hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Results of the 1887 New South Wales colonial election
The 1887 New South Wales colonial election was for 124 members representing 74 electoral districts. The election was conducted on the basis of a simple majority or first-past-the-post voting system. In this election there were 35 multi-member districts returning 87 members and 37 single member districts giving a total of 124 members. In the multi-member districts each elector could vote for as many candidates as there were vacancies. 13 districts were uncontested. This was the first election at which there were recognisable political parties. The average number of enrolled voters per seat was 1,984, ranging from Boorowa (1,103) to Canterbury (3,161).

John Shepherd (Australian politician)
John Shepherd (1849 – 8 April 1893) was an Australian politician.

He was born in Melbourne to John Shepherd and Eliza Audley. A solicitor, he moved to Sydney around 1873. On 25 October 1883 he married Margaret Kennedy Yorston Ballantyne, with whom he had a daughter. In 1877 he was elected to the New South Wales Legislative Assembly for Wellington; he did not contest the subsequent election in 1880. He returned to the Assembly in 1885 as the member for East Macquarie, but was defeated running for Paddington in 1887. A Free Trader, he served his final term on election to Paddington in 1889, and did not contest in 1891. Shepherd died in Sydney in 1893.
Scots Monastery, Regensburg
The Scots Monastery (in German Schottenkirche, Schottenkloster or Schottenstift) is the former Benedictine Abbey of St James (Jakobskirche) in Regensburg, Germany. It was founded in the 11th century by Irish missionaries and for most of its history was in the hands of first Irish, then Scottish monks. In Middle Latin, Scotti meant Gaels, not differentiating Ireland from Scotland, so that the term Schottenstift dates from the Irish period. The full official name of the actual church, the most prominent building within the abbey complex, is Die irische Benediktinerklosterkirche St. Jakob und St. Gertrud (literally: "The Irish Benedictine Abbey Church of St. James and St. Gertrude").

James the Great
James the Great (Koine Greek: Ἰάκωβος, romanized: Iákōbos; Classical Syriac: ܝܥܩܘܒ, romanized: Yaʿqōḇ; died c. 44) was one of the Twelve Apostles of Jesus. According to the New Testament, he was the second of the apostles to die, after Judas Iscariot, and the first to be martyred. Saint James is the patron saint of Spain and, according to tradition, what are believed to be his remains are held in Santiago de Compostela in Galicia, Spain.

He is also known as James, son of Zebedee, James, brother of John, Saint James the Great, Saint James the Greater, St. James Son of Thunder, St. James the Major, Saint James the Elder, or Saint Jacob, James the Apostle or Santiago.
Volokonovka, Volokonovsky District, Belgorod Oblast
Volokonovka (Russian: Волоко́новка) is a town in Belgorod Oblast, Russia. It is the administrative center of Volokonovsky District. Population: 10,428 (2021 Census); 11,552 (2010 Census); 12,210 (2002 Census); 12,635 (1989 Soviet census).

Belgorod Oblast
Belgorod Oblast (Russian: Белгоро́дская о́бласть, romanized: Belgorodskaya oblastʹ) is a federal subject (an oblast) of Russia. Its administrative center is the city of Belgorod. As of 2021, the population is 1,540,486.
Shropshire Royal Horse Artillery
The Shropshire Royal Horse Artillery was a Territorial Force Royal Horse Artillery battery that was formed in Shropshire in 1908 from the Shropshire Battery of the 1st Shropshire and Staffordshire Artillery Volunteers, Royal Garrison Artillery of the Volunteer Force. It saw active service during the First World War on the Western Front in 1917 and 1918 as part of an Army Field Artillery Brigade. A second line battery, 2/1st Shropshire RHA, also served on the Western Front in 1917 and 1918 as part of another Army Field Artillery Brigade. It was reconstituted post-war as a medium artillery battery and served as such in the Second World War.

Office of Public Sector Information
The Office of Public Sector Information (OPSI) is the body responsible for the operation of His Majesty's Stationery Office (HMSO) and of other public information services of the United Kingdom. The OPSI is part of the National Archives of the United Kingdom and is responsible for Crown copyright.

The OPSI announced on 21 June 2006 that it was merging with the National Archives. The merger took place in October 2006. The OPSI continues to discharge its roles and responsibilities from within the structure of the National Archives.
George Short House
The George Short House is a historic house located at 151 N. Main St. in Greenville, Kentucky. Built in the 1840s, the house is the oldest remaining home in Greenville and one of fewer than ten in the city from before the Civil War. The Greek Revival home features a two-story porch supported by columns, a transom and sidelights alongside the front door, and brick chimneys on either end of the structure.

The house's first owner, George Washington Short, was a wealthy businessman who was involved with the local tobacco industry. Short built the house in an attempt to impress Tabitha Brank, a woman from Greenville who had rejected his marriage proposal. The house failed to change Brank's mind, and Short died a bachelor. Short never lived in his new house.

The house was added to the National Register of Historic Places on September 15, 1980. It is also included in the North Main Street Historic District, which is itself on the National Register.

Transom (architecture)
In architecture, a transom is a transverse horizontal structural beam or bar, or a crosspiece separating a door from a window above it. This contrasts with a mullion, a vertical structural member. Transom or transom window is also the customary U.S. word used for a transom light, the window over this crosspiece. In Britain, the transom light is usually referred to as a fanlight, often with a semi-circular shape, especially when the window is segmented like the slats of a folding hand fan. A prominent example of this is at the main entrance of 10 Downing Street, the official residence of the prime minister of the United Kingdom.
James R. Eddy
James Rollins Eddy (February 23, 1931 – January 20, 2023) was a Korean War veteran, lawyer, politician and judge in the American state of Florida. He served in the Florida House of Representatives from 1963 to 1968, representing the 82nd district.

Choate Rosemary Hall
Choate Rosemary Hall (/tʃoʊt/ CHOHT) is a private, co-educational, college-preparatory boarding school in Wallingford, Connecticut, United States. Founded in 1890, it took its present name and began a co-educational system with the 1978 merger of The Choate School for boys and Rosemary Hall for girls. It is part of the Eight Schools Association and the Ten Schools Admission Organization.
Saskia de Brauw
Saskia de Brauw (born 19 April 1981) is a Dutch artist and model. She began modeling at sixteen but quit after one year to attend art school in Amsterdam. Returning to modeling at the age of 29, she quickly became a successful fashion model. Notable appearances include Carine Roitfeld's final cover for French Vogue (2011) and a starring role in David Bowie's 2013 music video The Stars (Are Out Tonight).  Her photographs of found objects have been exhibited at the National Museum of Scotland. She and her husband, photographer and filmmaker Vincent van de Wijngaard, collaborate on multimedia projects that include his photographs and her writing.

Bottega Veneta
Bottega Veneta S.r.l (pronounced [botˈteːɡa ˈvɛːneta]; Italian for 'Venetian Boutique') is an Italian luxury fashion house based in Milan, Italy. The house produces haute couture, ready-to-wear, handbags, shoes, accessories, jewellery and fragrances.

Bottega Veneta is headquartered in Milan, with its main atelier located in Montebello, near Vicenza. Bartolomeo Rongone has been CEO of Bottega Veneta since 2019, and Louise Trotter creative director since 2024. In 2024, Bottega Veneta's revenue reached 1.7 billion euros.
Záhony District
Záhony (Hungarian: Záhonyi járás) is a district in northern part of Szabolcs-Szatmár-Bereg County. Záhony is also the name of the town where the district seat is found. The district is located in the Northern Great Plain Statistical Region. This district is a part of Rétköz geographical region.

Northern Great Plain
The Northern Great Plain (Hungarian: Észak-Alföld ['eːsɒk 'ɒlføld]) is a statistical (NUTS 2) region of Hungary. It is part of the Great Plain and North (NUTS 1) region. The Northern Great Plain includes the counties of Hajdú-Bihar, Jász-Nagykun-Szolnok, and Szabolcs-Szatmár-Bereg, with a total area of 17,749 km2 (6,853 sq mi) and a population of around 1.5 million. The region is in the eastern part of Hungary. It borders northern Hungary to the north, Ukraine to the north-east, Romania to the south-east, the Southern Great Plain region of Hungary to the south, and central Hungary to the west. The region's centre, and capital city is Debrecen, the second largest city within Hungary.
Don Wilson (Colorado politician)
Don Wilson is a former state representative from Monument, Colorado. A Republican, Wilson represented Colorado House of Representatives District 20, which includes a portion of unincorporated El Paso County and the communities of Air Force Academy, Black Forest, Gleneagle, Monument, Palmer Lake, and Woodmoor. Previously, Wilson served as the mayor of Monument, Colorado, and before that he served on the town's board of trustees. He is originally from Littleton, Colorado.

Black Forest, Colorado
Black Forest is an unincorporated community and a census-designated place (CDP) located in El Paso County, Colorado, United States. The CDP is a part of the Colorado Springs, CO Metropolitan Statistical Area. The population of the Black Forest CDP was 15,097 at the United States Census 2020. Both the Colorado Springs post office (Zip Code 80908) and the Elbert post office (Zip Code 80106) serve the area.

The Black Forest is named for a dense stand of Ponderosa Pine in the area.  In 2006, residents voted against a proposal to incorporate as a city.
Projectively extended real line
In real analysis, the projectively extended real line (also called the one-point compactification of the real line), is the extension of the set of the real numbers, , by a point denoted ∞. It is thus the set  with the standard arithmetic operations extended where possible, and is sometimes denoted by  or  The added point is called the point at infinity, because it is considered as a neighbour of both ends of the real line. More precisely, the point at infinity is the limit of every sequence of real numbers whose absolute values are increasing and unbounded.

The projectively extended real line may be identified with a real projective line in which three points have been assigned the specific values 0, 1 and ∞. The projectively extended real number line is distinct from the affinely extended real number line, in which +∞ and −∞ are distinct.

Set (mathematics)
In mathematics, a set is a collection of different things; the things are called elements or members of the set and are typically mathematical objects: numbers, symbols, points in space, lines, geometric shapes, variables, or other sets.  A set may be finite or infinite. There is a unique set with no elements, called the empty set; a set with a single element is a singleton.

Mathematics typically does not define precisely what constitutes a "set" or "collection", because such a definition would have to be in terms of something else previously defined.  Instead, sets serve as foundational objects whose behavior is described by axioms modeled on intuition about collections, and then essentially all other mathematical objects are rigorously defined in terms of sets.

Set theory studies possible axiom systems and their consequences.
Since the first half of the 20th century, ZFC (Zermelo–Fraenkel set theory with the axiom of choice) has been the axiom system most commonly used.
Gene transfer format
The Gene transfer format (GTF) is a file format used to hold information about gene structure.  It is a tab-delimited text format based on the general feature format (GFF), but contains some additional conventions specific to gene information.  A significant feature of the GTF that can be validated: given a sequence and a GTF file, one can check that the format is correct.  This significantly reduces problems with the interchange of data between groups.

GTF is identical to GFF, version 2.

Tab key
A tab key Tab ↹ is a key on a typical computer or typewriter keyboard that controls input. On a typewriter, it advances the insertion point to the next tab stop. In computing, sometimes it has the same behavior, but based on context, it is used for many other operations as well. For a typewriter, the terms tabulator key and tabular key were also used.
1982 NCAA Division I baseball tournament
The 1982 NCAA Division I baseball tournament was played at the end of the 1982 NCAA Division I baseball season to determine the national champion of college baseball.  The tournament concluded with eight teams competing in the College World Series, a double-elimination tournament in its thirty sixth year.  Eight regional competitions were held to determine the participants in the final event.  Six regions held a four team, double-elimination tournament while two regions included six teams, resulting in 36 teams participating in the tournament at the conclusion of their regular season, and in some cases, after a conference tournament.  The thirty-sixth tournament's champion was Miami (FL), coached by Ron Fraser.  The Most Outstanding Player was Dan Smith of Miami (FL).

College World Series
The College World Series (CWS), officially the NCAA Men's College World Series (MCWS), is a baseball tournament held each June in Omaha, Nebraska. It is the culmination of the NCAA Division I baseball tournament—featuring 64 teams in the first round—which determines the champion of NCAA Division I level college baseball. The eight participating teams are split into two double-elimination brackets of four teams apiece, with the bracket winners playing in a best-of-three championship series.
2025 Challenger Seguros del Estado
The 2025 Challenger Seguros del Estado was a professional tennis tournament played on clay courts. It was the first edition of the tournament which was part of the 2025 ATP Challenger Tour. It took place in Bogotá, Colombia between 24 and 30 November 2025.

Nicolás Barrientos
Nicolás Barrientos (Spanish pronunciation: [nikoˈlas βaˈrjentos]; born 24 April 1987) is a Colombian professional tennis player who specializes in doubles.
He reached his highest ATP doubles ranking of world No. 47 on 23 April 2024 and a singles ranking of No. 237 on 21 September 2015.
Barrientos has won two ATP Tour doubles titles, including the 2024 Rio Open with Rafael Matos, and 21 titles on the ATP Challenger Tour.
2023 FIS Ski Jumping Grand Prix
The 2023 FIS Ski Jumping Grand Prix was the 30th Summer Grand Prix season in ski jumping for men and the 12th for women.

Gregor Deschwanden and Vladimir Zografski won their first Grand Prix competitions in their career.

For the first time ever there was the same podium in the first three Women's Grand Prix competitions (1st–Križnar, 2nd–Takanashi, 3rd Loutitt).

As of the victory in Szczyrk, Piotr Żyła became the third oldest Grand Prix winner competition in history (after Noriaki Kasai and Michael Neumayer).

Taking third place in the competition in Râșnov, Fatih Arda İpcioğlu won the first podium of the highest-ranking competition in the history of Turkish ski jumping.

Râșnov
Râșnov (Romanian pronunciation: [ˈrɨʃnov]; German: Rosenau; Hungarian: Barcarozsnyó; Transylvanian Saxon dialect: Ruusenåå; Latin: Rosnovia) is a town in Brașov County, Transylvania, Romania with a population of 15,920 as of 2021.

It is located at about 15 km (9.3 mi) southwest of the city of Brașov and about the same distance from Bran, on DN73, a road that links Wallachia and Transylvania.
Wijgmaal
Wijgmaal (Dutch pronunciation: [ˈʋɛixmaːl]) is a village of the city of Leuven located in the province of Flemish Brabant, Flemish Region, Belgium. Before the fusion of the Belgian municipalities in 1977, it was a part of the municipality of Herent. On 1 January 1977, it was merged into Leuven. Wijgmaal has never been a municipality, but in some sources, Wijgmaal is mentioned as a "deelgemeente" (sub-municipality).

Flemish Region
The Flemish Region (Dutch: Vlaams Gewest, pronounced [ˌvlaːms xəˈʋɛst] ⓘ), usually simply referred to as Flanders (Dutch: Vlaanderen [ˈvlaːndərə(n)] ⓘ), is one of the three regions of Belgium—alongside the Walloon Region and the Brussels-Capital Region. Covering the northern portion of the country, the Flemish Region is primarily Dutch-speaking. With an area of 13,626 km2 (5,261 sq mi), it accounts for only 45% of Belgium's territory, but 58% of its population. It is one of the most densely populated regions of Europe with around 500/km2 (1,300/sq mi).

The Flemish Region is distinct from the Flemish Community: the latter encompasses both the inhabitants of the Flemish Region and the Dutch-speaking minority living in the Brussels-Capital Region. It borders the Netherlands and France.
HD 221416 b
HD 221416 b is a confirmed hot-Saturn-type exoplanet 312 light years away from earth and orbiting the late subgiant K-type star, HD 221416. It is part of a small but growing number of discovered exoplanets orbiting evolved stars. This planet was discovered in 2019 by using the primary transit method.

Hot Jupiter
Hot Jupiters (sometimes called hot Saturns) are a class of gas giant exoplanets that are inferred to be physically similar to Jupiter (i.e. Jupiter analogues) but that have very short orbital periods (P < 10 days). The close proximity to their stars and high surface-atmosphere temperatures resulted in their informal name "hot Jupiters".

Hot Jupiters are the easiest extrasolar planets to detect via the radial-velocity method, because the oscillations they induce in their parent stars' motion are relatively large and rapid compared to those of other known types of planets. One of the best-known hot Jupiters is 51 Pegasi b. Discovered in 1995, it was the first extrasolar planet found orbiting a Sun-like star. 51 Pegasi b has an orbital period of about four days.
Swimming at the 2004 Summer Olympics – Women's 200 metre backstroke
The women's 200 metre backstroke event at the 2004 Olympic Games was contested at the Olympic Aquatic Centre of the Athens Olympic Sports Complex in Athens, Greece on August 19 and 20.

Zimbabwe's Kirsty Coventry added gold to her silver and bronze medals by a storming victory in this event, breaking an African record time of 2:09.19. Russia's Stanislava Komarova took home the silver at 2:09.72, while Japan's Reiko Nakamura and Germany's Antje Buschschulte shared their triumph for the bronze medal, in a joint time of 2:09.88. British swimmer and world champion Katy Sexton, on the other hand, finished outside the medals in seventh place, with a time of 2:12.11. Since Zimbabwe made its official debut in 1980, Coventry also became the nation's first athlete in its history to claim an individual Olympic medal.

Backstroke
Backstroke or back crawl is one of the four swimming styles used in competitive events regulated by FINA, and the only one of these styles swum on the back. This swimming style has the advantage of easy breathing, but the disadvantage of swimmers not being able to see where they are going. It also has a different start from the other three competition swimming styles. The swimming style is similar to an upside down front crawl or freestyle. Both backstroke and front crawl are long-axis strokes. In individual medley backstroke is the second style swum; in the medley relay it is the first style swum.
Vaślejĕ Mitta
Vaślejĕ Mitta or Vasiliy Yegorovich Mitta (Russian: Василий Егорович Митта, Chuvash: Митта Ваҫлейӗ, (1908-03-05)March 5, 1908 Bolshiye Arabosy, Simbirsk, Russian Empire - (1957-06-10)June 10, 1957; Bolshiye Arabosy, Chuvash ASSR, USSR) was a Soviet Chuvash poet and novelist, translator, essayist and author of the literary-critical articles.

Chuvash Autonomous Soviet Socialist Republic
The Chuvash Autonomous Soviet Socialist Republic was an autonomous republic of the Russian SFSR within the Soviet Union.

It occupied about 18,000 square kilometres (6,900 square miles) along the east bank of the Volga River, about 60 kilometres (37 miles) west of the river's confluence with the Kama River and some 700 kilometres (430 miles) east of Moscow.

The successor of the Chuvash Autonomous Oblast, the Chuvash ASSR was formed in 21 April 1925. It declared its sovereignty within the Soviet Union on October 24, 1990 as the Chuvash Soviet Socialist Republic.

Its primary economic activities were agricultural. Grain and fruit production and logging were emphasized. The capital city was Cheboksary.
Elke Wölfling
Elke Wölfling (born 27 November 1971) is a retired Austrian athlete who specialised in the sprint hurdles. She represented her country at three indoor World Championships. Her best outing was the seventh place at the 2000 European Indoor Championships.

Her personal bests are 13.09 seconds in the 100 metres hurdles (+1.3 m/s, Wolfsberg 2003) and 8.16 seconds in the 60 metres hurdles (Linz 2003).

100 metres hurdles
The 100 metres hurdles, or 100-meter hurdles, is a track and field event run mainly by women (the male counterpart is the 110 metres hurdles). For the race, ten hurdles of a height of 83.8 centimetres (33 in) are placed along a straight course of 100 metres (109.36 yd). The first hurdle is placed after a run-up of 13 metres from the starting line. The next 9 hurdles are set at a distance of 8.5 metres from each other, and the home stretch from the last hurdle to the finish line is 10.5 metres long. The hurdles are set up so that they will fall over if bumped into by the runner, but weighted so this is disadvantageous. Fallen hurdles do not count against runners provided that they do not run into them on purpose. Like the 100 metres sprint, the 100 m hurdles begins with athletes in starting blocks.

The fastest 100 m hurdlers run the distance in well under 13 seconds. The world record set by Tobi Amusan stands at 12.12 seconds.
Bohdan Fiodorowicz Sapieha
Bohdan Fiodorowicz Sapieha (died between 1599 and 1603) was a nobleman of Polish-Lithuanian Commonwealth of Sapieha family, of Lis coat of arms, of Ruthenian origin.

He was Hospodar's dvoryanin (Polish: dworzanin hospodarski) and rewizor hospodarski (inspector of Hospodar's estates) since 1576 or 1577 he was iudex terrestris  (land judge) of Trakai lands, serving for over 20 years, until resignation due to age and health.

He was son of Fiodor Bohdanowicz Sapieha and Maryna Lemkowna, younger brother of Dymitr Sapieha,  cousin of Paweł Sapieha (kasztelan of Kiev), and grandson of Bohdan Semenowicz Sapieha. From his marriage with Katarzyna Kuncowna (or Kuncewiczowna) he had son Jan and (probably two) daughters, Anna and Zofia.

He was of Orthodox faith.

Polish Orthodox Church
The Polish Autocephalous Orthodox Church (Polish: Polski Autokefaliczny Kościół Prawosławny), commonly known as the Polish Orthodox Church, or Orthodox Church of Poland, is one of the autocephalous Eastern Orthodox churches in full communion. The church was established in 1924, to accommodate Orthodox Christians of Polish descent in the eastern part of the country, when Poland regained its independence after the First World War.

In total, it has approximately 500,000 adherents (2021). In the Polish census of 2011, 156,000 citizens declared themselves as members.