hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Andoni Zubizarreta
Andoni Zubizarreta Urreta (Basque pronunciation: [andoni s̻uβis̻areta ureta], Spanish: [anˈdoni θuβiˈθareta wˈreta]; born 23 October 1961) is a Spanish former professional footballer who played as a goalkeeper.

The most capped player for the Spain national team for several years, he played with individual and team success for Athletic Bilbao and Barcelona (eight years with the latter, he would later work with the club in directorial capacities), appearing in more than 950 official professional matches during his club career and holding the records for most appearances and clean sheets in La Liga for several years.

Zubizarreta represented Spain in seven major international tournaments, four World Cups and three European Championships, starting in six of those. He won the European Cup with Barcelona in 1992 and six La Liga titles, two with Athletic and four with Barcelona.

Sporting director
A sporting director, or director of sport, is an executive management position in a sports club. The role is well known as a management role for European football clubs, which are sometime also "sports clubs", offering many types of sports. The sporting director is, in many cases, a member of the executive board and therefore an executive director. The sporting director is usually directly subordinate to the chief executive officer or the chairman of the sports organisation. The sporting director is in turn typically the manager of the coaching staff.
1967 World Netball Championships
The 1967 World Netball Championships was the second edition of the INF Netball World Cup, a quadrennial international netball competition. The 1967 tournament was held in Perth, Western Australia, and featured eight teams. New Zealand were the winners.

Netball World Cup
The Netball World Cup is a quadrennial international netball world championship organised by World Netball, inaugurated in 1963. Since its inception the competition has been dominated primarily by the Australia national netball team and the New Zealand national netball team, Trinidad and Tobago is the only other team to have won a title (a three-way tie in the 1979 championship). The most recent tournament was the 2023 Netball World Cup in Cape Town, South Africa, which was won by Australia.
Ruhinda of Ankole
Ruhinda (Ruhinda rwa Njunaki) is a traditionally attested figure in the history of the western Great Lakes region of East Africa. In oral traditions, he is regarded as the founder of the Kingdom of Ankole between the years of 1430–1446 and is also associated with early political developments in Karagwe.  His life is linked to the traditions surrounding the collapse of the Empire of Kitara.

Empire of Kitara
Kitara (sometimes spelt as Kittara or Kitwara, also known as the Chwezi Empire) was an ancient legendary state that covered significant parts of western Uganda and is regularly mentioned in the oral traditions of the Banyoro, Batooro, and Banyankole.
Jazz piano
Jazz piano is a collective term for the techniques pianists use when playing jazz. The piano has been an integral part of the jazz idiom since its inception, in both solo and ensemble settings. Its role is multifaceted due largely to the instrument's combined melodic and harmonic capabilities. For this reason it is an important tool of jazz musicians and composers for teaching and learning jazz theory and set arrangement, regardless of their main instrument. By extension the phrase 'jazz piano' can refer to similar techniques on any keyboard instrument.

Along with the guitar, vibraphone, and other keyboard instruments, the piano is one of the instruments in a jazz combo that can play both single notes and chords rather than only single notes as does the saxophone or trumpet.

Swing time
In music, the term swing has two main uses. Colloquially, it is used to describe the propulsive quality or "feel" of a rhythm, especially when the music prompts a visceral response such as foot-tapping or head-nodding (see pulse). This sense can also be called "groove".

The term swing feel, as well as swung note(s) and swung rhythm, is also used more specifically to refer to a technique (most commonly associated with jazz but also used in other genres) that involves alternately lengthening and shortening the first and second consecutive notes in the two part pulse-divisions in a beat.
October 18 (Eastern Orthodox liturgics)
October 17 - Eastern Orthodox liturgical calendar - October 19

All fixed commemorations below celebrated on October 31 by Eastern Orthodox Churches on the Old Calendar.

For October 18th, Orthodox Churches on the Old Calendar commemorate the Saints listed on October 5.

October 5 (Eastern Orthodox liturgics)
October 4 - Eastern Orthodox liturgical calendar - October 6

All fixed commemorations below celebrated on October 18 by Eastern Orthodox Churches on the Old Calendar.

For October 5th, Orthodox Churches on the Old Calendar commemorate the Saints listed on September 22.
Studies for Player Piano (Nancarrow)
The Studies for Player Piano is a series of 49 études for player piano by American composer Conlon Nancarrow. Often exploring complex rhythmic variations beyond the ability of a human pianist, these compositions are some of the best-known and celebrated compositions by Nancarrow, even though they are generally not considered a set of compositions, but rather individual compositions that were given the same title and status. The dates of composition are unknown, but approximate ranges have been given according to best evidence.

Square root of 2
The square root of 2 (approximately 1.4142) is the positive real number that, when multiplied by itself or squared, equals the number 2. It may be written as  or . It is an algebraic number, and therefore not a transcendental number. Technically, it should be called the principal square root of 2, to distinguish it from the negative number with the same property.

Geometrically, the square root of 2 is the length of a diagonal across a square with sides of one unit of length; this follows from the Pythagorean theorem. It was probably the first number known to be irrational. The fraction ⁠99/70⁠ (≈ 1.4142857) is sometimes used as a good rational approximation with a reasonably small denominator.

Sequence A002193 in the On-Line Encyclopedia of Integer Sequences consists of the digits in the decimal expansion of the square root of 2, here truncated to 30 decimal places:

1.414213562373095048801688724209
Judy Cheeks
Judy Cheeks (February 13, 1954 – November 26, 2025) was an American singer. In the 1970s and 1980s, she recorded as a soul and R&B singer, before releasing more dance-oriented music in the 1990s. Cheeks performed with Ike & Tina Turner as an Ikette. She also worked as a backing vocalist for artists such as Stevie Wonder, Donna Summer, Amanda Lear, and David Knopfler.

Alphaville (band)
Alphaville is a German synth-pop band formed in Münster in 1982. They gained popularity in the 1980s. The group was founded by singer Marian Gold and musicians Bernhard Lloyd and Frank Mertens. They achieved chart success with the singles "Forever Young", "Big in Japan", "Sounds Like a Melody", "The Jet Set", and "Dance with Me". Gold remains the only continuous original member of Alphaville. They took their name from Jean-Luc Godard's 1965 film Alphaville.
Leslie S. Klinger
Leslie S. Klinger is an American attorney and writer. He is a noted literary editor and annotator of classic genre fiction, including the Sherlock Holmes stories and the novels Dracula, Frankenstein, and Strange Case of Dr. Jekyll and Mr. Hyde as well as Neil Gaiman's The Sandman comics, Alan Moore's and Dave Gibbons's graphic novel Watchmen, the stories of H.P. Lovecraft, and Neil Gaiman's American Gods.

S. S. Van Dine
S. S. Van Dine (also styled S.S. Van Dine) is the pen name used by American art critic Willard Huntington Wright (October 15, 1888 – April 11, 1939) when he wrote detective novels. Wright was active in avant-garde cultural circles in pre–World War I New York, and under the pen name (which he originally used to conceal his identity) he created the fictional detective Philo Vance, a sleuth and aesthete who first appeared in books in the 1920s, then in films and on the radio.
St Andrew's Church, Farnham
St Andrew's Church is an Anglican parish church in the centre of Farnham, Surrey. It is a Grade I listed building and surviving parts of the structure date back to the Middle Ages. It is in the Archdeaconry of Surrey, in the Diocese of Guildford. The churchyard contains the grave of the political activist William Cobbett, and there is a memorial to the hymn-writer Augustus Toplady.

Diocese of Guildford
The Diocese of Guildford is a Church of England diocese covering eight and half of the eleven districts in Surrey, much of north-east Hampshire and a parish in Greater London. The cathedral is Guildford Cathedral and the bishop is the Bishop of Guildford. Of the two provinces of the church, it is in the Province of Canterbury.
1952 NCAA cross country championships
The 1952 NCAA Men's Cross Country Championships were the 14th annual cross country meet to determine the team and individual national champions of men's collegiate cross country running in the United States.

Since the current multi-division format for NCAA championship did not begin until 1973, all NCAA members were eligible. In total, 24 teams and 97 individual runners contested this championship.

The meet was hosted by Michigan State College on November 24, 1952, at the Forest Akers East Golf Course in East Lansing, Michigan. The distance for the race was 4 miles (6.4 kilometers).

The team national championship was won by the host Michigan State Spartans, their fourth. The individual championship was won by Charles Capozzoli, from Georgetown, with a time of 19:36.94.

NCAA Division I men's cross country championships
The NCAA Division I men's cross country championships (formerly the NCAA University Division cross country championships) are contested at an annual meet hosted by the National Collegiate Athletic Association to determine the individual and team national champions of men's collegiate cross country running among its Division I members in the United States. It has been held every fall (typically in November) since the NCAA split into its current three-division format in 1973.

Teams and individual runners qualify for the championship at regional competitions approximately a week before the national championships.

Arkansas has been the most successful program, with eleven national titles.

Oklahoma State is the defending team national champion, winning their sixth title in 2025.
2006 OFC Beach Soccer Championship
The 2006 OFC Beach Soccer championship also known as the 2006 FIFA Beach Soccer World Cup qualifiers for (OFC) was the first beach soccer championship for Oceania, held from late August to early September, in Moorea, Tahiti, French Polynesia.
The Solomon Islands won the championship, who moved on to play in the 2006 FIFA Beach Soccer World Cup in Rio de Janeiro, Brazil from 2 November - 12 November.

2006 FIFA Beach Soccer World Cup
The 2006 FIFA Beach Soccer World Cup was the second edition of the FIFA Beach Soccer World Cup, governed by FIFA. Overall, this was the 12th edition of a world cup in beach soccer since the establishment of the Beach Soccer World Championships which ran from 1995–2004 but was not governed by FIFA. It took place in Rio de Janeiro, Brazil, from 2–12 November 2006.

The winners of the tournament were hosts Brazil, who won their first FIFA Beach Soccer World Cup title and their tenth world title overall.
Mount Barr
Mount Barr is a mountain in the Skagit Range of the Cascade Mountains of southern British Columbia, Canada, located on the northeast side of Wahleach Lake and just southwest of Hope. It is a ridge highpoint with an elevation of 1,907 m (6,257 ft).

Mount Barr is one of several magmatic features just north of the Chilliwack batholith. It is part of 
a large circular igneous intrusion that was emplaced along the Fraser Fault 16 to 21 million years ago. The intrusion is part of the Pemberton Volcanic Belt, an eroded volcanic belt that formed as a result of subduction of the Farallon Plate starting 29 million years ago.

Chilliwack batholith
The Chilliwack Batholith is a large batholith that forms much of the North Cascades in southwestern British Columbia, Canada and the U.S. state of Washington.

The geological structure is named after the Chilliwack River Valley, where it outcrops in many places. It does not outcrop anywhere near the City of Chilliwack.

The Chilliwack Batholith is part of the Pemberton Volcanic Belt and is the largest mass of exposed intrusive rock in the Cascade Volcanic Arc.

The age of the Chilliwack batholith ranges from 26 to 29 million years old.
Armagh disturbances
The Armagh disturbances was a period of intense sectarian fighting in the 1780s and 1790s between the Ulster Protestant Peep o' Day Boys and the Roman Catholic Defenders, in County Armagh, Kingdom of Ireland, culminating in the Battle of the Diamond in 1795.

Defenders (Ireland)
The Defenders (Irish: Na Cosantóirí) were a Catholic agrarian secret society in 18th-century Ireland, founded in County Armagh. Initially, they were formed as local defensive organisations opposed to the Protestant Peep o' Day Boys; however, by 1790 they had become a secret oath-bound fraternal society made up of lodges. By 1796, the Defenders had allied with the United Irishmen, and participated in the 1798 rebellion. By the 19th century, the organisation had developed into the Ribbonmen.
Husalah
James "Husalah" Ratliff (born May 13, 1979), is an American rapper. He began his career with the Pittsburg group the Mob Figaz, whose first album, C-Bo's Mob Figaz, was released in 1999. Like his late close friend The Jacka, Husalah is a Muslim, and frequently references Islam in his lyrics. He has released three solo studio albums (Dope, Guns and Religion, Hustlin' Since the '80s, and The H), as well as numerous group projects.

Clyde Carson
Nyle Kalin Parrish (born June 2, 1981), better known by his stage name Clyde Carson, is an American rapper. He formed the West Coast hip-hop trio the Team in 2001, with whom he has released four studio albums. After their third album World Premiere (2006), the group went on hiatus and Carson signed with fellow California-based rapper the Game's Black Wall Street Records, in a joint venture with Capitol Records to release his debut extended play Doin' That (2006).

Following his departure from both labels, he established the record label Moe Doe Entertainment to release his following EPs: Bass Rock (2009) and Playboy (2014). Carson remains best known for his 2012 single "Slow Down", which entered the Hot R&B/Hip-Hop Songs chart and was featured on the 2013 video game Grand Theft Auto V. Carson blends hyphy with street-styled rap.
Xẻo Quýt Historical Site
Xẻo Quýt Historical Site (Vietnamese: Khu di tích Xẻo Quýt) is a national historical relic and eco-tourism area located in the communes of Mỹ Hiệp and Mỹ Long, Cao Lãnh district, Đồng Tháp province, Vietnam. Approximately 30 km from Cao Lãnh city, the site spans 50 hectares, including 20 hectares of melaleuca (tràm) forest, and served as a key revolutionary base during the Vietnam War from 1960 to 1975. It was officially recognized as a national historical site in 1992 and has since been developed for tourism, attracting visitors interested in history, nature, and biodiversity.

Đồng Tháp province
Đồng Tháp is a province in the Mekong Delta, Việt Nam. It has a 50 kilometer border with Prey Veng province (Cambodia) in the North, Tây Ninh province in the Northeast, Hồ Chí Minh city in the east (separated by the Soài Rạp river), South China Sea, Vĩnh Long province in the South, An Giang province in the West, and Cần Thơ city in the Southwest.
Kalevalsky District
Kalevalsky District (Russian: Ка́левальский райо́н; Karelian: Kalevalan piiri) is an administrative district (raion), one of the fifteen in the Republic of Karelia, Russia. It is located in the northwest of the republic and borders with Finland in the west, Loukhsky District in the north, Kemsky and Muyezersky Districts in the east, and with the territory of the town of republic significance of Kostomuksha in the south. The area of the district is 13,316 square kilometers (5,141 sq mi). Its administrative center is the urban locality (an urban-type settlement) of Kalevala. As of the 2010 Census, the total population of the district was 8,321, with the population of Kalevala accounting for 54.4% of that number.

Muyezersky District
Muyezersky District (Russian: Муезе́рский райо́н; Karelian: Mujejärven piiri) is an administrative district (raion), one of the fifteen in the Republic of Karelia, Russia. It is located in the west of the republic. The area of the district is 17,600 square kilometers (6,800 sq mi). Its administrative center is the urban locality (an urban-type settlement) of Muyezersky. As of the 2010 Census, the total population of the district was 12,236, with the population of the administrative center accounting for 27.2% of that number.
Friedrich Tinner
Friedrich Tinner, also known as Fred Tinner or Fred Tinner-Göldi  (18 November 1936 – 3 May 2021) was a Swiss nuclear engineer and a long-associated friend of Abdul Qadeer Khan—Pakistan's former top scientist—and connected with the Khan nuclear network trafficking in the proliferation of nuclear materials and gas centrifuge designs to Iran, Libya, and North Korea. In 2006, Tinner was revealed by the IAEA's investigators as the foreign director and technical head of the Libyan nuclear program. In Libya, Tinner ran the illicit nuclear experiments, using the expertise and technical information he received from his friend Khan, on behalf of the Libyan nuclear program. According to Khan, Tinner was the former researcher of the Kahuta Research Laboratories during the 1970s, when he worked there as a research scientist under the supervision of A. Q. Khan. Tinner was known and connected in particular with gas centrifuge technology used for isotopic enrichment of uranium.

Gas centrifuge
A gas centrifuge is a device that performs isotope separation of gases. A centrifuge relies on the principles of centrifugal force accelerating molecules so that particles of different masses are physically separated in a gradient along the radius of a rotating container.

A prominent use of gas centrifuges is for the separation of uranium-235 (235U) from uranium-238 (238U). The gas centrifuge was developed to replace the gaseous diffusion method of 235U extraction. High degrees of separation of these isotopes relies on using many individual centrifuges arranged in series that achieve successively higher concentrations. This process yields higher concentrations of 235U while using significantly less energy compared to the gaseous diffusion process.
Ampelakia
Ampelakia (Greek: Αμπελάκια, meaning vineyards) is a town and a former municipality of Salamis Island, Greece. Since the 2011 local government reform it is part of the municipality Salamis, of which it is a municipal unit.

It lies on the central east coast of the island and has a land area of 15.169 km2, comprising about one-sixth of the island's area (with the balance belonging to the city of Salamina). It has a population of 6,985 inhabitants (2021 census).

Ajax the Great
Ajax (/ˈeɪdʒæks/) or Aias (/ˈaɪ.əs/; Ancient Greek: Αἴας, romanized: Aíās [aí̯.aːs], gen. Αἴαντος Aíantos) is a Greek mythological hero, the son of King Telamon and Periboea, and the half-brother of Teucer. He plays an important role in the Trojan War, and is portrayed as a towering figure and a warrior of great courage in Homer's Iliad and in the Epic Cycle, a series of epic poems about the Trojan War, being second only to Achilles among Greek heroes of the war. He is also referred to as "Telamonian Ajax" (Αἴας ὁ Τελαμώνιος, in Etruscan recorded as Aivas Tlamunus), "Greater Ajax", or "Ajax the Great", which distinguishes him from Ajax, son of Oileus, also known as Ajax the Lesser.
Herzberger Quader
The Herzberger Quader is a solid dissection puzzle invented by German mathematics teacher Gerhard Schulze.
It was named after his home-town Herzberg, and Quader is the latin-derived German word for a rectangular cuboid.

Mechanical puzzle
A mechanical puzzle is a puzzle presented as a set of mechanically interlinked pieces in which the solution is to manipulate the whole object or parts of it. While puzzles of this type have been in use by humanity as early as the 3rd century BC, one of the most well-known mechanical puzzles of modern day is the Rubik's Cube, invented by the Hungarian architect Ernő Rubik in 1974. The puzzles are typically designed for a single player, where the goal is for the player to discover the principle of the object, rather than accidentally coming up with the right solution through trial and error. With this in mind, they are often used as an intelligence test or in problem solving training.
Dallas–Fort Worth Film Critics Association Awards 2025
The 31st Dallas–Fort Worth Film Critics Association Awards, honoring the best in film for 2025, were announced on December 17, 2025.

One Battle After Another received the most awards with five wins, winning Best Picture, Best Director and Best Screenplay (both for Paul Thomas Anderson), Best Actor (Leonardo DiCaprio), and Best Supporting Actress (Teyana Taylor). Other multiple winning films include Sinners, which won Best Cinematography (Autumn Durald Arkapaw) and Best Musical Score (Ludwig Göransson), and Sentimental Value, which won Best Foreign Language Film and Best Supporting Actor (Stellan Skarsgård). The winners for the remaining categories were Rose Byrne for Best Actress (If I Had Legs I'd Kick You), The Perfect Neighbor for Best Documentary Film, and KPop Demon Hunters for Best Animated Film.

Dallas–Fort Worth Film Critics Association Award for Best Screenplay
The Dallas–Fort Worth Film Critics Association Award for Best Screenplay is an award presented by the Dallas–Fort Worth Film Critics Association. It was first awarded at the 2005 ceremony and is given in honor of a screenwriter who has delivered an outstanding screenplay while working in the film industry.
Rajawali railway station
Rajawali Station (RJW) is a class III railway station located on North Gunung Sahari, Sawah Besar, Central Jakarta. The station, which is located at an altitude of +4 m (13 ft), is included in the Operation Area I Jakarta. This station has four tracks and only serves the KRL Commuterline.

Sawah Besar
Sawah Besar is a district (kecamatan) of Central Jakarta, Indonesia. Its neighborhoods are among the most historic, containing the 1820-established Pasar Baru ("New Market"), the new colonial city – Weltevreden – and the old course of the Ciliwung River. Landmarks include the Lapangan Banteng (formerly Waterloo Square), the government's 19th century, low-rise A.A. Maramis Building and its high palmed-lawned vista (being the intended palace of Daendels), and Jakarta Cathedral.
The Face Vietnam season 1
The Face Vietnam season 1 (Vietnamese: Gương Mặt Thương Hiệu Mùa 1) is a Vietnamese modeling-themed reality television series, based on the US television series of the same name, and one of several national editions in the international The Face franchise. Hồ Ngọc Hà, Phạm Hương and Lan Khuê served as model coaches and Vĩnh Thụy served as a host for the first season. The first season premiered on 18 June 2016 on VTV3.

Team Hồ Ngọc Hà's Phí Phương Anh, 19-year-old from Hanoi, won the final round on September 3, 2016.

The Face Vietnam
The Face Vietnam (Vietnamese: Gương mặt thương hiệu in season 1–2 or Gương mặt Người mẫu Việt Nam in season 3–4) is a Vietnamese modeling–themed reality television series, based on the US television series of the same name, and one of several national editions in the international The Face franchise.

The show is where coaches, often famous models and actors, compete to find the "the face" for brands, through modeling and advertising challenges.