hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Telefios
Telefios was a Scottish Gaelic-language news programme, broadcast on both Grampian Television and Scottish Television from 4 January 1993 until 2000.

Its name is a portmanteau of the word fios meaning "knowledge" or "information", and telebhisean ("television").

Although not strictly a local news bulletin, the programme concentrated mainly on Western Isles news, and specifically Gaelic interest news stories from elsewhere.

Five-minute bulletins were shown on weekday lunchtimes (and later, in the early evening) while a supplementary half-hour review programme, Telefios na Seachduinn, was broadcast on Saturday lunchtime.

News broadcasting
News broadcasting is the medium of broadcasting various news events and other information via television, radio, or the internet in the field of broadcast journalism. The content is usually either produced locally in a radio studio or television studio newsroom, or by a broadcast network. A news broadcast may include material such as sports coverage, weather forecasts, traffic reports, political commentary, expert opinions, editorial content, and other material that the broadcaster feels is relevant to their audience. An individual news program is typically reported in a series of individual stories that are presented by one or more anchors. A frequent inclusion is live or recorded interviews by field reporters.
Sriwedari
Sriwedari is the fifth studio album by the Indonesian pop group Maliq & D'Essentials. The album was released on 25 January 2013 by their own independent company, Organic Records, and was produced by Eki Puradiredja. It is their first album with keyboardist Ilman Ibrahim, who joined the band in 2011. Two editions were released: a standard edition and a limited edition  of 2000 copies sold through Blibli.com.

The album was nominated for "Album of the Year" at the 1st Indonesian Choice Awards, but lost to Raisa's Heart to Heart.

Raisa (singer)
Raisa Andriana (born 6 June 1990), better known by her mononym Raisa, is an Indonesian singer and songwriter. She became publicly known for her song titled "Serba Salah". Before her solo career, she was one of the lead vocalists of Kevin Aprilio's band, Andante, which was later renamed Vierra (now Vierratale).

Raisa has received several accolades, including the Indonesian Music Awards, Music Planet Awards, and Mnet Asian Music Awards. In 2014, she charted at 45th place on Billboard Uncharted, marking her first time to enter the Billboard chart. Later in 2017, she reached 29th place on Billboard Social 50, a chart that ranks the most active musical artists on the world's leading social networking services.
Aleksandar Pavić
Aleksandar Pavić (Serbian Cyrillic: Александар Павић; born 11 November 1961) is a Serbian writer and politician. He has served in the Serbian parliament since February 2024, originally as a member of the We – Voice from the People (MI–GIN) political movement and later with the breakaway We – Power of the People (MI–SN) movement. He has also been a member of the Belgrade city assembly since June 2024.

Pavić has a long history of involvement in Serbian nationalist causes and was an advisor to Republika Srpska president Biljana Plavšić in 1996–97.

Biljana Plavšić
Biljana Plavšić (Serbian Cyrillic: Биљана Плавшић; born 7 July 1930) is a Bosnian Serb former politician, university professor and scientist who served as President of Republika Srpska and was later convicted of crimes against humanity for her role in the Bosnian War.

Plavšić was indicted in 2001 by the International Criminal Tribunal for the former Yugoslavia (ICTY) for war crimes committed during the Bosnian War. She plea-bargained with the ICTY and was sentenced to 11 years in prison in 2003, to be served in a Swedish prison.

She was released on 27 October 2009 after serving two-thirds of her sentence. Plavšić is, together with Radovan Karadžić, the highest ranking Bosnian Serb politician to be sentenced. Before entering politics, she taught biology at the University of Sarajevo.
Middleton, Ryedale
Middleton is a small village and civil parish in North Yorkshire, England. It is situated on the A170 road to the west of Pickering.

St Andrew's Church, Middleton is Grade I listed.  Above the entrance to the Church is a sundial that dates back to 1782.

Middleton Hall, next to the church, is a Grade II Listed house dating from the mid 18th century.

The village was part of the Ryedale district between 1974 and 2023. It is now administered by North Yorkshire Council.

Ryedale District
54°08′20″N 0°47′24″W﻿ / ﻿54.139°N 0.79°W﻿ / 54.139; -0.79

Ryedale was a non-metropolitan district in North Yorkshire, England. It was in the Vale of Pickering, a low-lying flat area of land drained by the River Derwent. The Vale's landscape is rural with scattered villages and towns. It has been inhabited continuously from the Mesolithic period. The economy was largely agricultural with light industry and tourism playing an increasing role.

Towns included Helmsley, Kirkbymoorside, Malton, Norton-on-Derwent, and Pickering. Part of Ryedale lies within the North York Moors National Park. The A64 passed through Ryedale and villages such as Rillington. In the 2011 Census, the population of this primarily rural area of 150,659 hectares, the largest district in North Yorkshire, was 51,700.
Asymptotic analysis
In mathematical analysis, asymptotic analysis, also known as asymptotics, is a method of describing limiting behavior.

As an illustration, suppose that we are interested in the properties of a function f (n) as n becomes very large. If f(n) = n2 + 3n, then as n becomes very large, the term 3n becomes insignificant compared to n2. The function f(n) is said to be "asymptotically equivalent to n2, as n → ∞". This is often written symbolically as f (n) ~ n2, which is read as "f(n) is asymptotic to n2."

An example of an important asymptotic result is the prime number theorem. Let π(x) denote the prime-counting function (which is not directly related to the constant pi), i.e. π(x) is the number of prime numbers that are less than or equal to x. Then the theorem states that

Mathematical analysis
Analysis is the branch of mathematics dealing with continuous functions, limits, and related theories, such as differentiation, integration, measure, infinite sequences, series, and analytic functions.

These theories are usually studied in the context of real and complex numbers and functions. Analysis evolved from calculus, which involves the elementary concepts and techniques of analysis.
Analysis may be distinguished from geometry; however, it can be applied to any space of mathematical objects that has a definition of nearness (a topological space) or specific distances between objects  (a metric space).
William Alvin Howard
William Alvin Howard (born 1926) is an American mathematician and proof theorist best known for his work demonstrating formal similarity between intuitionistic logic and the simply typed lambda calculus that has come to be known as the Curry–Howard correspondence. He has also been active in the theory of proof-theoretic ordinals. He earned his Ph.D. at the University of Chicago in 1956 for his dissertation "k-fold recursion and well-ordering". He was a student of Saunders Mac Lane.

The Howard ordinal (also known as the Bachmann–Howard ordinal) was named after him.

He was the first to carry out an ordinal analysis of the intuitionistic theory  of inductive definitions.p.27

He was elected to the 2018 class of fellows of the American Mathematical Society.

Proof theory
Proof theory is a major branch of mathematical logic and theoretical computer science within which proofs are treated as formal mathematical objects, facilitating their analysis by mathematical techniques. Proofs are typically presented as inductively defined data structures such as lists, boxed lists, or trees, which are constructed according to the axioms and rules of inference of a given logical system. Consequently, proof theory is syntactic in nature, in contrast to model theory, which is semantic in nature.

Some of the major areas of proof theory include structural proof theory, ordinal analysis, provability logic, proof-theoretic semantics, reverse mathematics, proof mining, automated theorem proving, and proof complexity. Much research also focuses on applications in computer science, linguistics, and philosophy.
Worthing West (electoral division)
50°48′44″N 0°23′51″W﻿ / ﻿50.81214°N 0.39757°W﻿ / 50.81214; -0.39757

Worthing West is an electoral division of West Sussex in England, and returns one member to sit on West Sussex County Council. The ward has existed since 2005 and was first used in the 2005 elections.

West Sussex County Council
West Sussex County Council is the upper tier local authority for the non-metropolitan county of West Sussex in England.

The county also contains seven district and borough councils, and 158 town, parish and neighbourhood councils. The county council has 70 elected councillors. The chief executive and directors are responsible for the day-to-day running of the council.

Since 1997, West Sussex County Council has been controlled by the Conservative Party.
Kunduru Raghuveer
Kunduru Raghuveer is an Indian politician and the elected candidate for Lok Sabha from Nalgonda Lok Sabha constituency. He is a member of the Indian National Congress.

He was appointed as Telangana Pradesh Congress Committee (TPCC) Vice President on 9 June 2025.

Telangana Pradesh Congress Committee
{Distinguish|Tripura Pradesh Congress Committee}}

The Telangana Pradesh Congress Committee (Telangana PCC) is the state unit of the Indian National Congress (INC) in the state of Telangana, India.  It is responsible for organizing and coordinating the party's activities and campaigns within the state, as well as selecting candidates for local, state, and national elections. The current president of the Telangana PCC is Bomma Mahesh Kumar Goud. The committee has a long history of political influence in the united Andhra Pradesh state, however, it has however, it has historically faced challenges, including fluctuations in electoral support. However, following significant efforts in 2023, the TPCC regained political power in Telangana. With the INC in government in Telangana since December 2023 after the 2023 Telangana Legislative Assembly election, the committee is actively involved in governance and party affairs.
Malaysia Sevens
The Malaysia Sevens is an annual rugby union sevens tournament contested by national teams. The event was first hosted as a leg of the IRB World Sevens Series in 2001 and 2002.

The Malaysia sevens was then made as an official event in the Asian Sevens Series between 2009 and 2014, with the event first being held in Borneo before being moved back to Kuala Lumpur in 2013.

2001–02 World Sevens Series
The 2001–02 World Sevens Series was the third edition of the global circuit for men's national rugby sevens teams, organised by the International Rugby Board. The series ran from November 2001 to May 2002. New Zealand was the series champion for a third consecutive year, and won seven of the eleven tournaments. No other country won more than one tournament during the season. South Africa and England won their first tournaments on the world circuit and finished in second and third place on the final series standings, respectively.
Laufer
Laufer is a surname. Notable people with the surname include:

Alexander Laufer, Israeli writer and management consultant

Amy Laufer, American politician in Virginia

Berthold Laufer (1874–1934), American anthropologist

Carlos Laufer, Brazilian musician and songwriter

Franz-Josef Laufer (born 1952), German footballer

Henry Laufer, American mathematician

Johann Lauffer (1752–1833), Swiss-born Curaçaoan governor and businessman

Peter Laufer, American journalist

Pierre Lauffer (1920–1981), Curaçaoan poet and writer

Stefan Laufer (born 1959), German pharmacist

Tiffany Laufer, American film director

Walter Laufer (1906–1984), American swimmer

Peter Laufer
Peter David Laufer is an independent American journalist, broadcaster and documentary filmmaker working in traditional and new media. He is the James Wallace Chair in Journalism at the University of Oregon School of Journalism and Communication.
Phyllospora comosa
Phyllospora comosa, known as crayweed,  is a species of brown algae in the Seirococcaceae family. It forms temperate seaweed forests that are important as habitat for many marine species and also for producing oxygen and capturing atmospheric carbon.

Sydney Institute of Marine Science
The Sydney Institute of Marine Science (SIMS) is a research institute focused on marine science in Sydney, Australia. It is a partnership among four Sydney universities: Macquarie University, the University of NSW (UNSW), the University of Sydney, and the University of Technology Sydney (UTS).
Arthur Sargent
Arthur Harry Thomas Sargent (1908-1990) was an English cricketer active in 1932 who played for Northamptonshire (Northants). He was born in Northampton on 24 March 1908 and died there on 10 February 1990. He appeared in four first-class matches as a righthanded batsman who bowled right arm medium pace and off spin. He scored 41 runs with a highest score of 18 and took seven wickets with a best performance of five for 88.

Wicket
In the sport of cricket, the term wicket has several meanings:

It is either of the two sets of three stumps and two bails at each end of the pitch. The fielding team's players can hit the wicket with the ball in a number of ways to get a batter out. 
The wicket is guarded by a batter who, with their bat (and sometimes with their pads, but see the laws on LBW, leg before wicket), attempts to prevent the ball from hitting the wicket (if it does, they may be bowled) and to score runs where possible.

Through metonymic usage, the dismissal of a batter is known as the taking of a wicket.

The cricket pitch itself is sometimes referred to as the wicket.
Asher Kushnir
Asher Kushnir (Ukrainian: Ашер Кушнір; Russian: Ашер Кушнир) is a Russian-speaking rabbi, lecturer and specialist on child-rearing and family relationships. He arrived in Israel in 1983 from the former Soviet Union (Ukraine), physicist by profession. After working as a scientist in the Weizmann Institute and serving in the Israeli army, he studied at Ohr Somayach and Mir yeshivas, as well as with Rav Ben Porat.

Rav Asher Kushir is the author of many Russian-language audio lectures, regular seminars, video conferences, radio and TV programs, and books. Rav Asher Kushnir lives in the Bayit VeGan neighborhood of Jerusalem, but speaks in various cities in Israel as well as Germany, USA, Austria, Russia, Ukraine and others.

Rav Asher Kushnir is a co-founder and leader of the Israeli organization for Russian-speaking Jews Toldos Yeshurun, and together with Rav Ben Tzion Zilber directs the largest Russian-language portal on Judaism, "Judaism and Russian Jews".

Mir Yeshiva (Jerusalem)
The Mir Yeshiva (Hebrew: ישיבת מיר, Yeshivat Mir), known also as The Mir, is an Orthodox Jewish yeshiva in Beit Yisrael, Jerusalem. With over 9,000 single and married students, it is the largest yeshiva in the world. Most students are from Israel and the United States, with many from other parts of the world such as Belgium, France, the United Kingdom, Mexico, Switzerland, Argentina, Australia, Russia, Canada and Panama.
Laura Garrone
Laura Garrone (born 15 November 1967 in Milan) is a former professional tennis player from Italy, a right handed player. She achieved a career high singles ranking of No. 32 on the 19th of January 1987 and a doubles ranking of world No. 50 in May 1991.

In her career, Garrone won five doubles titles on the WTA Tour. Her best Grand Slam finish was the fourth round at the 1986 French Open at Roland Garros. Adding to her WTA success, she secured four singles titles and five doubles titles on the ITF Circuit.

She represented Italy in Barcelona, and she reached the second round of the women's doubles side by side her partner Raffaella Reggi-Conscato. Garrone earned a bronze medal as well in women's doubles at the 1983 Mediterranean Games in Casablanca.

1986 French Open – Women's singles
Defending champion Chris Evert defeated Martina Navratilova in a rematch of the previous two years' finals, 2–6, 6–3, 6–3 to win the women's singles tennis title at the 1986 French Open. It was her seventh French Open singles title and 18th and last major singles title overall, an Open Era record. This also marked the 13th consecutive year in which Evert won a major, another Open Era record.
Medial meniscus
The medial meniscus is a fibrocartilage semicircular band that spans the knee joint medially, located between the medial condyle of the femur and the medial condyle of the tibia. It is also referred to as the internal semilunar fibrocartilage. The medial meniscus has more of a crescent shape while the lateral meniscus is more circular. The anterior aspects of both menisci are connected by the transverse ligament. It is a common site of injury, especially if the knee is twisted.

Fibrocartilage
Fibrocartilage consists of a mixture of white fibrous tissue and cartilaginous tissue in various proportions.  It owes its inflexibility and toughness to the former of these constituents, and its elasticity to the latter. It is the only type of cartilage that contains type I collagen in addition to the normal type II.
Russ Gillow
Russell Howard Gillow (born September 2, 1939 in Hespeler, Ontario) is a retired professional ice hockey player who played 109 games in the World Hockey Association with the Los Angeles Sharks and San Diego Mariners. As a 32-year-old rookie in the 1972–73 WHA season, Gillow was 2nd to Cleveland's Gerry Cheevers in lowest goals against average and helped the Los Angeles Sharks to a 3rd-place finish and playoff berth.

Gillow was an emergency backup goalie for the Philadelphia Flyers on February 1, 1972, against the California Golden Seals.

San Diego Mariners
The San Diego Mariners were a professional ice hockey team based in San Diego, California, that competed in the World Hockey Association (WHA). The team played its home games at the San Diego Sports Arena. Previous to being in San Diego, the team was known as the New York Raiders, New York Golden Blades, and the Jersey Knights. After folding in 1977, San Diego Mariners' name was adopted by an unrelated franchise in the low-level, minor professional Pacific Hockey League (PHL).
Elymnion
Elymnion (Ancient Greek: Ἐλύμνιον, Latin: Elymnium) was an ancient town of Euboea, Greece. It is mentioned in the play Peace by Aristophanes. The exact location is unknown, and several possible locations have been suggested, including the present town Limni on the coast of the North Euboean Gulf. The modern municipal unit Elymnioi took its name from ancient Elymnion.

Gulf of Euboea
38°33′N 23°30′E﻿ / ﻿38.550°N 23.500°E﻿ / 38.550; 23.500
The Gulf of Euboea, Euboean Gulf, Euboic Sea or Euboic Gulf (Greek: Ευβοϊκός Κόλπος, romanized: Evvoïkós Kólpos) is an arm of the Aegean Sea between the island of Euboea (northeast coastline) and the Greek mainland (southwest coastline). Trending diagonally northwest–southeast, the gulf is divided by the narrow Strait of Euripus, at the town of Chalcis. The North Euboean Gulf is about 80 kilometres (50 mi) long and up to 24 kilometres (15 mi) wide, and the South Euboean Gulf is about 48 kilometres (30 mi) long, with a maximum width of 14 kilometres (9 mi).
Wavefront .obj file
OBJ (or .OBJ) is a geometry definition file format first developed by Wavefront Technologies for The Advanced Visualizer animation package. It is an open file format and has been adopted by other 3D computer graphics application vendors.

The OBJ file format is a simple data-format that represents 3D geometry alone – namely, the position of each vertex, the UV position of each texture coordinate vertex, vertex normals, and the faces that make each polygon defined as a list of vertices, and texture vertices.  Vertices are stored in a counter-clockwise order by default, making explicit declaration of face normals unnecessary. OBJ coordinates have no units, but OBJ files can contain scale information in a human readable comment line.

Vertex normal
In the geometry of computer graphics, a vertex normal at a vertex of a polyhedron is a directional vector associated with a vertex, intended as a replacement to the true geometric normal of the surface. Commonly, it is computed as the normalized average of the surface normals of the faces that contain that vertex. The average can be weighted for example by the area of the face or it can be unweighted. Vertex normals can also be computed for polygonal approximations to surfaces such as NURBS, or specified explicitly for artistic purposes. Vertex normals are used in Gouraud shading, Phong shading and other lighting models. Using vertex normals, much smoother shading than flat shading can be achieved; however, without some modifications to topology such as support loops, it cannot produce a sharper edge.
1971 Cork Senior Hurling Championship
The 1971 Cork Senior Hurling Championship was the 83rd staging of the Cork Senior Hurling Championship since its establishment by the Cork County Board in 1887. The championship began on 25 April 1971 and ended on 3 October 1971.

University College Cork entered the championship as the defending champions, however, they were beaten by Passage in the second round.

The final was played on 3 October 1971 at the Athletic Grounds in Cork, between Blackrock and St. Finbvarr's, in what was their first meeting in the final in 42 years. Blackrock won the match by 2–19 to 5–04 to claim their 24th championship title overall and a first title in 10 years.

Blackrock's Pat Moylan was the championship's top scorer with 0-37.

Cork Athletic Grounds
The Cork Athletic Grounds was a Gaelic Athletic Association (GAA) stadium where major hurling and football matches were played. Situated in the Ballintemple area of Cork in Ireland, it was the home of Cork GAA between 1904 and 1974. The stadium was demolished in 1974 and replaced by Páirc Uí Chaoimh.
Janet Osgerby
Janet Osgerby (born 20 January 1963) is a retired British swimmer. Osgerby competed in two events at the 1980 Summer Olympics. At the ASA National British Championships she won the 100 metres butterfly title in 1981.

Her twin sister Ann Osgerby, was also an international swimmer.

Swimming at the 1980 Summer Olympics
Swimming as usual was one of the three aquatics disciplines at the 1980 Summer Olympics—the other two being Water Polo and Diving. It was held in the Swimming Pool of the Olimpiysky Sports Complex between July 20 and July 27. There was a total of 333 participants from 41 countries competing.

Because the number of participants was reduced by the boycott, FINA broke format by doing away with the semifinals. Instead, the top 8 finishers from the heats qualified directly for the final, or final A as it was called. In events up to 400 m, those that finished 9th to 16th in the heats would swim in Final B for the 9th place after the swimmers from Final A swam. This would continue as the Olympic format up to the 1996 Olympic Games.
Alagón (river)
The Alagón is a 205 km long river in Spain, right tributary to the Tagus, as well as this river's longest tributary.  Its source is at 1,060 m in the Sierra de Francia, near the village Frades de la Sierra, south of Salamanca. The Alagón flows southwest, through the towns San Esteban de la Sierra, Guijo de Granadilla, and Coria. It finally joins the Tagus at Alcántara.

There are three dams across its course: the "Gabriel y Galán", the largest one, generating 110 MW of electricity; the "El Pontón", at Guijo de Granadilla, generating 52 MW of electricity; and the "Montehermoso-Valdeobispo" dam.

San Esteban de la Sierra
San Esteban de la Sierra (Santisteban or simply San Esteban in local dialect) is a village and municipality in the province of Salamanca,  western Spain, part of the autonomous community of Castile-Leon. It is located 65 kilometres from the provincial capital city of Salamanca and has a population of 340 people.