hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Jean Dénis Wanga
Jean-Dénis Wanga-Edingue (born 12 April 1975) is a retired Cameroonian football player.

Wanga spent most of his career in Greece and played for Panelefsiniakos, Egaleo and Kallithea in the Greek Alpha Ethniki. He also had a brief spell in Chile with Coquimbo Unido during 2000.

Wanga made one appearance for the Cameroon national football team in a 1994 friendly tournament.

Cameroon national football team
The Cameroon national football team (French: Équipe du Cameroun de football), also known as the Indomitable Lions (French: les lions indomptables), represents Cameroon in men's international football. It is controlled by the Fédération Camerounaise de Football, a member of FIFA and its African confederation CAF.

The team has qualified for the FIFA World Cup eight times, more than any other African team, and four times in a row between 1990 and 2002. However, the team has only made it out of the group stage once. They were the first African team to reach the quarter-final of the World Cup in 1990, losing to England in extra time. They have also won five Africa Cup of Nations.

Cameroon is the first and, as of 2022, only African country to win against Brazil in tournament play, defeating them in the 2003 Confederations Cup and 2022 FIFA World Cup by identical 1–0 scores.
Siler montanum
Siler montanum, the laserwort, is a herbaceous perennial plant in the family Apiaceae. It is a robust perennial that can reach a height of about 30–100 centimetres (12–39 in). It has bipinnate, alternate leaves, and produces compound umbels of white five-stellate flowers from June to August.

This species can be found in central and southern Europe, in the Alps, the Pyrenees, the Apennine Mountains and the Iberian Mountains. It occurs in gorges and rocky slopes at elevations of 800–2,250 metres (2,620–7,380 ft).

The roots and seeds can be used as spices. and have been used in making gruit or beer

Apiaceae
Apiaceae (/ˌeɪpiˈeɪsi.iː, -ˌaɪ/ ⓘ), also called Umbelliferae, is a family of mostly aromatic flowering plants named after the type genus Apium, and commonly known as the celery, carrot, or parsley family, or simply as umbellifers. It is the 16th-largest family of flowering plants, with more than 3,800 species in about 446 genera, including such well-known, and economically important plants as ajwain, angelica, anise, asafoetida, caraway, carrot, celery, chervil, coriander, cumin, dill, fennel, lovage, cow parsley, parsley, parsnip and sea holly, as well as silphium, a plant whose exact identity is unclear and which may be extinct.

The family Apiaceae includes a significant number of phototoxic species, such as giant hogweed, and a smaller number of highly poisonous species, such as poison hemlock, water hemlock, spotted cowbane, fool's parsley, and various species of water dropwort.
Kallman–Rota inequality
In mathematics, the Kallman–Rota inequality, introduced by Kallman & Rota (1970), is a generalization of the Landau–Kolmogorov inequality to Banach spaces.  It states that 
if A is the infinitesimal generator of a one-parameter contraction semigroup then

Banach space
In mathematics, more specifically in functional analysis, a Banach space (/ˈbɑː.nʌx/, Polish pronunciation: [ˈba.nax]) is a complete normed vector space. Thus, a Banach space is a vector space with a metric that allows the computation of vector length and distance between vectors and is complete in the sense that a Cauchy sequence of vectors always converges to a well-defined limit that is within the space.

Banach spaces are named after the Polish mathematician Stefan Banach, who introduced this concept and studied it systematically in 1920–1922 along with Hans Hahn and Eduard Helly.
Maurice René Fréchet was the first to use the term "Banach space" and Banach in turn then coined the term "Fréchet space".
Banach spaces originally grew out of the study of function spaces by Hilbert, Fréchet, and Riesz earlier in the century. Banach spaces play a central role in functional analysis. In other areas of analysis, the spaces under study are often Banach spaces.
Reza Hormes-Ravenstijn
Reza Hormes-Ravenstijn, (born 6 February 1967 in Beek (Ubbergen)) is a Dutch cyclo-cross racer. She won seven races during her career, including the Dutch National Cyclo-cross Championship in 1995. During other Dutch Nationals she won two silver and two bronze medals.

Beek, Berg en Dal
Beek is a village in the Dutch province of Gelderland. It is located in the municipality of Berg en Dal, about 5 km east of Nijmegen. It was sometimes referred to as "Beek (bij Nijmegen)" or "Beek-Ubbergen" because there are several villages in the Netherlands called Beek.
Laabi
Laabi is a village in Harku Parish, Harju County in northern Estonia. It's located west of the capital Tallinn (about 11 km (7 mi) from the city centre), behind the Lake Harku.

The eastern half of the village's territory is covered by the Harku limestone rubble quarry. In the western part there are several industrial enterprises including alcohol producer Altia and Tallegg's chicken farm. There's also a kart circuit.

Laabi has a population of 88 (as of 1 June 2010).

Harju County
Harju County (Estonian: Harju maakond or Harjumaa) is one of the fifteen counties of Estonia. It is located in northern Estonia, on the southern coast of the Gulf of Finland, and it borders Lääne-Viru County to the east, Järva County to the southeast, Rapla County to the south, and Lääne County to the southwest. The capital and largest city of Estonia, Tallinn, is located in Harju County. Harju is the largest county in Estonia in terms of population, as almost half (45%) of Estonia's population lives in Harju County.
Edward J. Smith (Canadian politician)
Edward John Smith (1819–1903) was a merchant and political figure in New Brunswick, Canada. He represented Westmorland County from 1875 to 1878 as a Liberal member.

He was born in Shediac, New Brunswick, the son of Thomas Edward Smith, a descendant of United Empire Loyalists, and was educated there. In 1844, he married Mary Bell. He married Amelia E. Robb in 1856 after his first wife's death.

His son Ernest also served in the provincial assembly. His brother Albert James was a former New Brunswick premier who also served in the Canadian House of Commons.

Westmorland County, New Brunswick
Westmorland County (2021 population: 163,576) is a county in New Brunswick, a province of Canada. It is in the south-eastern part of the province. It contains the fast-growing commercial centre of Moncton and its northern and eastern suburbs. Also located in the county are the university town of Sackville and the local tourist destination of Shediac.

Westmorland County is centrally located in the Maritimes and is New Brunswick's most populous county. Fishing and tourism are important industries along the Northumberland Strait shore, and there is some mixed farming in the Petitcodiac River Valley and in the Tantramar Marsh region. The city of Moncton accounts for half of the county's population and has developed as a major transportation, distribution, commercial and retail centre. Dorchester is the historic shire town.
Kerri Louise
Kerri Louise is an American stand-up comedian. Louise was a finalist on the second season of Last Comic Standing and has appeared on television programs such as Tough Crowd with Colin Quinn and The View.  Louise has performed at many of the leading comedy clubs throughout the world, including Caroline's, The TakeOut Comedy Club Hong Kong and The Comic Strip Live.

Louise is married to Tom Cotter, who is also a notable stand-up comedian. The two have three children, all of whom are boys. They have worked together on different projects including Two Funny, a 2006 reality show on WE tv.

Carolines on Broadway
Carolines on Broadway was a venue for stand-up comedy situated at 750 Seventh Avenue, on Broadway between 49th and 50th Streets, in the Midtown Manhattan neighborhood of New York City. The club operated from 1981 to 2022.
Ham Hill
Ham Hill could refer to:

Ham Hill, Somerset  SSSI, Country Park and Local landmark to Yeovil

Ham Hill Hillfort

Ham Hill SSSI, Wiltshire

There is also a lesser known area to the south of Snodland, Kent that is called Ham Hill. It has always played 'second fiddle' to the larger town of Snodland, which has absorbed Ham Hill into itself, but still keeps the name as a reference.

Ham Hill, Somerset
Ham Hill is a geological Site of Special Scientific Interest (SSSI), Scheduled Ancient Monument, Iron Age hill fort, Roman site, Local Nature Reserve and country park, to the west of Yeovil in Somerset, England.

The hill has given its name to the distinctive quarried hamstone and also to two nearby villages: Stoke-sub-Hamdon and Norton Sub Hamdon, whose names mean "under-Ham-hill" (where "Ham" is Old English for a small settlement).
The Mendip Hills, Blackdown Hills, Quantock Hills and Dorset Downs are all visible from Ham Hill, especially from its war memorial. It is popular for picnicking, walking and mountain biking in the grassy hollows of the old quarry workings.

The geology supports a wide range of fauna including mammals, birds, invertebrates, reptiles and amphibians living on lichens, fungi, ferns and flowering plants.
SS Torrey Canyon
SS Torrey Canyon was an LR2 (Long Range 2) Suezmax class oil tanker with a cargo capacity of 118,285 long tons (120,183 t) of crude oil. She ran aground off the western coast of Cornwall, United Kingdom, on 18 March 1967, causing an environmental disaster. At that time she was the largest vessel ever to be wrecked. The ship is named after Torrey Canyon, a location in Ventura County, California.

Suezmax
"Suezmax" is a naval architecture term for the largest ship measurements capable of transiting the Suez Canal in a laden condition, and is almost exclusively used in reference to tankers. The limiting factors are beam, draft, height (because of the Suez Canal Bridge), and length (even though the canal has no locks).
Tethea consimilis
Tethea consimilis is a species of moth of the family Drepanidae first described by Warren in 1912. It is found in Asia, including the Russian Far East, Japan, Korea, Taiwan, Myanmar, Indonesia and India. The habitat consists of various types of mixed and broad-leaved forests.

The wingspan is 50–58 mm.

The larvae feed on Sorbus species and Prunus avium.

Drepanidae
The Drepanidae are a family of moths with about 660 species described worldwide. They are generally divided in three subfamilies, which share the same type of hearing organ. Thyatirinae, previously often placed in their own family, bear a superficial resemblance to Noctuidae. Many species in the drepanid family have a distinctively hook-shaped apex to the fore wing, leading to their common name of hook-tips.

The larvae of many species are very distinctive, tapering to a point at the tail and usually resting with both head and tail raised. They usually feed on the leaves of trees and shrubs, pupating between leaves spun together with silk.
Meditations in an Emergency
Meditations in an Emergency is a book of poetry by American poet Frank O'Hara, first published by Grove Press in 1957.  Its title poem was first printed in the November 1954 issue of Poetry: A Magazine of Verse.

The name of the book is purported to derive from English poet John Donne's prose work, Devotions upon Emergent Occasions, stemming from a joke between O'Hara and other members of the renowned New York School of poets.  Critics have noted the influence of impressionism and abstract expressionism in the collection, with most of the poems detailing the theme of identity and everyday life in New York City.

The book is dedicated to painter Jane Freilicher.

New York School (art)
The New York School was an informal group of American poets, painters, dancers, and musicians active in the 1950s and 1960s in New York City. They often drew inspiration from surrealism and the contemporary avant-garde art movements, in particular action painting, abstract expressionism, jazz, improvisational theater, experimental music, and the interaction of friends in the New York City art world's vanguard circle.
All Arms Junior Leaders' Regiment
The All Arms Junior Leaders' Regiment (AAJLR) started in May 1959 and was disbanded in August 1966. Located at Tonfanau in North Wales, it trained boys aged between 15 and 17½ as future senior non-commissioned officers from a variety of arms of the British army. It contained boys from most of the Infantry Regiments, Royal Regiment Of Artillery, Royal Armoured Corps, Royal Corps Of Signals, Corps Of Royal Electrical And Mechanical Engineers, Corps Of Royal Engineers, Corps Of Royal Military Police, General Service Corps, Intelligence Corps, Royal Army Ordnance Corps, Royal Army Service Corps, Royal Corps Of Transport, and Royal Pioneer Corps.

In its short life over 2,100 boys graduated to join the regular British Army.

Royal Electrical and Mechanical Engineers
The Corps of Royal Electrical and Mechanical Engineers (REME /ˈriːmiː/ REE-mee) is the arm of the British Army that maintains the equipment that the Army uses. The corps is described as the "British Army's professional engineers".
Maltz
Maltz (from German: Malz - malt) is a surname of German and Jewish as well.

Albert Maltz (1908–1985), American writer

Benjamin N. Maltz (1901–1993), American banker and philanthropist

Carlos Maltz (born 1962), Brazilian drummer

Dylan Maltz (born 1994), American lacrosse player

George L. Maltz (1842–1910), American banker and politician

Maxwell Maltz (1899–1975), American plastic surgeon and author

Michael Maltz (born 1938), American criminologist and electrical engineer

Peter Jacob Maltz (born 1973), Israeli artist

Wendy Maltz (born 1950), American sex therapist

Michael D. Maltz
Michael D. Maltz (born 1938) is an American electrical engineer, criminologist and Emeritus Professor at University of Illinois at Chicago in criminal justice, and adjunct professor and researcher at Ohio State University.
Břestek
Břestek is a municipality and village in Uherské Hradiště District in the Zlín Region of the Czech Republic. It has about 900 inhabitants.

Břestek lies approximately 10 kilometres (6 mi) north-west of Uherské Hradiště, 28 km (17 mi) south-west of Zlín, and 238 km (148 mi) south-east of Prague.

Zlín Region
Zlín Region (Czech: Zlínský kraj) is an administrative unit (Czech: kraj) of the Czech Republic, located in the south-eastern part of the historical region of Moravia. It is named after its capital Zlín. Together with the Olomouc Region, it forms a cohesion area of Central Moravia. It is located in the eastern part of the Czech Republic, where the borders with Slovakia (Trenčín and Žilina Regions) are formed by its eastern edge. It borders the South Moravian Region in the southwest, the Olomouc Region in the northwest, and the Moravian-Silesian Region in the north. Culturally, the region is composed of parts of three traditional Moravian regions: Haná, the Moravian Slovakia, and the Moravian Wallachia, as the city of Zlín lies roughly at their tripoint.
2019 Sri Lankan presidential election
Presidential elections were held in Sri Lanka on 16 November 2019. Incumbent president Maithripala Sirisena did not run for a second term. Gotabaya Rajapaksa, brother of former president Mahinda Rajapaksa, was the candidate of the Sri Lanka Podujana Peramuna and was endorsed by the Sri Lanka Freedom Party. Sajith Premadasa, son of former president Ranasinghe Premadasa and deputy leader of the United National Party was the candidate of the ruling party.

The results were announced on 17 November 2019. Rajapaksa won the election in a landslide victory, receiving 52% of the vote compared his main opponent Premadasa's 42%. The results of the election subsequently brought the Rajapaksa family back to power after a 5-year interregnum.

Sirisena's term of office would have ended on 9 January 2020. They were the first presidential elections in Sri Lanka in which no sitting president, prime minister or opposition leader ran for president.

Sujeewa Senasinghe
Sujeewa Senasinghe (Sinhala: සුජීව සේනසිංහ; born 13 December 1971) is a Sri Lankan lawyer and politician. He is a member of the Parliament of Sri Lanka and the State Minister for International Trade until 2019.
Onna Irukka Kathukanum
Onna Irukka Kathukanum (transl. We must learn to live together) is a 1992 Indian Tamil language comedy drama film directed by V. Sekhar. The film stars Sivakumar, while an ensemble supporting cast includes Manorama, Vinu Chakravarthy, Goundamani, Senthil, S. S. Chandran, Charle, Kovai Sarala, Supergood Kannan and Jeeva, amongst others. It was released on 20 November 1992.

Manorama (Tamil actress)
Gopishantha (26 May 1937 – 10 October 2015), better known by her stage name Manorama, also called  Aachi, was an Indian actress, comedian and playback singer who had appeared in more than 1500 films and 5000 stage performances predominantly in the Tamil and also in  Telugu, Kannada, Malayalam, and Sinhala. She was honoured with Kalaimamani award in 1995. In 2002, Government of India awarded Manorama the Padma Shri for her contribution to the arts. She is a recipient of one National Film Award, one Filmfare Award South and seven Tamil Nadu State Film Awards.
Macrotyphula
Macrotyphula is a genus of clavarioid fungi in the family Phyllotopsidaceae. Basidiocarps (fruit bodies) are simple, narrowly club-shaped to filiform, sometimes arising from a sclerotium. They typically grow on dead wood or leaf litter, often in swarms.

Clavarioid fungi
The clavarioid fungi are a group of fungi in the Basidiomycota typically having erect, simple or branched basidiocarps (fruit bodies) that are formed on the ground, on decaying vegetation, or on dead wood. They are colloquially called club fungi and coral fungi.

Originally such fungi were referred to the genus Clavaria ("clavarioid" means Clavaria-like), but it is now known that clavarioid species are not all closely related. Since they are often studied as a group, it is convenient to retain the informal (non-taxonomic) name of "clavarioid fungi" and this term is frequently used in research papers.
Seidel test
The Seidel test is used to assess the presence of aqueous humor leakage from anterior chamber of the eye.  Leakage may occur due to many corneal or scleral disorders, including corneal post-trauma, post-surgical leak, corneal perforation and corneal degeneration. Initially the test was used to detect aqueous humor leakage in postoperative patients, later it expanded to detect other causes or anterior chamber leakage.

Aqueous humour
The aqueous humour is a transparent water-like fluid similar to blood plasma, but containing low protein concentrations. It is secreted from the ciliary body, a structure supporting the lens of the eyeball. It fills both the anterior and the posterior chambers of the eye, and is not to be confused with the vitreous humour, which is located in the space between the lens and the retina, also known as the posterior cavity or vitreous chamber. Blood cannot normally enter the eyeball.
1936 United States presidential election in Idaho
The 1936 United States presidential election in Idaho took place on November 3, 1936, as part of the 1936 United States presidential election. State voters chose four representatives, or electors, to the Electoral College, who voted for president and vice president.

Idaho was won by incumbent President Franklin D. Roosevelt (D–New York) and Vice President John Nance Garner (D–Texas) with 62.96 percent of the popular vote, over Governor Alf Landon (R–Kansas) and running mate Frank Knox (R–Illinois) with 33.19 percent of the popular vote.

Idaho has since become a Republican stronghold; as of 2024, this election marks the last time that Ada County, Canyon County, Gooding County, Jerome County, Lincoln County, Payette County and Twin Falls County would vote for a Democratic presidential nominee, the last time that a Democrat would carry the state by double digits, and the last time that the state would (by margin of victory) vote more Democratic than the nation as a whole.

Payette County, Idaho
Payette County is a county located in Idaho, United States. As of the 2020 census, the population was 25,386. The county seat and largest city is Payette.

Payette County is part of the Ontario micropolitan area.
Grandma Lake Wetlands State Natural Area
Grandma Lake Wetlands State Natural Area is a Wisconsin Department of Natural Resources-designated State Natural Area featuring the undeveloped, pristine 44-acre Grandma Lake, which lies in a depression formed during the last glacial period. The lake is ringed by a large, open sphagnum bog mat. The bog mat is surrounded by a coniferous swamp of tamarack (Larix laricina) and black spruce (Picea mariana). The bog mat supports a plant community that is considered diverse and unusual, with several rare species present, including: bog arrow-grass (Triglochin maritima), dragon's mouth orchid (Arethusa bulbosa), livid sedge (Carex livida), small-headed bog sedge (Carex tenuiflora), as well as one of only a few known populations of bog rush (Juncus stygius) in the State of Wisconsin. In 1991, the US Forest Service designated the site as a Research Natural Area. Also, the site is listed as one of Wisconsin's Wetland Gems, by the Wisconsin Wetlands Association.

Picea mariana
Picea mariana, the black spruce, is a North American species of spruce tree in the pine family. It is widespread across Canada, found in all 10 provinces and all 3 territories. It is the official tree of Newfoundland and Labrador and is that province's most abundant tree. Its range extends into northern parts of the United States: in Alaska, the Great Lakes region, and the upper Northeast. It is a frequent part of the biome known as taiga or boreal forest.

The Latin specific epithet mariana means "of the Virgin Mary".
2022 Pendle Borough Council election
The 2022 Pendle Borough Council election took place on 5 May 2022 to elect a third of Pendle Borough Council for the Borough of Pendle in England. This was on the same day as other English local elections. Twelve seats across ten wards were up for election.

The election resulted in the Conservatives maintaining control but with a reduced majority.

Majority winner criterion
The majority criterion is a voting system criterion applicable to voting rules over ordinal preferences required that if only one candidate is ranked first by over 50% of voters, that candidate must win.

Some methods that comply with this criterion include any Condorcet method, instant-runoff voting, Bucklin voting, plurality voting, and approval voting.

The mutual majority criterion is a generalized form of the criterion meant to account for when the majority prefers multiple candidates above all others; voting methods which pass majority but fail mutual majority can encourage all but one of the majority's preferred candidates to drop out in order to ensure one of the majority-preferred candidates wins, creating a spoiler effect.