hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
1995 Nokia Open – Men's doubles
Tommy Ho and Kent Kinnear were the defending champions, but Kinnear did not participate this year.  Ho partnered Sébastien Lareau, successfully defending his title.

Ho and Lareau won the title, defeating Dick Norman and Fernon Wibier 7–6, 7–6 in the final.

Dick Norman
Dick Norman (born 1 March 1971) is a Belgian former professional tennis player. He achieved a degree of folk popularity among tennis fans due to his height (6 feet 8 inches), his left-handed power game and, in the last few years of his career, his age (between late 2006 and his retirement in June 2013 he was the oldest player on the ATP Tour).

After retirement Norman became involved in coaching and organizing local tennis events. 
In March 2018, he became the tournament director of the European Open.
Free Will (Freeway album)
Free Will is the fifth solo studio album by American rapper Freeway. It was released on April 29, 2016, via Babygrande Records. Production was handled by S. Frank, Scholito, Girl Talk, Tryfe, Chemist, L.E.S. and Money Alwayz, with Chuck Wilson and Freeway serving as executive producers. It features guest appearances from Raheem DeVaughn, Rod, Scholito and Young Buck.

Chuck Wilson (multimedia executive)
Charles "Chuck" Lee Wilson Jr. (born April 23, 1968) is an American entrepreneur. He is currently the Chief Executive Officer of Babygrande Global, an American multi-stage diversified investment corporation based in New York. Babygrande Global currently has holdings in the music, golf, craft beer, film, technology and supercar industries.
Horodnia, Pryluky Raion, Chernihiv Oblast
Horodnia is a village in Pryluky Raion, Chernihiv Oblast, Ukraine. It belongs to Ichnia urban hromada, one of the hromadas of Ukraine. The population is about 448 people.

Until 18 July 2020, Horodnia belonged to Ichnia Raion. The raion was abolished in July 2020 as part of the administrative reform of Ukraine, which reduced the number of raions of Chernihiv Oblast to five. The area of Ichnia Raion was merged into Pryluky Raion.

The remains of the settlement (Hillfort) site of the Kievan Rus' period (IX-XIII centuries) have been preserved on the territory of the village.
The village was found in its mid-seventeenth century. In 1648 the Cossack Sotnia was established in the village, which was part of the Pryluks regiment.

Ichnia urban hromada
Ichnia urban hromada (Ukrainian: Ічнянська міська громада) is a hromada of Ukraine, located in Pryluky Raion, Chernihiv Oblast. The Ichnia urban hromada is located within the Dnieper Lowland, in the natural zone of the forest steppe, in Polissya. The largest river is the Udai, a tributary of the Sula. Its administrative center is the city Ichnia.

It has an area of 1,205.9 square kilometres (465.6 mi2) and a population of 22,558, as of 2020.
Ádám Decker
Ádám Decker (born 29 February 1984) is a  Hungarian male water polo player. He is part of the Hungary men's national water polo team. He won a gold medal at the 2013 World Championships. He is the older brother of Attila Decker water polo player.

Water polo at the 2013 World Aquatics Championships – Men's tournament
The men's water polo tournament at the 2013 World Aquatics Championships, organised by the FINA, was held in the Piscines Bernat Picornell in Barcelona, Spain from 23 July to 3 August 2013.

Hungary won their third title by defeating Montenegro 8–7 in the final match.
Březské
Březské is a municipality and village in Žďár nad Sázavou District in the Vysočina Region of the Czech Republic. It has about 200 inhabitants.

Březské lies approximately 35 kilometres (22 mi) south-east of Žďár nad Sázavou, 47 km (29 mi) east of Jihlava, and 156 km (97 mi) south-east of Prague.

Žďár nad Sázavou
Žďár nad Sázavou (Czech pronunciation: [ˈʒɟaːr ˈnat saːzavou]; German: Saar) is a town in the Vysočina Region of the Czech Republic. It has about 20,000 inhabitants. The town is an industrial and tourist centre. It is known for the Pilgrimage Church of Saint John of Nepomuk, which is a UNESCO World Heritage Site.
Percy Bayne
Percy Matheson Bayne,  (11 June 1865 – 11 October 1942) was the first Archdeacon of Southend, serving from 1922 until 1938.

Bayne was born into an ecclesiastical family in South Weald, educated at Highgate School and Hertford College, Oxford and ordained in 1889.  He began his career with curacies at St Michael and All Angels, Walthamstow and Holy Trinity, Canning Town before being in charge of the St Augustine's Mission, Leytonstone. He was Rector of Little Ilford from 1894 to 1913; Rural Dean of Barking from 1912 to 1914; Clerical Secretary of the London-over-the-Border Church Fund from 1914 to 1922; an Honorary Canon of Chelmsford Cathedral from 1914 to his appointment as Archdeacon; Honorary Chaplain to the Bishop of Chelmsford from 1917 to 1922; and Clerical Secretary of the Diocesan Funds from 1922 to 1928.

South Weald
South Weald is a village in the Borough of Brentwood in Essex, England. It lies 1.5 miles (2 km) west of the centre of Brentwood. The village is on the edge of the Weald Country Park. South Weald was formerly a parish, which included extensive surrounding rural areas and the settlements of Brentwood, Brook Street, Coxtie Green, and Pilgrims Hatch. Brentwood became a separate civil parish in 1866. The civil parish of South Weald was abolished in 1934 and its area absorbed into Brentwood.
Results breakdown of the 2021 Canadian federal election
The 2021 Canadian federal election was held on September 20, 2021, to elect members of the House of Commons to the 44th Canadian Parliament. The Liberal Party of Canada was returned once more with a minority of the seats, and the composition of the House saw very little change.

44th Canadian Parliament
The 44th Canadian Parliament was in session from 22 November 2021 to 23 March 2025, with the membership of the House of Commons having been determined by the results of the 2021 federal election held on 20 September. Parliament officially resumed on 22 November with the re-election of Speaker Anthony Rota, and the Speech from the Throne was read by Governor General Mary Simon the following day. It was dissolved before the 2025 federal election.
Webster's salamander
The Webster's salamander (Plethodon websteri) is a species of salamander in the family Plethodontidae. It is endemic to the southeast United States, in patchy and disjunct lowland subpopulations ranging from South Carolina to Louisiana. Its natural habitat is mixed mesophytic temperate forests, in association with rocky streams and outcrops.

Plethodontidae
Plethodontidae, or lungless salamanders, are a family of salamanders. With over 500 species, lungless salamanders are by far the largest family of salamanders in terms of their diversity. Most species are native to the Western Hemisphere, from British Columbia to Brazil. Only two extant genera occur in the Eastern Hemisphere: Speleomantes (native to Sardinia and mainland Europe south of the Alps) and Karsenia (native to South Korea).
Museum of the Cetinska Krajina Region
The Museum of the Cetinska Krajina Region (Croatian: Muzej Cetinske krajine) in Sinj is a museum focusing on the cultural and historical heritage of the Cetinska Krajina region. It was founded in 1956 and has several collections including archaeological, numismatic, cultural historical, ethnographic and natural science collections.

Cultural history
Cultural history records and interprets past events involving human beings through the social, cultural, and political milieu of or relating to the arts and manners that a group favors. Jacob Burckhardt (1818–1897) helped found cultural history as a discipline. Cultural history studies and interprets the record of human societies by denoting the various distinctive ways of living built up by a group of people under consideration. Cultural history involves the aggregate of past cultural activity, such as ceremony, class in practices, and the interaction with locales. It combines the approaches of anthropology and history to examine popular cultural traditions and cultural interpretations of historical experience.
Samba in Berlin
Samba in Berlin (Portuguese: Samba em Berlim) is a 1943 Brazilian musical comedy film directed by Luiz de Barros and starring Mesquitinha, Laura Suarez and Dercy Gonçalves. It is a World War II film part of the popular tradition of chanchadas, aiming to poke fun at Nazi Germany with whom Brazil was now at war.

Cinema of Brazil
Cinema of Brazil refers to the film industry based in Brazil. The Brazilian cinema was introduced early in the 20th century but took some time to consolidate itself as a popular form of entertainment. Its film industry has gone through periods of ups and downs, a reflection of its dependency on state funding and incentives.
Scott Kremerskothen
Scott Paul Kremerskothen (born 5 January 1979) is an Australian former cricketer who played for Tasmania. He played his club cricket for Clarence District Cricket Club.

Kremerskothen is an all-rounder who bats well in the middle order, and can get the ball to move both ways off the pitch with his medium pace bowling. He was a regular feature in the Tasmania line-up in the early years of the 21st century, however he became yet another victim of the Tasmania's 2006 injury crisis, and missed most of the season. He has not represented the team since.

Clarence District Cricket Club
Clarence District Cricket Club (CDCC) is a Grade level cricket club representing the city of Clarence in Tasmania's Grade Cricket Competition.

CDCC are based at, and play their home games at Kangaroo Bay Sports ground. Clarence District Cricket Club have strong affiliations with the Clarence Roos football club.

CDCC celebrated their 50th anniversary in 2006. CDCC were at their most dominant in the 1980s, when the team won 8 of their 11 titles including two "4-in-a-row's".

Clarence have been TCA Premiers 11 times despite only joining the competition in 1956 and not winning their first title for 26 years, making them currently sixth on the overall winners list.

Currently the club field teams in the first, second and third grades of the TCA competition, as well as a team in the Southern Tasmanian Cricket League.  There are also a large number of junior teams.
A Matter of Time (film)
A Matter of Time (Italian: Nina) is a 1976 musical fantasy film directed by Vincente Minnelli and starring Liza Minnelli, Ingrid Bergman and Charles Boyer. It features songs by the duo of Kander and Ebb, George Gershwin, and B.G. DeSylva. The screenplay, written by John Gay, is based on the novel The Film of Memory (La Volupté d'être) by Maurice Druon.

The fictional story is based loosely on the real life exploits of the infamous Italian eccentric, the Marchesa Casati, whom Druon knew during her declining years in London while he was stationed there during World War II.

An American-Italian co-production, A Matter of Time had a troubled production, which led an aging Vincente Minnelli to be removed from creative control during post-production. The film marked the first screen appearance for Isabella Rossellini, the last for Charles Boyer and Amedeo Nazzari, and it proved to be Minnelli's final project.

Kander and Ebb
Kander and Ebb were a highly successful American songwriting team consisting of composer John Kander (born March 18, 1927) and lyricist Fred Ebb (April 8, 1928 – September 11, 2004).  Known primarily for their stage musicals, which include Cabaret and Chicago,  Kander and Ebb also scored several movies, including Martin Scorsese's New York, New York. Their most famous song is the theme song of that movie.  Recorded by many artists, "New York, New York" became a signature song for Frank Sinatra.  The team also became associated with two actresses, Liza Minnelli and Chita Rivera, for whom they wrote a considerable amount of material for the stage, concerts and television.
Sinéad Quinn
Sinéad Quinn (Irish: Sinéad Ní Chuinn; born 24 March 1980) is a Northern Irish singer, best known as a contestant in the first series of the UK BBC TV series Fame Academy in 2002. She later went on to sign a recording contract, released an album, and had a #2 UK single with "I Can't Break Down" in February 2003.

Recording contract
A recording contract (commonly called a record contract or record deal) is a legal agreement between a record label and a recording act (artist or group), where the act makes an audio recording (or series of recordings) for the label to sell and promote. Artists under contract are normally only allowed to record for that label exclusively; guest appearances on other artists' records will carry a notice "By courtesy of (the name of the label)", and that label in question may receive a percentage of sales through publishing.
Principality of Valona
The Principality of Valona and Kanina, also known as the Despotate of Valona and Kanina, Principality of Valona or Principality of Vlorë (1346–1417) was a medieval principality in Albania, roughly encompassing the territories of the modern counties of Vlorë (Valona), Fier, and Berat. Initially a vassal of the Serbian Empire, it became an independent lordship after 1355, although de facto under Venetian influence, and remained as such until it was conquered by the Ottoman Turks in 1417.

Berat County
Berat County (Albanian pronunciation: [beɽat]; Albanian: Qarku Berat), officially the County of Berat (Albanian: Qarku i Beratit), is a county in the Southern Region of the Republic of Albania. It is the ninth largest by area and the ninth most populous of the twelve counties, with around 140,956 people within an area of 1,798 km2 (694 sq mi). The county borders the counties of Elbasan to the north, Korçë to the east, Gjirokastër to the south and Fier to the west. It is divided into five municipalities, Berat, Dimal, Kuçovë, Poliçan and Skrapar, with all of whom incorporate twenty-five administrative units.
Aditi Sen De
Aditi Sen De (born 1 October 1974 in Kolkata, India) is an Indian scientist, a professor in quantum information and computation group at the Harish-Chandra Research Institute, Prayagraj. She is known for her research on quantum information and computation, quantum communication including quantum cryptography, quantum optics and many-body physics. The Council of Scientific and Industrial Research awarded her the Shanti Swarup Bhatnagar Prize for Science and Technology for her contributions to physical sciences in 2018. She is the first female physicist to be given this honour. In 2022, she was elected as a member of Indian Academy of Sciences and Indian National Science Academy.

Quantum optics
Quantum optics is a branch of atomic, molecular, and optical physics and quantum chemistry that studies the behavior of photons (individual quanta of light). It includes the study of the particle-like properties of photons and their interaction with, for instance, atoms and molecules. Photons have been used to test many of the counter-intuitive predictions of quantum mechanics, such as entanglement and teleportation, and are a useful resource for quantum information processing.
Fagioli all'uccelletto
Fagioli all'uccelletto (also known as Tuscan tomato beans)
is an Italian side dish of cannellini beans (Italian white beans) cooked in  tomato sauce with onion, garlic, fresh sage and crushed tomatoes.
Basil or rosemary may be included.
The standard recipe is vegan and gluten-free, but sausage can be added, making it salsicce con fagioli all'uccelletto.
Its name literally means: beans cooked in the “little bird” style.

Rosemary
Salvia rosmarinus, synonym Rosmarinus officinalis, commonly known as rosemary, is a shrub with fragrant, evergreen, needle-like leaves and purple or sometimes white, pink, or blue flowers. It is a member of the mint family, Lamiaceae.

The species is native to the Mediterranean region. It has a number of cultivars, and its leaves are commonly used as a flavoring.
John Lapus
Jonathan Anthony Solis Lapus (born July 7, 1973), also known as Sweet, is a Filipino actor, presenter and director. He began his career performing several stage plays and later branched into acting on screen. He became one of the leading queer comedians in the 2000s to mid 2010s, appearing in numerous blockbusters, presented several television shows, and later expanded into filmmaking in late 2010s. Lapus is the recipient of two Aliw Awards, two Box Office Entertainment Awards, two Golden Screen Awards and a Star Award for Television.

Golden Screen TV Awards
Golden Screen TV Awards is a yearly awards night that recognizes the outstanding programs and personalities from different TV networks in the Philippines including ABS-CBN, TV5, GMA Network, among others.

It was created in 2004 by the Entertainment Press Society (ENPRESS), a group of entertainment writers from newspapers. Before the awards night (usually held in March), the ENPRESS members are taking reviews and deliberations of the nominees for three months.
Nel cor più non mi sento
"Nel cor più non mi sento" is a duet from Giovanni Paisiello's 1788 opera L'amor contrastato, ossia La molinara, usually known as La molinara (The Miller-Woman). The duet is sung twice in the opera's second act, first by the miller-woman Rachelina (soprano) and Calloandro (tenor) and then by Rachelina and the notary Pistofolo (baritone). The duet is notable as its theme has been used many times as a basis for other musical works, and due to its inclusion in Alessandro Parisotti's 1885 collection Arie Antiche, the song has secured a place in classical vocal pedagogy.

Duet
A duet (Italian: duo or duetto) is a musical composition for two performers in which the performers have equal importance to the piece, often a composition involving two singers or two pianists. It differs from a harmony, as the performers take turns performing a solo section rather than performing simultaneously. A piece performed by two pianists performing together on the same piano is a "piano duet" or "piano four hands". A piece for two pianists performing together on separate pianos is a "piano duo".

"Duet" is also used as a verb for the act of performing a musical duet, or colloquially as a noun to refer to the performers of a duet.

A musical ensemble with more than two solo instruments or voices is called a trio, quartet, quintet, sextet, septet, octet, etc.
IPEC
IPEC can refer to:

Indian Point Energy Center

International Programme on the Elimination of Child Labour

Institute of Permaculture and Ecovillage of the Cerrado, Brazil

Inteligência em Pesquisa e Consultoria Estratégica, a Brazilian opinion polling company

Intellectual Property Enterprise Court, a venue for legal actions relating to Intellectual Property in the United Kingdom

International Pharmaceutical Excipients Council

International Symposium on Parameterized and Exact Computation, an annual computer science conference

Toll Ipec, an Australian logistics enterprise, subsidiary of Toll Group

European Symposium on Algorithms
The European Symposium on Algorithms (ESA) is an international conference covering the field of algorithms. It has been held annually since 1993, typically in early Autumn in a different European location each year. Like most theoretical computer science conferences its contributions are strongly peer-reviewed; the articles appear in proceedings published in Springer Lecture Notes in Computer Science. Acceptance rate of ESA is 24% in 2012 in both Design and Analysis and Engineering and Applications tracks.
Rat-tailed maggot
Rat-tailed maggots are the larvae of certain species of hoverflies belonging to the tribes Eristalini and Sericomyiini. A characteristic feature of rat-tailed maggots is a tube-like, telescoping breathing siphon located at their posterior end. This acts like a snorkel, allowing the larva to breathe air while submerged. The siphon is usually about as long as the maggot's body (20 mm (1 in) when mature), but can be extended up to about 150 mm (6 in). This organ gives the larva its common name.

The most commonly encountered rat-tailed maggot is the larva of the drone fly, Eristalis tenax. It lives in stagnant, oxygen-deprived water, with a high organic content. It is fairly tolerant of pollution and can live in sewage lagoons and cesspools.

Organic matter
Organic matter, organic material or natural organic matter (NOM) is the large source of carbon-based compounds found within natural and engineered, terrestrial, and aquatic environments. It is matter composed of organic compounds that have come from the feces and remains of organisms such as plants and animals. Organic molecules can also be made by chemical reactions that do not involve life. Basic structures are created from cellulose, tannin, cutin, and lignin, along with other various proteins, lipids, and carbohydrates. Organic matter is very important in the movement of nutrients in the environment and plays a role in water retention on the surface of the planet.
2001 Wimbledon Championships – Girls' singles
María Emilia Salerni was the defending champion but did not complete in the Juniors this year.

Angelique Widjaja defeated Dinara Safina in the final, 6–4, 0–6, 7–5 to win the girls' singles tennis title at the 2001 Wimbledon Championships.

María Emilia Salerni
María Emilia Salerni (born 14 May 1983), known as "Pitu Salerni", is a former professional tennis player from Argentina.

On 25 February 2008, she reached her best singles ranking of world No. 65. On 23 September 2002, she peaked at No. 45 in the doubles rankings.

The two-time former junior Grand Slam champion, winning Wimbledon and US Open in 2000, as well as finishing runner-up at Roland Garros, was named the 2000 ITF Junior World Champion. Salerni dated Argentine tennis player Guillermo Cañas until 2007.

Salerni retired from professional tour in 2009 after a string of injuries.
Progressive function
In mathematics, a progressive function ƒ ∈ L2(R) is a function whose Fourier transform is supported by positive frequencies only:

It is called super regressive if and only if the time reversed function f(−t) is progressive, or equivalently, if

The complex conjugate of a progressive function is regressive, and vice versa.

The space of progressive functions is sometimes denoted , which is known as the Hardy space of the upper half-plane.  This is because a progressive function has the Fourier inversion formula

and hence extends to a holomorphic function on the upper half-plane

by the formula

Conversely, every holomorphic function on the upper half-plane which is uniformly square-integrable on every horizontal line
will arise in this manner.

Regressive functions are similarly associated with the Hardy space on the lower half-plane .

Upper half-plane
In mathematics, the upper half-plane, ⁠⁠ is the set of points ⁠⁠ in the Cartesian plane with ⁠⁠ The lower half-plane is the set of points ⁠⁠ with ⁠⁠ instead. Arbitrarily oriented half-planes can be obtained via a planar rotation. Half-planes are an example of two-dimensional half-space. A half-plane can be split in two quadrants.