hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Heinonen
Heinonen is a Finnish surname of Virtanen type. Notable people with the surname include:

Aarre Heinonen (1906–2003), painter and professor

Arttu Heinonen (born 1999), Finnish footballer

Eero Heinonen (born 1979), Finnish bassist

Jan Heinonen (born 2002), Finnish footballer

Juha Heinonen (1960–2007), Finnish mathematician

Juhani Heinonen (born 1940), Finnish curler and coach

Kaarlo Heinonen (1878–1944), Finnish politician

Marjut Heinonen (born 1976), Finnish sport shooter

Olli Heinonen (born 1946), Finnish nuclear expert

Olli-Pekka Heinonen (born 1964), Finnish politician

Osku Heinonen (born 1992), Finnish basketball player

Petri Heinonen (born 1988), Finnish basketball player

Raimo Heinonen (born 1935), Finnish gymnast

Sofía Heinonen (born 1969), Argentine conservationist

Timo Heinonen (born 1975), Finnish politician

Vappu Heinonen (1905–1999) Finnish social worker and politician

Veikko Heinonen (1934–2015), Finnish ski jumper

Vappu Heinonen
Vappu Linnea Heinonen (1 May 1905, Turku – 10 January 1999) was a Finnish social worker and politician. She was a member of the Parliament of Finland from 1951 to 1962 and from 1966 to 1970, representing first the Social Democratic Party of Finland (SDP), later the Social Democratic Union of Workers and Smallholders (TPSL).
Oswald Veblen
Oswald Veblen (June 24, 1880 – August 10, 1960) was an American mathematician, geometer and topologist, whose work found application in atomic physics and the theory of relativity. He proved the Jordan curve theorem in 1905; while this was long considered the first rigorous proof of the theorem, many now also consider Camille Jordan's original proof rigorous.

Camille Jordan
Marie Ennemond Camille Jordan (French: [ʒɔʁdɑ̃]; 5 January 1838 – 22 January 1922) was a French mathematician, known both for his foundational work in group theory and for his textbook Cours d'analyse de l'École polytechnique.
Samuel Terry (politician)
Samuel Henry Terry (9 April 1833 – 21 September 1887) was an Australian politician.

He was born at Box Hill to landowner John Terry and Eleanor Rouse. He entered a counting house at a young age to learn business, but in 1842 inherited his father's property at Box Hill, in addition to 5,000 acres on the Yass Plains. He bought up extensive suburban real estate in Sydney and also owned property in Queensland and New Zealand. On 13 May 1856 he married Clementina Parker Want, with whom he had two children; a second marriage on 12 September 1863 to Jane Weaver produced a further three children. In 1859 he was elected to the New South Wales Legislative Assembly for Mudgee. He served until he was defeated in 1869 by Henry Stephen , but he was returned for New England in 1871. He served until he resigned in 1881 (having transferred back to Mudgee in 1880), and in 1882 he was appointed to the New South Wales Legislative Council, where he served until his death at Ashfield in 1887.

Ashfield, New South Wales
Ashfield is a suburb in the Inner West of Sydney, New South Wales, Australia. Ashfield is about eight kilometres west of the Sydney central business district.

Ashfield's population is highly multicultural with the majority of the area's dwellings being a mixture of mainly post-war low-rise flats (apartment blocks) and Federation-era detached houses. Amongst these are a number of grand Victorian buildings that offer a hint of Ashfield's rich cultural heritage.
Kangite
Kangite is an exceedingly rare scandium mineral, a natural form of impure scandium oxide (Sc2O3), with the formula (Sc,Ti,Al,Zr,Mg,Ca,□)2O3. It crystallizes in the cubic crystal system diploidal class. In terms of chemistry it scandium-analogue of tistarite. Both kangite and tistarite were discovered in the Allende meteorite.

Cubic crystal system
In crystallography, the cubic (or isometric) crystal system is a crystal system where the unit cell is in the shape of a cube. This is one of the most common and simplest shapes found in crystals and minerals.

There are three main varieties of these crystals:

Primitive cubic (abbreviated cP and alternatively called simple cubic)

Body-centered cubic (abbreviated cI or bcc)

Face-centered cubic (abbreviated cF or fcc)

Note: the term fcc is often used synonymously for the cubic close-packed or ccp structure occurring in metals. However, fcc stands for a face-centered cubic Bravais lattice, which is not necessarily close-packed when a motif is set onto the lattice points. E.g. the diamond and the zincblende lattices are fcc but not close-packed.
Each is subdivided into other variants listed below. Although the unit cells in these crystals are conventionally taken to be cubes, the primitive unit cells often are not.
2014 Aegon Trophy
The 2014 Aegon Trophy was a professional tennis tournament played on outdoor grass courts. It was the sixth edition of the tournament which was part of the 2014 ATP Challenger Tour and the 2014 ITF Women's Circuit. It took place in Nottingham, United Kingdom, on 2–8 June 2014.

Marcus Willis
Marcus Willis (born 9 October 1990) is a British professional tennis player who currently specialises in doubles. He has a career high ATP doubles ranking of world No. 72 achieved on 9 February 2026 and a singles ranking of No. 322 achieved on 16 June 2014.

Willis made his ATP tour debut at the 2016 Wimbledon Championships after qualifying for the main draw, where he gained recognition after playing against Roger Federer in the second round on Centre Court.

He has won 9 titles on the ATP Challenger Tour and 37 on the ITF World Tennis Tour from 70 career doubles finals. He has a record of 46 wins and 24 losses. He has also won 9 singles titles on  the ITF Tour from 16 finals.

Willis also played touchtennis, in which he has a career-high ranking of No. 1 in singles, having won 13 singles and two doubles titles.
1900 United States Senate election in Kentucky
The 1900 United States Senate election in Kentucky was held on January 16, 1900, after an initial election on January 9, 1900. Democratic candidate and former senator J. C. S. Blackburn was elected by the Kentucky General Assembly to the United States Senate. The election was held twice due to ambiguity in the law setting the election date.

Kentucky General Assembly
The Kentucky General Assembly, also called the Kentucky Legislature, is the state legislature of the U.S. state of Kentucky.  It comprises the Kentucky Senate and the Kentucky House of Representatives.

The General Assembly meets annually in the state capitol building in Frankfort, convening on the first Tuesday after the first Monday in January. In even-numbered years, sessions may not last more than 60 legislative days, and cannot extend beyond April 15. In odd-numbered years, sessions may not last more than 30 legislative days, and cannot extend beyond March 30. Special sessions may be called by the Governor of Kentucky at any time and for any duration.
Barrington baronets of Barrington Hall (1611)
The Barrington Baronetcy, of Barrington Hall in the County of Essex was created in the Baronetage of England on 29 June 1611, for  Francis Barrington, member of parliament (MP) for Essex.

His son, the 2nd Baronet, sat in the House of Commons for Newtown, Essex and Colchester. The 3rd Baronet was also MP for Newtown. He died in 1683, and was succeeded by his grandson, who died in turn unmarried in 1691.

The latter's younger brother, the 5th Baronet, was MP for Essex. He died childless in 1715 and the baronetcy went to a son of the younger son of the 3rd Baronet. The 7th Baronet sat for Newtown for 48 years. Since his marriage was without children, he was succeeded by his younger brother. The latter's son, the 9th Baronet, was also MP for Newtown. He died childless in 1818, and his younger brother became the next baronet. After the death of the 10th Baronet in 1832, the baronetcy became extinct.

Colchester (UK Parliament constituency)
Colchester is a constituency in Essex represented in the House of Commons of the UK Parliament since 2024 by Pam Cox of the Labour Party.

The seat was previously held by Conservative MP Will Quince, who announced in June 2023 that he would not be standing for re-election.
Wedding photography
Wedding photography is a specialty in photography that is primarily focused on the photography of events and activities relating to weddings. It may include other types of portrait photography of the couple before the official wedding day, such as a pre-wedding engagement session, in which the photographs are later used for the couple's wedding invitations. On the wedding day, the photographer(s) will provide portrait photography as well as documentary photography to document the different wedding events and rituals throughout the day(s).

Wedding
A wedding is a ceremony in which two people are united in marriage. Wedding traditions and customs vary greatly between cultures, ethnicities, races, religions, denominations, countries, social classes, and sexual orientations. Most wedding ceremonies involve an exchange of marriage vows by a couple; a presentation of a gift (e.g., an offering, rings, a symbolic item, flowers, money, or a dress); and a public proclamation of marriage by an authority figure or celebrant. Special wedding garments are often worn, and the ceremony is sometimes followed by a wedding reception. Music, poetry, prayers, or readings from religious texts or literature are also commonly incorporated into the ceremony, as well as superstitious customs.
1998 Trans America Athletic Conference baseball tournament
The 1998 Trans America Athletic Conference baseball tournament was held at Osceola County Stadium in Kissimmee, Florida. This was the twentieth tournament championship held by the Trans America Athletic Conference. FIU won their second tournament championship and earned the conference's automatic bid to the 1998 NCAA Division I baseball tournament.

Kissimmee, Florida
Kissimmee (/kɪˈsɪmi/ ⓘ kih-SIM-ee) is the largest city and county seat of Osceola County, Florida, United States. As of the 2020 census, the population was 79,226. It is a principal city of the Orlando-Kissimmee-Sanford, Florida, Metropolitan Statistical Area. The Census Bureau defines an urban area with Kissimmee as the principal city, which is separated from the Orlando urban area. The Kissimmee–St. Cloud, Florida urban area had a 2020 population of 418,404, making it the 100th largest in the United States.
Izatha phaeoptila
Izatha phaeoptila is a moth of the family Oecophoridae. It is endemic to New Zealand, where it is known from the North Island.

The wingspan is 13–15 mm for males and 14–18.5 mm for females. Adults are on wing from January to early March.

The larvae have been recorded feeding on lichens growing on tree trunks. There is also a single reared specimen bred from moss.

Oecophoridae
Oecophoridae (concealer moths) is a family of small moths in the superfamily Gelechioidea. The phylogeny and systematics of gelechoid moths are still not fully resolved, and the circumscription of the Oecophoridae is strongly affected by this.
Bottomley projection
The Bottomley map projection is a pseudoconical equal area map projection defined as:

where

and φ is the latitude, λ is the longitude from the central meridian, and φ1 is the given parallel of the projection which determines its shape, all in radians.

The inverse projection is then given by:

where

Parallels (i.e. lines of latitude) are concentric elliptical arcs of constant eccentricity equal to cos φ1, centred on the North Pole.  On the central meridian, shapes are not distorted, but elsewhere they are. Different projections can be produced by altering the eccentricity of the arcs, making it vary between the sinusoidal projection and the Werner projection.  For larger values of φ1, it produces a heart shape.

It was introduced by Henry Bottomley as an alternative to the Bonne projection to reduce the extent of extreme distortion at the edges and give a more satisfying overall shape.

Meridian (geography)
In geography and geodesy, a meridian is the locus connecting points of equal longitude, which is the angle (in degrees or other units) east or west of a given prime meridian (currently, the IERS Reference Meridian). In other words, it is a coordinate line for longitudes, a line of longitude. The position of a point along the meridian at a given longitude is given by its latitude, measured in angular degrees north or south of the Equator. On a Mercator projection or on a Gall-Peters projection, each meridian is perpendicular to all circles of latitude. Assuming a spherical Earth, a meridian is a great semicircle on Earth's surface. Adopting instead a spheroidal or ellipsoid model of Earth, the meridian is half of a north-south great ellipse. The length of a meridian is twice the length of an Earth quadrant, equal to 20,003.93144 km (12,429.86673 mi) on a modern ellipsoid (WGS 84).
UKHot40
UKHotList, originally Hit40UK and UKHot40 was a televised Top 40/20 chart show produced by The Box Plus Network for 4Music, The Box and Box Hits.

The show was originally based on Hit40UK, a former radio chart show that aired from 2003 until 2009. Unlike the official UK Singles Chart broadcast by BBC Radio 1, the Hit40UK chart included only the digital downloads and airplay in the UK, whereas the Official Chart includes physical, audio streams and download sales with no radio airplay.

From 2015-2023, the show, then known as UKHotList, was complied by Spotify and counted down the most streamed tracks of the week on the platform. Plus there were other versions of the show such as UKHotList: Kiss Edition, a version of the show on Kiss TV, and UKHotList of (year), where the most streamed tracks of the year were counted.

4Music
4Music was a British music television channel owned and operated by Channel Four Television Corporation. Launched on 15 August 2008, the original incarnation, replacing The Hits television channel, showed a mix of music and entertainment programming.

On 29 June 2022, 4Music transitioned to a full-time channel on the space formerly containing Box Hits, with E4 Extra, a new sister channel and extension of E4, taking over its original space. On 30 June 2024, the channel, along with its sister Channel 4 (formerly The Box Plus Network) music TV channels, closed for the final time.
Paul Whelan
Paul Nicholas Whelan (born March 5, 1970) is a Canadian-born United States Marine veteran who was arrested in Russia on December 28, 2018, and accused of spying. On June 15, 2020, he received a 16-year prison sentence. He was released in a United States–Russia prisoner swap in Ankara, Turkey, on August 1, 2024.

Whelan holds U.S., British, Irish, and Canadian citizenship. Whelan was given a bad conduct discharge from the United States Marine Corps in 2008 after being convicted on multiple counts "related to larceny".

American espionage in the Soviet Union and Russian Federation
The United States has conducted espionage against the Soviet Union and its successor state, the Russian Federation, using both human intelligence (HUMINT) and technical intelligence (TECHINT) methods throughout the Cold War and into the present day. American intelligence operations against the Soviet Union included recruiting agents within the Soviet government and military, constructing tunnels to tap communications lines, conducting aerial reconnaissance, and developing satellite imagery systems.
Yang Wenqin
Yang Wenqin (simplified Chinese: 杨文琴; traditional Chinese: 楊文琴; pinyin: Yáng Wénqín; born April 30, 1960, in Shanghai) is a retired Chinese high jumper.

In 1983 she reached the final of the 1983 World Championships in Athletics, but finished 16th and third to last with only 1.84 metres.

On the regional level she took a gold medal at the Asian Championships in 1985; in addition she won bronze medals at the 1978 and 1982 Asian Games. Both contests were won by fellow Chinese person Zheng Dazhen.

1982 Asian Games
The 9th Asian Games (Hindi: नौवें एशियाई खेल), also known as Delhi 1982 (Hindi: दिल्ली 1982), were held from 19 November to 4 December 1982, in Delhi, India. 74 Asian and Asian Games records were broken at the event. This was also the first Asiad to be held under the aegis of the Olympic Council of Asia. Delhi joined Bangkok as the cities to host multiple editions of the Asian Games up to this point. Later, Jakarta and Doha would enter this group.

A total of 3,411 athletes from 33 National Olympic Committees (NOCs) participated in these games, competing in 196 events in 21 sports and 23 disciplines. The number of participating countries was the highest in Asian Games history. Handball, equestrian, rowing and golf were included for the first time; fencing and bowling were excluded.
Duhigg
Duhigg is a surname, a variant of Duffy. Notable people with the surname include:

Bartholomew Thomas Duhigg (1750?–1813), Irish legal antiquary

Charles Duhigg (born 1974), American journalist and non-fiction author

Katy Duhigg, American attorney and politician

Charles Duhigg
Charles Duhigg (born 1974) is an American journalist and non-fiction author. He was a reporter for The New York Times. He currently writes for The New Yorker Magazine and is the author of three books: The Power of Habit: Why We Do What We Do in Life and Business, Smarter Faster Better and Supercommunicators: How to Unlock the Secret Language of Connection. In 2013, Duhigg was the recipient of the Pulitzer Prize for Explanatory Reporting for a series of ten articles on the business practices of Apple and other technology companies.
German ship Lübeck
A number of German vessels have been named Lübeck for the city of Lübeck:

German ship Lübeck (1841), an armed steamer of the Reichsflotte

SMS Lübeck, a Bremen-class cruiser of the Imperial German Navy.

German frigate Lübeck (F224) of the Köln class.

German frigate Lübeck (F214) of the Bremen class.

German corvette Lübeck (F269) of the Braunschweig class.

Köln-class frigate
The F120 or Köln class was a six-ship class of frigates operated by the Bundesmarine. The ships of this class were the first major warships built in Germany after World War II.

They were the world's first ships to feature a combined diesel and gas propulsion system. The ships were mainly constructed for anti-submarine warfare. All of the class' ships received numerous refits during their long careers with new electronics and torpedo tubes being fitted. They were eventually replaced by Type 122 frigates in the 1980s with Braunschweig being the last to be decommissioned in 1989. Four ships of the class were sold to the Turkish Navy.
Rolf Schneider
Rolf Georg Schneider (born 17 March 1940, Hagen, Germany) is a mathematician. Schneider is a professor emeritus at the University of Freiburg. His main research interests are convex geometry and stochastic geometry.

Hagen
Hagen (German pronunciation: [ˈhaːɡn̩] ⓘ) is a city in the state of North Rhine-Westphalia, in western Germany, on the southeastern edge of the Ruhr area, 15 km south of Dortmund, where the rivers Lenne and Volme meet the Ruhr. In 2023, the population was 197,677.

The city is home to the FernUniversität Hagen (University of Hagen), the only state-funded distance education university in Germany.
Menard High School (Texas)
Menard High School is a public high school located in Menard, Texas (USA) and classified as a 1A school by the UIL.  It is part of the Menard Independent School District located in central Menard County.  In 2015, the school was rated "Met Standard" by the Texas Education Agency.

University Interscholastic League
The University Interscholastic League (UIL) is an organization that creates rules for and administers almost all athletic, musical, and academic contests for public primary and secondary schools in the U.S. state of Texas. It is the largest organization of its type in the world.

Activities range from American football and cross-examination debate to mathematics and marching band competitions; however, the UIL does not administer Academic Decathlon competitions.

The UIL is under the governance of the Vice President for Diversity and Community Engagement at the University of Texas at Austin in Austin, Texas. Although the Texas Education Agency governs the activities of schools and school districts in Texas, the UIL does not report to TEA, but is instead a separate entity.
2000 Three Days of De Panne
The 2000 Three Days of De Panne was the 24th edition of the Three Days of De Panne cycle race and was held on 28 March to 30 March 2000. The race started in Mouscron and finished in De Panne. The race was won by Viatcheslav Ekimov.

De Panne
De Panne (Dutch pronunciation: [də ˈpɑnə] ⓘ; French: La Panne [la pan]) is a town and a municipality located on the North Sea coast of the Belgian province of West Flanders. There it borders France, making it the westernmost town in Belgium. It is one of the most popular resort town destinations within Belgium. The municipality includes the village of Adinkerke. On 1 January 2011, De Panne had a total population of 10,748 on a total area of 23.90 km2, which gives a population density of 449.7 inhabitants per km2.
Vitimsky HPP Cascade
The Vitimsky Hydroelectric Power Plant (HPP) Cascade is a proposed group of hydropower plants on the Vitim River in the Buryatia and Irkutsk regions of Russia.

The first stage consists of the proposed Mokskaya HPP, with a planned capacity of 1,200 MW, and an average annual production of c. 4.54 billion kWh.

The second stage consists of the projected Ivanovo HPP, with a planned capacity of 210 MW, and an average annual production of c. 1.03 billion kWh.

The third stage: the projected Yangudinskaya HPP, with a planned capacity of 360 MW.

The fourth stage: the projected Karalonskaya HPP, with a planned capacity of 450 MW.

The fifth stage: the projected Signayskaya HPP, with a planned capacity of 590 MW.

The sixth stage: the projected Bodaibo HPP, with a planned capacity of 600 MW.

Bodaybo
Bodaybo (Russian: Бодайбо, IPA: [bədɐjˈbo]) is a town and the administrative center of Bodaybinsky District in Irkutsk Oblast, Russia. It is located 1,290 kilometers (800 mi) from Irkutsk, the administrative center of the oblast.
Jan Høiland
Jan Høiland (6 February 1939, Stavanger, Norway – 7 June 2017, Sweden) was a Norwegian singer, who lived for many years in Harstad. The song "Tiotusen röda rosor" by Thore Skogman was Høiland's biggest hit. He scored several chart successes in Norway.

Accompanied by Finn Våland on piano, he made his debut at Cafe Inger in Stavanger in 1957, followed by his record debut "Det vil komme av seg selv"/"Dormi-dormi-dormi" (1958), on Columbia.

Thore Skogman
Elof Lars Thore Skogman (9 March 1931 – 9 December 2007) was a popular Swedish singer, songwriter, actor and entertainer.

Skogman was born in Hallstahammar, Sweden. While working as an accountant and sales manager during the 1950s, he made his debut recording in 1955, devoted his full-time to singing by 1961, and came third in Sweden's national song contest Melodifestivalen in 1963. In the 1960s he wrote "Fröken Fräken" (literally: Miss Freckle) that became one of his most successful hits. Skogman also wrote songs for other Swedish and Scandinavian artists. Skogman was a familiar and popular fixture in Swedish movies, TV and radio shows, opera and stage performances from the 1960s through the 1980s.

Skogman died at a hospital in Gävle in 2007.