hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Moses Sule
Moses Sule is a Nigerian politician who is member representing Mikang Constituency and a speaker of the Plateau State House of Assembly. He was a former vice chairman of Mikang Local Government Area (LGA) in the state who was elected Speaker of the 10th Assembly on 13 June 2023.

Mikang
Mikang is a Local Government Area in Plateau State, Nigeria. Its headquarters are in the town of Tunkus.

It has an area of 739 km2 and a population of 97,411 at the 2006 census.

The postal code of the area is 940.
Actor Award for Outstanding Performance by a Female Actor in a Leading Role
The Actor Award for Outstanding Performance by a Female Actor in a Leading Role in a Motion Picture (formerly Screen Actors Guild Award for Outstanding Performance by a Female Actor in a Leading Role) is an award presented annually by the Screen Actors Guild. It has been presented since the 1st Screen Actors Guild Awards in 1995 to a female actor who has delivered an outstanding performance in a leading role in a film released that year.

The award has been presented 30 times, and 27 actresses have won the award. Jodie Foster was the award's first winner for Nell (1994). The most recent winner is Demi Moore who won for her performance in The Substance (2024). Frances McDormand, Renée Zellweger, and Viola Davis have all won the award twice. Meryl Streep has the most nominations with ten.

1st Screen Actors Guild Awards
The inaugural Screen Actors Guild Awards aired on NBC from Stage 12 at Universal Studios Hollywood, on February 25, 1995. Unveiled during this evening for the first time was the Guild's new award statuette, the Actor, as well as the first awards for ensembles in drama series and comedy series which honor all of the actors who are the regulars in television series. From this auspicious beginning the Screen Actors Guild Awards has been embraced as one of the most prestigious in the entertainment industry.
97 Klotho
97 Klotho is a fairly large main-belt asteroid. While it is an M-type, its radar albedo is too low to allow a nickel-iron composition.  Klotho is similar to 21 Lutetia and 22 Kalliope in that all three are M-types of unknown composition. Klotho was found by Ernst Tempel on February 17, 1868. It was his fifth and final asteroid discovery. It is named after Klotho or Clotho, one of the three Moirai, or Fates, in Greek mythology.

13-cm radar observations of this asteroid from the Arecibo Observatory between 1980 and 1985 were used to produce a diameter estimate of 108 km.

In 1990, the asteroid was observed for four nights from the Collurania-Teramo Observatory in Italy, producing an asymmetric light curve that showed a rotation period of 10.927 ± 0.001 hours and a brightness variation of 0.17 ± 0.02 in magnitude. This period confirms a value independently determined in 1971.

Wilhelm Tempel
Ernst Wilhelm Leberecht Tempel (4 December 1821 – 16 March 1889), normally known as Wilhelm Tempel, was a German astronomer who worked in Marseille until the outbreak of the Franco-Prussian War in 1870, then later moved to Italy.

Tempel was born at Niedercunnersdorf, Saxony. He was a prolific discoverer of comets, discovering or co-discovering 21 in all, including Comet 55P/Tempel-Tuttle, now known to be the parent body of the Leonid meteor shower, and 9P/Tempel, the target of the NASA probe Deep Impact in 2005. Other periodic comets that bear his name include 10P/Tempel and 11P/Tempel-Swift-LINEAR.

In 1861, he was awarded the Lalande Prize. He won the Prix Valz for the year 1880. The main-belt asteroid 3808 Tempel and the lunar crater Tempel are named after him.
Fergus Medwin
Fergus Michael Medwin (10 July 1874 – 25 September 1934) was an Australian Labor politician. He was born at Black River in Tasmania. In 1928 he was elected to the Tasmanian House of Assembly as a Labor member for Darwin. He resigned from the Labor Party in 1931 and lost his seat in that year's election. Medwin died in Stanley in 1934.

Tasmanian Labor Party
The Tasmanian Labor Party, commonly referred to simply as Tasmanian Labor, is a social democratic political party in Tasmania. It is the Tasmanian branch of the Australian Labor Party. Following the 2025 Tasmanian state election, the party is led by Josh Willie, and since 2014 has formed the official opposition in Tasmania, losing 5 consecutive state elections.
Old Parade Ground
Old Parade Ground is a stadium in the Garki District of Abuja, Nigeria.  Built in the early 1980s, it is currently used mostly for football matches and is the home stadium of various teams in the Federal Capital Territory, including Abuja F.C. and Court of Appeal.  The stadium has a capacity of about 5,000.

In addition to football games, the ground hosts rallies and concerts.

Abuja F.C.
Abuja FC (also known as EFCC FC due to sponsorship reasons) is a Nigerian football club in the Nigeria National League. The club was founded in Kano, and moved to the Federal capital Territory, Abuja. It plays its home matches at the Old Parade Ground, Abuja.
Dodoth people
The Dodoth (or Dodos) are an ethnic group in north eastern Uganda. They belong to the Karamojong Cluster, which also includes the Karamojong and Jie people.
Their language is a dialect of the Karamojong language. Their population is estimated at 129,102 (2014 Census of Uganda).

Turkana people
The Turkana are a Nilotic people native to the Turkana County in northwest Kenya, a semi-arid climate region bordering Lake Turkana in the east, Pokot, Rendille and Samburu people to the south, Uganda to the west, South Sudan to the north-west (Didinga and Toposa) and Ethiopia to the north.
Mount Arethusa
Mount Arethusa is a mountain located in the Canadian Rockies of Alberta, Canada.

It is located alongside Highway 40, immediately east of the Highwood Pass parking lot in Kananaskis Country, and is a part of the Misty Range of the Southern Continental Ranges. It is named after HMS Arethusa, a British cruiser sunk in the 1915 Battle of Dogger Bank.

Mt. Arethusa and Little Arethusa form the southern wall of the Ptarmigan cirque which is a popular short hike from the Highwood Pass parking lot.

Misty Range
The Misty Range is a mountain range of the Canadian Rockies located east of the Bighorn Highway within Kananaskis Country, Canada.

It is a sub-range of the High Rock Range in the Southern Continental Ranges.
Shops at Don Mills
The Shops at Don Mills (corporately known as CF Shops at Don Mills) is a lifestyle centre-type shopping centre in Toronto, Ontario, Canada, located at Don Mills Road and Lawrence Avenue East. There are 72 retail stores with a total floor space of 47,550 square metres (or 511,824 square feet). Cadillac Fairview is the owner and manager of the shopping centre.

Lifestyle center
A lifestyle center (American English), or lifestyle centre (Commonwealth English), is an open-air shopping center which aims to create a "pedestrian-friendly, town-like atmosphere with sidewalks, landscaping, ambient lighting, and park benches. Memphis developers Poag and McEwen are generally credited with developing the concept in the late 1980s. Lifestyle centers emerged as a major retailing trend in the late 1990s. Sometimes labeled boutique malls or ersatz downtown, they are often located in affluent suburban areas.
1790 English cricket season
The 1790 English cricket season was a successful one for Hampshire who won all three of their known matches, two against England, and one against Kent. Samuel Britcher, the MCC scorer, began his annual publication (to 1805) of A Complete List of all the Grand Matches of Cricket that have been Played, a compilation of match scorecards. His 1790 edition features fourteen scorecards, including six from matches played at Lord's Old Ground, the MCC venue. Details of 22 matches are known, but few were important.

Lord's Old Ground
Lord's Old Ground was a cricket venue in London that was established by Thomas Lord in 1787. It was used mainly by Marylebone Cricket Club for major matches until 1810, after which a dispute about rent caused Lord to relocate.
Yeliz Başa
Yeliz Başa (born Yeliz Askan on August 13, 1987 in Beykoz, Istanbul, Turkey) is a Turkish female volleyball player, who won the gold medal at the 2014 Women's European Volleyball League playing with the Turkey women's national volleyball team.

V.League (Japan)
The V.League (Japanese: Vリーグ) is the second-level professional volleyball league for both men and women in Japan. The league started in 1994.

The competitions are organized by the Japan Volleyball League Organization. The league was called V.Premier League before the reform took place in 2018. The SV.League succeeded the V.League as the premier volleyball tournament in Japan in 2024.
Sand Island (Washington)
Sand Island is an island in Grays Harbor, in the U.S. state of Washington. The entire island is occupied by Sand Island Natural Area Preserve, a protected area under the State Department of Natural Resources' Washington Natural Areas Program. The small sandy island is seasonally overtopped by the salt waters of the harbor.

Washington Natural Areas Program
The Washington Natural Areas Program, part of the Washington Department of Natural Resources, manages dozens of natural areas owned by the U.S. state of Washington. These areas have received funding through the state's general fund since the Washington State Legislature enacted the Natural Areas Preserve Act in 1972. As of May 2022, there are 58 Natural Area Preserves and 39 Natural Resources Conservation Areas. The program's goals are to protect rare and outstanding examples of Washington's widely varied ecosystems, maintain the state's biological diversity, support education and scientific research, and provide public opportunities for low-impact recreation.
Magellanic tuco-tuco
The Magellanic tuco-tuco (Ctenomys magellanicus) is a species of rodent in the family Ctenomyidae. It is found in Argentina and Chile. Its natural habitat is subtropical or tropical dry lowland grassland. It is also known as the cururo by the Selkʼnam culture of Tierra del Fuego.

Tuco-tuco
A tuco-tuco is a neotropical rodent in the family Ctenomyidae. Tuco-tucos belong to the only living genus of the family Ctenomyidae, Ctenomys, but they include approximately 60 different species. The common name, "tuco-tuco", comes from the "tuc-tuc" sound they make while they dig their burrows.

The relationships among the species are debated by taxonomists. It has been described that they are in a state of "taxonomic chaos", but banded karyotypes have been used to help make progress on their taxonomic study. Their closest relatives are degus and other octodontids. All species of tuco-tucos are found in South America from Peru and central Brazil southward. The tuco-tucos of South America have an ecological role equivalent to that of the pocket gophers of North America.

They occupy an ecological niche previously taken by gondwanatheres such as Patagonia earlier in the Cenozoic.
Morgan County, Indiana
Morgan County is a county located in the U.S. state of Indiana. As of the 2020 United States census, the population was 71,780. The county seat (and only incorporated city) is Martinsville.

Morgan County is between Indianapolis, in Marion County, and Bloomington in Monroe County. It is included in the Indianapolis-Carmel-Anderson, IN Metropolitan Statistical Area. Two major highways, Interstate 69 and Indiana State Road 67, carry large numbers of daily commuters between the two larger communities. The county has 14 townships which provide local services.

Anderson, Indiana
Anderson is a city in and the county seat of Madison County, Indiana, United States. The population was 54,788 at the 2020 census. It is named after Chief William Anderson.  The city is the headquarters of the Church of God and its Anderson University. Highlights of the city include the historic Paramount Theatre and the Gruenewald House.
Modernized e-File
Modernized e-File (MeF) is an electronic system for filing tax returns with the Internal Revenue Service (IRS) of the United States.

The MeF system describes tax forms in terms of XML and supports web-based filing. Modernized e-File was originally introduced in 2004, exclusively for corporate tax returns. Initially, there was only support for Form 1120 and related forms, but each year additional corporate tax forms were supported.

Beginning with tax year 2009, the IRS will extend the Modernized e-File program to cover the 1040 series of forms for income tax returns filed by individuals. The IRS expects to accept the first MeF-based individual income tax filings in 2010. In the initial phase, MeF for individual returns will support form 1040, schedules A, B, C, D, E, EIC, M, R, SE, as well as the additional forms 1099-R, 2106, 2210, 2441, 4562, 4868, 8283, 8812, 8829, 8863, 8880, 8888, and W-2. XML schemas for Form 1040 MeF are available on the IRS web site.

IRS tax forms
The United States Internal Revenue Service (IRS) uses various forms to collect financial information from taxpayers and tax-exempt organizations. These forms are used to report income, calculate federal taxes owed, and disclose other required information in accordance with the Internal Revenue Code (IRC). The IRS provides more than 800 different forms and schedules for various tax-related purposes. In addition to federal forms, other tax forms are filed separately with state and local tax authorities.

The IRS numbered the forms sequentially as they were introduced.
Merthyr Cynog
Merthyr Cynog is a hamlet and a community in the modern county of Powys, Wales, in the historic county of Brecknockshire. The population of the community at the 2021 Census was 245.

The Welsh name signifies the 'shrine of Cynog'. The grade II* listed church, a place of pilgrimage, is dedicated to Saint Cynog, a son of Brychan Brycheiniog, and was founded in the 5th century. It is situated on the land between the valleys of the Ysgir Fawr and the Ysgir Fach which penetrate northwestwards into the uplands of Mynydd Epynt from the River Usk some miles to the south. The community includes the hamlet of Upper Chapel which lies a couple of miles to the northeast. To the north and west of Merthyr Cynog is the Army's extensive Sennybridge Training Area or 'SENTA'.

In 2013 Merthyr Cynog Community launched a new website.

For elections to Powys County Council, Merthyr Cynog is part of the Yscir electoral ward.

Mynydd Epynt
Mynydd Epynt (Welsh: [ˈmənɨð ˈɛpɨnt]) is an upland region of Mid Wales, within the county of Powys. It is bounded on the south by the upper stretch of the Usk Valley, on the north by the Irfon Valley, and on the east by the Wye Valley. Its western boundary is less distinct but lies east of the A483 Llandovery to Llanwrtyd Wells road.

The area is an extensive plateau lying between 400 and 450m, drained by several southward-flowing rivers that empty into the River Usk; these include (from west to east) the Cilieni, the Nant Bran, the Afon Ysgir (with its two headwaters, the Ysgir Fechan and Ysgir Fawr) and the Afon Honddu. The Duhonw drains north-eastward into the River Wye. The highest point is a marilyn (having topographic prominence of at least 150m) of 478m.

Since 1940, Mynydd Epynt has formed part of the Sennybridge Training Area, the largest military training zone in Wales.
Iris kuschakewiczii
Iris kuschakewiczii is a species in the genus Iris, subgenus Scorpiris. It is a bulbous perennial from the hills of Kazakhstan. It has dark green glaucous leaves, a short thick stem and purple spring flowers.

Iris (plant)
Iris is a flowering plant genus of 310 accepted species with showy flowers. As well as being the scientific name, iris is also widely used as a common name for all Iris species, as well as some belonging to other closely related genera. A common name for some species is flags, while the plants of the subgenus Scorpiris are widely known as junos, particularly in horticulture. It is a popular garden flower.

The often-segregated, monotypic genera Belamcanda (blackberry lily, I. domestica), Hermodactylus (snake's head iris, I. tuberosa), and Pardanthopsis (vesper iris, I. dichotoma) are currently included in Iris.

Three Iris varieties are used in the Iris flower data set outlined by Ronald Fisher in his 1936 paper The use of multiple measurements in taxonomic problems as an example of linear discriminant analysis.
African-American English
African-American English (AAE) is the group of English dialects spoken predominantly by Black people in the United States and, less often, in Canada. Most commonly, African-American English is an umbrella term that refers to a dialect continuum ranging from African-American Vernacular English to more standard American English. Like all widely spoken language varieties, African-American English shows variation stylistically, generationally, geographically (that is, features specific to singular cities or regions only), in rural versus urban characteristics, in vernacular versus standard registers, etc. There has been a significant body of African-American literature and oral tradition for centuries.

Zero copula
Zero copula, also known as null copula, is a linguistic phenomenon whereby the subject is joined to the predicate without overt marking of this relationship (like the copula to be in English). One can distinguish languages that simply do not have a copula and languages that have a copula that is optional in certain contexts.

Dropping the copula is also found, to a lesser extent, in English and many other languages, used most frequently in rhetoric, casual speech, non-standard varieties, and headlinese, the writing style used in newspaper headlines. Sometimes, these omissions cause unintended syntactic ambiguity.
Erdős–Turán conjecture on additive bases
The Erdős–Turán conjecture is an old unsolved problem in additive number theory (not to be confused with Erdős conjecture on arithmetic progressions) posed by Paul Erdős and Pál Turán in 1941.

It concerns additive bases, subsets of natural numbers with the property that every natural number can be represented as the sum of a bounded number of elements from the basis. Roughly, it states that the number of representations of this type cannot also be bounded.

Lagrange's four-square theorem
Lagrange's four-square theorem, also known as Bachet's conjecture, states that every nonnegative integer can be represented as a sum of four non-negative integer squares. That is, the squares form an additive basis of order four:
 
where the four numbers  are integers. For illustration, 3, 31, and 310 can be represented as the sum of four squares as follows:

This theorem was proven by Joseph-Louis Lagrange in 1770. It is a special case of the Fermat polygonal number theorem.
Canada's National Ballet School
Canada's National Ballet School, also commonly known as the National Ballet School of Canada, is a classical ballet school located in Toronto, Ontario, Canada. Along with the Royal Winnipeg Ballet School, it is a provider of professional ballet training in Canada. Margaret Tracey was appointed  Artistic Director of the school in 2024, succeeding Mavis Staines who had previously served as Artistic Director since 1989.

National Ballet of Canada
The National Ballet of Canada is a Canadian ballet company that was founded in 1951 in Toronto, Ontario, with Celia Franca, the first artistic director. A company of 70 dancers with its own orchestra, the National Ballet has been led since 2022 by artistic director Hope Muir. Renowned for its diverse repertoire, the company performs traditional full-length classics, embraces contemporary work and encourages the creation of new ballets, as well as the development of Canadian dancers and choreographers.

The company's repertoire includes works by Sir Frederick Ashton, George Balanchine, John Cranko, Rudolf Nureyev, John Neumeier, William Forsythe, James Kudelka, Wayne McGregor, Alexei Ratmansky, Crystal Pite, Christopher Wheeldon, Aszure Barton, Guillaume Côté and Robert Binet. The National Ballet tours in Canada and internationally, with appearances in London, Paris, Hamburg, Moscow, St. Petersburg, New York City, Washington, D.C., Los Angeles, and San Francisco.
Elizabeth Kikkert
Elisapeta Kilinganoa Kikkert (born 3 July 1980) is an Australian former politician. She was a member of the Australian Capital Territory Legislative Assembly from 2016 until losing her seat in 2024, representing the electorate of Ginninderra. From 2016 until 2024 she was a member of the Canberra Liberals, until being disendorsed and removed from the party.

She was born in Tonga and was a full-time mother and volunteer before entering politics. She is also a practising member of the Church of Jesus Christ of Latter-day Saints, and she has five children.

Kikkert was disendorsed as a candidate by the Canberra Liberals in September 2024 ahead of the 2024 ACT election and removed from the Liberal Party over alleged breaches of the Electoral Act and allegations of bullying of party staff. She joined the Family First Party on 24 September 2024, and was their candidate for the Division of Fenner in the 2025 federal election.

Canberra Liberals
The Canberra Liberals, officially known as the Liberal Party of Australia (Australian Capital Territory Division), is the division of the Liberal Party of Australia in the Australian Capital Territory (ACT). The party has been in opposition in the ACT Legislative Assembly for much of its existence, but held power with the support of minor parties and independents between 1989 and 1991 and again between 1995 and 2001. As of 2025, it is the only state or territory division of either major party to be unrepresented in the federal parliament.
Antonio Canova
Antonio Canova (Italian pronunciation: [anˈtɔːnjo kaˈnɔːva]; 1 November 1757 – 13 October 1822) was an Italian Neoclassical sculptor, famous for his marble sculptures. Often regarded as the greatest of the Neoclassical artists, his sculpture was inspired by the Baroque and the classical revival, and has been characterised as having avoided the melodramatics of the former, and the cold artificiality of the latter.

Pauline Bonaparte
Paula Maria Bonaparte Leclerc Borghese (French: Pauline Marie Bonaparte, pronounced [pɔlin maʁi bɔnapaʁt]; 20 October 1780 – 9 June 1825), better known as Pauline Bonaparte, was an imperial French princess, the first sovereign Duchess of Guastalla, and the princess consort of Sulmona and Rossano. She was the sixth child of Letizia Ramolino and Carlo Buonaparte, Corsica's representative to the court of King Louis XVI. Her elder brother, Napoleon, was the first emperor of the French. She married Charles Leclerc, a French general, a union ended by his death in 1802.

Later, Pauline married Camillo Borghese, 6th Prince of Sulmona. Her only child, Dermide Leclerc, born from her first marriage, died in childhood. She was the only Bonaparte sibling to visit Napoleon in exile on his principality, Elba.
2018 FIBA Under-18 Women's Americas Championship
The 2018 FIBA Under-18 Women's Americas Championship is an international basketball competition that currently takes place from August 1–7, 2018 in Mexico City, Mexico. This is the twelfth edition of the championship, and is the FIBA Americas qualifying tournament for the 2019 FIBA Under-19 Women's Basketball World Cup in Thailand. Eight national teams from across the Americas, composed of women aged 19 and under, will compete in the tournament.

FIBA Under-18 Women's AmeriCup
The FIBA U18 Women's AmeriCup, previously known as the FIBA Under-18 Women's Americas Championship, is the Americas basketball championship for women's under-18 national teams that takes place every two years in the FIBA Americas zone.

Before the 2004 edition, the tournament was played by under-19 teams. The top four finishers qualify for the FIBA Under-19 Women's Basketball World Cup.