and below major with a NATO ranking code of OF-2.  The rank is equivalent to a lieutenant in the Royal Navy and to a flight lieutenant in the Royal Air Force. The rank of captain in the Royal Navy is considerably more senior (equivalent to the Army/RM rank of colonel) and the two ranks should not be confused.

In the 21st-century British Army, captains are often appointed to be second-in-command (2IC) of a company or equivalent sized unit of up to 120 soldiers.

2nd Sussex Rifle Volunteers
The 2nd Sussex Rifle Volunteers was a part-time unit of the British Army first raised from the county of Sussex in 1859. It later became the 4th Battalion, Royal Sussex Regiment. A detachment served in the Second Boer War. During the First World War, the battalion fought at Gallipoli, in Sinai and Palestine, and then in the final months of the war on the Western Front. In the Second World War, both the battalion and its duplicate served in the Battle of France and were evacuated from Dunkirk. The 4th Battalion then fought at the Second Battle of El Alamein, and served in the Middle East until the end of the war. It continued in the postwar Territorial Army until it lost its individual identity in a series of mergers from 1967.
Governor of New Jersey
The governor of New Jersey is the head of government of the U.S. state of New Jersey. The office of governor is an elected position with a four-year term. There is a two consecutive term limit, with no limitation on non-consecutive terms. The official residence of the governor is Drumthwacket, a mansion located in Princeton, New Jersey. The governor's office is located inside the New Jersey State House in Trenton, making New Jersey unique in having the executive's office located in the same building as the legislature. New Jersey is also notable as one of the few states in which the governor's official residence is not located in the state capital.

The first and longest-serving governor of New Jersey was William Livingston, who served from August 31, 1776, to July 25, 1790. A. Harry Moore remains the longest-serving popularly elected governor. The current and 57th governor is Mikie Sherrill, a Democrat who assumed office on January 20, 2026.

Term limits in the United States
In the context of the politics of the United States, term limits restrict the number of terms of office an officeholder may serve. At the federal level, the president of the United States can serve a maximum of two four-year terms, with this being limited by the Twenty-second Amendment to the United States Constitution that came into force on February 27, 1951. Some state government offices are also term-limited, including executive, legislative, and judicial offices. Analogous measures exist at the city and county level across the U.S., though many details involving local governments in that country vary depending on the specific location.

Term limits are also referred to as rotation in office. That specific terminology is often associated with the Founding Father and later president Thomas Jefferson given his use of it in his political arguments.
Tetrahedron
In geometry, a tetrahedron (pl.: tetrahedra or tetrahedrons), also known as a  triangular pyramid, is a polyhedron composed of four triangular faces, six straight edges, and four vertices. The tetrahedron is the simplest of all the ordinary convex polyhedra.

The tetrahedron is the three-dimensional case of the more general concept of a Euclidean simplex, and may thus also be called a 3-simplex.

The tetrahedron is one kind of pyramid, which is a polyhedron with a flat polygon base and triangular faces connecting the base to a common point. In the case of a tetrahedron, the base is a triangle (any of the four faces can be considered the base), so a tetrahedron is also known as a "triangular pyramid".

Like all convex polyhedra, a tetrahedron can be folded from a single sheet of paper. It has two such nets.

For any tetrahedron there exists a sphere (called the circumsphere) on which all four vertices lie, and another sphere (the insphere) tangent to the tetrahedron's faces.

Regular polyhedron
A regular polyhedron is a polyhedron with regular and congruent polygons as faces. Its symmetry group acts transitively on its flags. A regular polyhedron is highly symmetrical, being all of edge-transitive, vertex-transitive and face-transitive. In classical contexts, many different equivalent definitions are used; a common one is that the faces are congruent regular polygons which are assembled in the same way around each vertex.

A regular polyhedron is identified by its Schläfli symbol of the form {n, m}, where n is the number of sides of each face and m the number of faces meeting at each vertex. There are 5 finite convex regular polyhedra (the Platonic solids), and four regular star polyhedra (the Kepler–Poinsot polyhedra), making nine regular polyhedra in all. In addition, there are five regular compounds of the regular polyhedra.
Dolores, Eastern Samar
Dolores (IPA: [ˌdoˈlorɛs]), officially the Municipality of Dolores (Waray: Bungto han Dolores; Tagalog: Bayan ng Dolores), is a municipality in the province of Eastern Samar, Philippines. According to the 2024 census, it has a population of 45,314 people.

Dolores is a coastal town bounded on the east by the Pacific Ocean in the Eastern Visayas region of the Philippines.  It has many beaches and small islands.  Most of the populace speak and understand English.

Sulat
Sulat, officially the Municipality of Sulat (Waray: Bungto han Sulat; Tagalog: Bayan ng Sulat), is a municipality in the province of Eastern Samar, Philippines. According to the 2024 census, it has a population of 15,776 people.
Libertarian Party (Australia)
The Libertarian Party (LP), formerly known as the Liberal Democratic Party (LDP), is an Australian political party founded in Canberra in 2001. The party espouses smaller government and a philosophy stated in 2013 to be "broadly described as classical liberal or libertarian", such as lower taxes, opposing restrictions on civil liberties, decentralisation, uranium mining, and the relaxation of smoking laws. The party is also socially conservative.

As of February 2025, the party is registered in the Australian Capital Territory, New South Wales, Queensland, South Australia, Victoria, and Western Australia as well as for federal elections with the Australian Electoral Commission (AEC).

2024 New South Wales local elections
The 2024 New South Wales local elections were held on 14 September 2024 to elect the councils of 127 of the 128 local government areas (LGAs) in New South Wales, Australia. 37 councils also held mayoral elections, and eight councils conducted referendums.

The New South Wales Electoral Commission (NSWEC) conducted the elections for 125 councils, while the private Australian Election Company conducted the elections for Fairfield and Liverpool. No election was held for Central Darling as the council was under administration.
Marlon Dingle
Marlon Dingle is a fictional character from the British ITV soap opera Emmerdale, played by Mark Charnock. He made his first appearance during the episode broadcast on 17 October 1996. Following the departure of Zak Dingle (Steve Halliwell), Marlon currently serves as the second longest-running character featuring in the programme, surpassed only by Eric Pollard (Chris Chittell). In terms of appearances, Marlon serves as the character with the most appearances to date, having appeared in over 3900 episodes. He is also the only one to appear in all 5 direct-to-home-media Emmerdale films. For his portrayal of Marlon, Charnock won the British Soap Award for Outstanding Achievement at the 2023 British Soap Awards.

Charlotte Bellamy
Charlotte Bellamy (born 19 March 1973) is an English actress. She is known for her long-running role as Laurel Thomas in Emmerdale on ITV. Other television roles included Sue Taylor in EastEnders (1997), and Harriet Potter in The Broker's Man (1998), before she joined Emmerdale in 2002. She won the British Soap Award for Best Actress in 2017.
Menispermaceae
Menispermaceae (botanical Latin: 'moonseed family' from Greek mene 'crescent moon' and sperma 'seed') is a family of flowering plants. The alkaloid tubocurarine, a neuromuscular blocker and the active ingredient in the 'tube curare' form of the dart poison curare, is derived from the South American liana Chondrodendron tomentosum, which belongs to this family. Several other South American genera belonging to the family have been used to prepare the 'pot' and 'calabash' forms of curare. The family contains 81 genera with some 440 species, which are distributed throughout low-lying tropical areas with some species present in temperate and arid regions.

Balanops
Balanops is a group of flowering plants described as a genus in 1871. The nine species are trees or shrubs, found northeast Queensland, Australia, and the South Pacific islands of New Caledonia, Fiji and Vanuatu. Plants in this genus are dioecious, with male and female flowers produced on separate plants.

Balanops is the sole genus in the family Balanopaceae (formerly the spelling Balanopsidaceae was also used). It is placed in the order Malpighiales and is most closely related to Chrysobalanaceae, Dichapetalaceae, Euphroniaceae and Trigoniaceae.
Fred Stolle
Frederick Sydney Stolle, AO (8 October 1938 – 5 March 2025) was an Australian amateur world No. 1 tennis player and commentator. He was born in Hornsby, New South Wales, Australia. He was the father of former Australian Davis Cup player Sandon Stolle.

National Tennis League
National Tennis League (NTL) was a tour for professional male tennis players established in 1967 by George MacCall. In 1970 it was sold to the World Championship Tennis (WCT), a competing professional tennis league run by Lamar Hunt.
Falsistrellus
Falsistrellus is a genus of vespertilionid family of bats, small predatory flying mammals. They are known from Australia. The poorly researched species have been variously placed by authors, and revised again by studies of their distinct characteristics, consequently the falsistrelles may also be referred to as pipistrelles or false pipstrelles.

Miniopterus
Miniopterus, known as the bent-winged or long winged bats, is the sole genus of the family Miniopteridae. They are small flying insectivorous mammals, micro-bats of the order Chiroptera, with wings over twice the length of the body. The genus had been placed in its own subfamily among the vespertilionid bats, as Miniopterinae,  but is now classified as its own family.
Downtown Seattle
Downtown is the central business district of Seattle, Washington. It is fairly compact compared with other city centers on the U.S. West Coast due to its geographical situation, being hemmed in on the north and east by hills, on the west by Elliott Bay, and on the south by reclaimed land that was once tidal flats. It is bounded on the north by Denny Way, beyond which are Lower Queen Anne (sometimes known as "Uptown"), Seattle Center, and South Lake Union; on the east by Interstate 5, beyond which is Capitol Hill to the northeast and Central District to the east; on the south by S Dearborn Street, beyond which is Sodo; and on the west by Elliott Bay, a part of Puget Sound.

Great Seattle Fire
The Great Seattle Fire was a fire that destroyed the entire central business district of Seattle, Washington, on June 6, 1889. The conflagration lasted for less than a day, burning through the afternoon and into the night, during the same summer as the Great Spokane Fire and the Great Ellensburg Fire. Seattle quickly rebuilt using brick buildings that sat 20 feet (6.1 m) above the original street level. Its population swelled during reconstruction, becoming the largest city in the newly admitted state of Washington.
Nanae Takahashi
Nanae Takahashi (高橋 奈苗, Takahashi Nanae; ring name: 高橋奈七永) (born December 23, 1978) is a retired Japanese professional wrestler, founder of Seadlinnng and co-founder of World Wonder Ring Stardom. She was signed to Dream Star Fighting Marigold, where she held her final match at Marigold Shine Forever. She has wrestled for prominent Japanese promotions All Japan Women's Pro-Wrestling and Pro Wrestling Sun, and is a two-time women's world champion in major professional wrestling promotions.

Stardom Year-End Awards
The Stardom Year-End Awards is a concept used by World Wonder Ring Stardom where awards, similar to the Academy and Grammy Awards, are given to professional wrestlers at the end of the year who have performed in Stardom. The first award ceremony took place on December 25, 2011.
Missus dominicus
A missus dominicus (plural missi dominici), Latin for "envoy[s] of the lord [ruler]", also known in Dutch as Zendgraaf (German: Sendgraf), meaning "sent Graf", was an official commissioned by the Frankish king or Holy Roman Emperor to supervise the administration, mainly of justice, in parts of his dominions too remote for frequent personal visits. As such, the missus performed important intermediary functions between royal and local administrations. There are superficial points of comparison with the original Roman corrector, except that the missus was sent out on a regular basis. Four points made the missi effective as instruments of the centralized monarchy: the personal character of the missus, yearly change, isolation from local interests and the free choice of the king.

Nominoe
Nominoe or Nomenoe (French: Nominoë; Breton: Nevenoe; b. c 800, d. 7 March 851) was the first Duke of Brittany from 846 to his death. He is the Breton pater patriae and to Breton nationalists he is known as Tad ar Vro ("father of the country").
Burbot
The burbot (Lota lota), also known as bubbot, mariah, loche, cusk, freshwater cod, freshwater ling, freshwater cusk, the lawyer, coney-fish, lingcod, or eelpout, is a species of coldwater ray-finned fish native to the subarctic regions of the Northern Hemisphere. It is the only member of the genus Lota, and is the only freshwater species of the order Gadiformes. The species is closely related to marine fish such as the common ling and cusk, all of which belong to the family Lotidae (rocklings).

Alaska blackfish
The Alaska blackfish (Dallia pectoralis) is a species of freshwater fish in the esocid family (Esocidae) of order Salmoniformes. It inhabits Arctic regions of Alaska as well as Siberia and the Bering Sea islands.
Master of Social Work
The Master of Social Work (MSW) is a master's degree in the field of social work. It is a professional degree with specializations compared to Bachelor of Social Work (BSW). MSW promotes macro-, mezzo- and micro-aspects of professional social work practice, whereas the BSW focuses more on direct social work practices in community, hospitals (outpatient and inpatient services) and other fields of social services. In some countries, such as Australia, the United Kingdom and Hong Kong SAR, some MSW degrees are considered equivalent to BSW qualifications as a qualifying degree.

The degree may also be conferred as Master of Arts in Social Work or Master of Science in Social Work.

Master of Divinity
For graduate-level theological institutions, the Master of Divinity (MDiv, magister divinitatis in Latin) is the first professional degree of the pastoral profession in North America. It is the most common academic degree in seminaries and divinity schools (e.g. in 2014 nearly 44 percent of all US students in schools accredited by the Association of Theological Schools were enrolled in an MDiv program).

In many Christian denominations and in some other religions, the degree is the standard prerequisite for ordination or licensing to professional ministry. At accredited seminaries in the United States, this degree requires between 72 and 106 credit hours of study (72 being the minimum determined by academic accrediting agencies, and 106 being on the upper end of certain schools that wish to ensure a broader study of the related disciplines.) After the completion of the Master of Divinity degree, students can continue further and get their professional Doctor of Ministry degree.
Masti (2004 film)
Masti (English translation: Fun) is a 2004 Indian Hindi-language adult comedy film directed by Indra Kumar, starring Ajay Devgn, Vivek Oberoi, Riteish Deshmukh, Aftab Shivdasani, Lara Dutta, Amrita Rao, Tara Sharma, and Genelia. The film was released in 2004, and received positive responses from critics, and also managed to do well at the box office. The film spawned three sequels, Grand Masti (2013), Great Grand Masti (2016) and Mastiii 4 (2025).

Masti (film series)
Masti is a series of Indian sex comedy film series. The series is directed by Indra Kumar and produced by Ashok Thakeria. The series stars Vivek Oberoi, Aftab Shivdasani and Riteish Deshmukh in principal roles. The first two movies were a commercial success, but last two movies were box-office bomb.
Second
The second (symbol: s) is a unit of time derived from the division of the day, first into hours, then into minutes, and lastly into seconds, for a total of 24 × 60 × 60 = 86,400 seconds per day. The definition that is based on 1⁄86400 of a rotation of the earth is still used by the Universal Time 1 (UT1) system.

The current and formal definition in the International System of Units (SI) is more precise:

The second [...] is defined by taking the fixed numerical value of the caesium frequency, ΔνCs, the unperturbed ground-state hyperfine transition frequency of the caesium 133 atom, to be 9192631770 when expressed in the unit Hz, which is equal to s−1.

This current definition was adopted in 1967 when it became feasible to define the second based on fundamental properties of nature with caesium clocks. As the speed of Earth's rotation varies and is slowing ever so slightly, a leap second is added at irregular intervals to civil time to keep clocks in sync with Earth's rotation.

Base unit of measurement
A base unit of measurement (also referred to as a base unit or fundamental unit) is a unit of measurement adopted for a base quantity. A base quantity is one of a conventionally chosen subset of physical quantities, where no quantity in the subset can be expressed in terms of the others. The SI base units, or Systéme International d'unités, consists of the metre, kilogram, second, ampere, kelvin, mole and candela.

A unit multiple (or multiple of a unit) is an integer multiple of a given unit; likewise a unit submultiple (or submultiple of a unit) is a submultiple or a unit fraction of a given unit.
Unit prefixes are common base-10 or base-2 powers multiples and submultiples of units.

While a base unit is one that has been explicitly so designated, 
a derived unit is unit for a derived quantity, involving the combination of quantities with different units; several SI derived units are specially named.
A coherent derived unit involves no conversion factors.