hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
1991 Virginia Slims of Los Angeles – Singles
Monica Seles was the defending champion and successfully defended her title, by defeating Kimiko Date 6–3, 6–1 in the final. Despite the win, Seles lost the world No. 1 spot to Steffi Graf, as her opponent needed to be in a high ranking in order to Seles to earn bonus points (Date was No. 112 while Gabriela Sabatini, defeated at the semifinals, was No. 3)

Date also became the first Japanese female player on reaching the final of any Tier II tournament.

WTA Tier II tournaments
The WTA Tier II tournaments were Women's Tennis Association tennis second-level tournaments held from 1990 until the end of the 2008 season. The line-up of events varied over the years, with tournaments being promoted, demoted or cancelled.

From 2009 WTA Tour, WTA changed tournament categories, so that majority of Tier I and Tier II tournaments from the previous season were in one category, the WTA Premier Tournaments.
Complemented lattice
In the mathematical discipline of order theory, a complemented lattice is a bounded lattice (with least element 0 and greatest element 1), in which every element a has a complement, i.e. an element b satisfying a ∨ b = 1 and a ∧ b = 0.
Complements need not be unique.

A relatively complemented lattice is a lattice such that every interval [c, d], viewed as a bounded lattice in its own right, is a complemented lattice.

An orthocomplementation on a complemented lattice is an involution that is order-reversing and maps each element to a complement. An orthocomplemented lattice satisfying a weak form of the modular law is called an orthomodular lattice.

In bounded distributive lattices, complements are unique. Every complemented distributive lattice has a unique orthocomplementation and is in fact a Boolean algebra.

Partially ordered set
In mathematics, especially order theory, a partial order on a set is an arrangement such that, for certain pairs of elements, one precedes the other. The word partial is used to indicate that not every pair of elements needs to be comparable; that is, there may be pairs for which neither element precedes the other. Partial orders thus generalize total orders, in which every pair is comparable.

Formally, a partial order is a homogeneous binary relation that is reflexive, antisymmetric, and transitive. A partially ordered set (poset for short) is an ordered pair  consisting of a set  (called the ground set of ) and a partial order  on . When the meaning is clear from context and there is no ambiguity about the partial order, the set  itself is sometimes called a poset.
Malwa Express
The 12919 / 12920 Malwa Express is a superfast express train service of the Indian Railways connecting Dr. Ambedkar Nagar of Madhya Pradesh and Shri Mata Vaishno Devi Katra of Jammu and Kashmir. It is currently being operated with 12919/12920 train numbers on a daily basis.

The name Malwa signifies the region of Madhya Pradesh where the city of Indore is located.

Indore Junction railway station
Indore Junction (station code: INDB) is one of the Railway junctions in Madhya Pradesh and serves Indore, the commercial capital of Central India. The railway station of Indore Junction BG (future Indore Central) falls under the administrative control of Western Railway zone of Indian Railways. It consists of six main railway platforms. The Ujjain–Indore route and Indore Junction was electrified in 2011. The Station is located 1 km away from the city centre. It is one of the ISO Certified Railway Stations of India. Currently the railway station has six platforms, where the first four platforms are situated in the main station and platforms 5 and 6 is situated 1.5 km away near Kamla Nehru Park, Indore.
Bayport-Blue Point School District
Bayport-Blue Point Union-Free School District is a public school district that serves the entirety of the hamlet of Blue Point and parts of Bayport and North Patchogue in the Town of Islip and Town of Brookhaven in Suffolk County, New York, United States on the South Shore of Long Island. It consists of Bayport-Blue Point High School, James Wilson Young Middle School, and three elementary schools: Academy  Street Elementary, Blue Point Elementary, and Sylvan Avenue Elementary.

Islip, New York
Islip (/ˈaɪslɪp/ EYE-slip) is a town in Suffolk County, New York, United States, on the South Shore of Long Island. The population was 339,938 at the time of the 2020 census, making it the fourth most populous city or town in the New York metropolitan area. The Town of Islip also contains a smaller, unincorporated hamlet and census-designated place named Islip, which serves as the town seat.
Molly Aguirre
Molly Aguirre (born September 10, 1984) is a professional snowboarder and member of the U.S. Snowboarding Team, specializing in halfpipe events. She was in the film Snow Blind.

Besides halfpipe, Aguirre also snowboards slopestyle, grind/rail, and quarter pipe events.  She was the first female snowboarder to perform a backside 900 in competition. She trained in Mammoth Lakes.

Snow Blind (film)
Snow Blind is a 2006 documentary film about the history, culture, and lifestyle of snowboarding. Shot over the season of 2004–2005, the film covers the origins of snowboarding, the evolution of it into an Olympic sport and the passionate participants, thrill seekers and competitors.

The film was released on December 8, 2006. It was filmed on location in Colorado and Utah and shot entirely in HD.
Nigel Bates
Nigel Bates is a fictional character from the British BBC soap opera EastEnders, played by Paul Bradley. Introduced in 1992 by Leonard Lewis, the character was incorporated gradually and brought back as a regular following a brief stint due to a popular reception. He is depicted as a "lovable loser" and a "nerd". Bradley quit the role and Nigel was written out of the serial in April 1998 and was given a happy ending. The door was left open for a possible future return and the character made an unannounced return on 24 December 2024. Sam Miles portrayed a younger Nigel in Phil Mitchell's (Steve McFadden) teenage flashbacks in 2025.

Jacqueline Leonard
Jacqueline Leonard is a British actress. She is known for her various roles in British soap operas, including Lorraine Wicks in the BBC soap EastEnders, Caroline Powers in the BBC medical soap Doctors, Lydia Murdoch in the Scottish soap River City and Linda Hancock in the ITV  soap Coronation Street. She also appeared in the ITV medical drama Peak Practice.
Harkishan Singh
Harkishan Singh (25 November 1928 – 20 March 2020) was an Indian pharmaceutical chemist and professor at Panjab University known for his research and teaching in India, United States, Canada, the United Kingdom and China. Singh specialized in organic chemistry, medicinal chemistry, and the study of natural products, making contributions to each field. During his career, he led the research group responsible for developing candocuronium iodide (also known as chandonium iodide, HS-310), a clinically useful synthetic azasteroid designed as a skeletal muscle relaxant.

Muscle relaxant
A muscle relaxant is a drug that affects skeletal muscle function and decreases the muscle tone. It may be used to alleviate symptoms such as muscle spasms, pain, and hyperreflexia. The term "muscle relaxant" is used to refer to two major therapeutic groups: neuromuscular blockers and spasmolytics. Neuromuscular blockers act by interfering with transmission at the neuromuscular end plate and have no central nervous system (CNS) activity. They are often used during surgical procedures and in intensive care and emergency medicine to cause temporary paralysis. Spasmolytics, also known as "centrally acting" muscle relaxants, are used to alleviate musculoskeletal pain and spasms and to reduce spasticity in a variety of neurological conditions. While both neuromuscular blockers and spasmolytics are often grouped together as muscle relaxants, the term is commonly used to refer to spasmolytics only.
Cannarozzi
Cannarozzi is an Italian surname. Notable people with the surname include:

Antonella Cannarozzi, Italian costume designer

Pete Cannarozzi, keyboardist on Splendido Hotel, It's Alright (I See Rainbows), In Your Eyes, New Jersey Devils' organist

Ted Cannarozzi, program directory for WRBQ-FM

It's Alright (I See Rainbows)
It's Alright (I See Rainbows) is the sixth solo album by Yoko Ono, and her second release after the murder of husband John Lennon. As a variation of a theme concerning its predecessor, the back cover features a transparent image of Lennon in a then-contemporary photo of Yoko and Sean, depicted in Central Park. Released in 1982, all songs were written, composed, arranged, produced, and sung by Ono. It charted at #98 in the US.
Owenass River
The Owenass River (Irish: An Abhainn Easa) is a river that flows through the county of Laois in Ireland. It is a tributary of the River Barrow.

It has its source at Brisha in the Slieve Bloom Mountains, west of Ballyfin. It enters the town of Mountmellick from the west, passing under the Portlaoise Road and Sarsfield Street and flows north before joining the River Barrow at Strahard north of Mountmellick.

Ballyfin
Ballyfin (Irish: (An) Baile Fionn, meaning 'the fair/white town' or alternatively "town of Fionn") is a village and parish in the Slieve Bloom Mountains in County Laois, Ireland. It is around 8 km west of Portlaoise, on the L21121 local road which joins the R423 regional road between Mountrath and Mountmellick.

There are hill walks nearby in the Slieve Bloom Mountains.  Most of the area is covered in forest.
Wadi al-Taym
Wadi al-Taym (Arabic: وادي التيم, romanized: Wādī al-Taym), also transliterated as Wadi el-Taym, is a wadi (dry river) that forms a large fertile valley in Lebanon, in the districts of Rachaya and Hasbaya on the western slopes of Mount Hermon. It adjoins the Beqaa Valley running north to south towards the Jordan Valley where it meets the northwest corner of Lake Huleh. Watered by the Hasbani river, the low hills of Wadi al-Taym are covered with rows of silver-green olive trees with the population in the area being predominantly Druze and Sunni, with a high number of Christians, mostly Greek Orthodox. 
Wadi al-Taym is generally considered the "birthplace of the Druze faith".

Hula Valley
The Hula Valley (Hebrew: עמק החולה, romanized: ʿEmeq haḤūlā; Arabic: سهل الحولة, romanized: Sahl al-Ḥūlat) is a topographic depression forming a valley and fertile agricultural region in  northern Israel with abundant fresh water that used to be part covered by marshland and Lake Hula. These areas were a breeding ground for mosquitoes carrying malaria and were drained in the 1950s. A small section of the valley was later reflooded in an attempt to revive a nearly extinct ecosystem. It is a major stopover for birds migrating along the Great Rift Valley between Africa, Europe, and Asia, with an estimated 500 million migrating birds now pass through the Hula Valley every year.
Hugh II, Count of Maine
Hugh II (920–before 992), Count of Maine, son of Hugh I, Count of Maine, and an unknown mother. He was, like his father, a vassal of his uncle Hugh the Great.

After the death of Hugh the Great, Hugh II allied with Fulk II the Good, Count of Anjou, and Theobald the Trickster, Count of Blois.  Hugh later joined Theobald's son Odo against Seinfroy, Bishop of Le Mans. Hugh and Odo had to flee and seek refuge with Bouchard I, Count of Vendôme, in the areas that form the Bas-Vendômois.

In 939 he fought alongside Alan II, Duke of Brittany and Judicael Berengar against the Vikings at the Battle of Trans-la-Forêt.

Hugh and his wife had: Hugh III, Count of Maine, Fulk of Maine, (d. after 992) and Herbert “Baco” of Maine (d. after 1046), regent of Hugh IV, Count of Maine. Hugh was succeeded as Count of Maine by his son Hugh III.

Hugh the Great
Hugh the Great (c. 898 – 16 June 956) was the duke of the Franks and count of Paris. He was the most powerful magnate in France. Son of King Robert I of France, Hugh was Margrave of Neustria. He played an active role in bringing King Louis IV of France back from England in 936. Seeking an alliance with the Holy Roman Emperor Otto the Great, he married Otto's younger sister Hedwig of Saxony in 937. They were the parents of Hugh Capet. Hedwig's sister, Gerberga of Saxony, was Louis' wife. Although he often fought against Louis, he supported the accession of Louis and Gerberga's son, Lothair of France.
Winnaretta Singer
Winnaretta Singer (8 January 1865 – 26 November 1943) was an American-born heiress to the Singer sewing machine fortune. She used this to fund a wide range of causes, notably a musical salon where her protégés included Debussy and Ravel, and numerous public health projects in Paris, where she lived most of her life. Singer entered into two marriages that were unconsummated, and openly enjoyed many high-profile relationships with women. She was styled as Countess Louis de Scey-Montbéliard during her first marriage and as Princess Edmond de Polignac following her second marriage in 1893.

Singer Corporation
Singer Corporation is an American manufacturer of consumer sewing machines, first established as I. M. Singer & Co. in 1851 by Isaac M. Singer with New York lawyer Edward C. Clark. Best known for its sewing machines, it was renamed Singer Manufacturing Company in 1865, then the Singer Company in 1963. The global headquarters are based in Nashville, Tennessee. Its first large factory for mass production was built in 1863 in Elizabeth, New Jersey.
Riverland Biosphere Reserve
The Riverland Biosphere Reserve, formerly the Bookmark Biosphere Reserve, is a 9,000 square kilometres (3,500 square miles) area of land in eastern South Australia, adjoining the states of New South Wales and Victoria.  It is one of 14 biosphere reserves in Australia and is part of the World Network of Biosphere Reserves, being officially recognized and listed by UNESCO in 1977.

World Network of Biosphere Reserves
The UNESCO World Network of Biosphere Reserves (WNBR) covers internationally designated areas of high biological and cultural diversity, known as biosphere reserves, which are meant to demonstrate a balanced relationship between people and nature (e.g. encourage sustainable development). They are created under the UNESCO Man and the Biosphere Programme (MAB).
Simcoe (ship)
Simcoe can refer to the following ships:

Governor Simcoe (1793 ship), an Upper Canada merchant schooner, that later served as the Canadian colonial militia navy's Sir Sydney Smith, and then as the British Royal Navy brig HMS Magnet

CGS Simcoe (1909), a Canadian government lighthouse tender ship

CCGS Simcoe (1962), a Canadian Coast Guard buoy tender ship

Canadian Coast Guard
The Canadian Coast Guard (CCG; French: Garde côtière canadienne; GCC) is a special operating agency responsible for marine search and rescue (SAR), navigation aids, marine communications and traffic services, icebreaking, and marine pollution response. Formed in 1962, the CCG is a civilian organization currently housed within the Department of National Defence (DND) and headquartered in Ottawa, Ontario. The CCG operates 119 vessels of varying sizes and 23 helicopters, along with a variety of smaller craft.
Winifred Longhurst
Winifred Mary Arden Longhurst (1873  – 24 November 1958 ) was a British tennis player. She was a four time quarter finalist in singles in the Wimbledon Championships in 1902, 1904, 1906 and 1912. She was active from 1892 until 1921 and won 29 career singles titles.

1904 Wimbledon Championships – Women's singles
Charlotte Sterry defeated Agnes Morton 6–3, 6–3 in the All Comers' Final, but the reigning champion Dorothea Douglass defeated Sterry 6–0, 6–3 in the challenge round to win the ladies' singles tennis title at the 1904 Wimbledon Championships.
Eric Katz
Eric Katz is a mathematician working in combinatorial algebraic geometry and arithmetic geometry. He is currently an associate professor in the Department of Mathematics at Ohio State University.

In joint work with Karim Adiprasito and June Huh, he resolved the Heron–Rota–Welsh conjecture on the log-concavity of the characteristic polynomial of matroids. With Joseph Rabinoff and David Zureick-Brown, he has given bounds on rational and torsion points on curves.

Arithmetic geometry
In mathematics, arithmetic geometry is roughly the application of techniques from algebraic geometry to problems in number theory. Arithmetic geometry is centered around Diophantine geometry, the study of rational points of algebraic varieties.

In more abstract terms, arithmetic geometry can be defined as the study of schemes of finite type over the spectrum of the ring of integers.
Medal of Honor Memorial
There are several memorials to recipients of the Medal of Honor:

African-American Medal of Honor Recipients Memorial

Hershel Woody Williams National Medal of Honor Monument, Washington, D.C. (planned)

Kentucky Medal of Honor Memorial

Medal of Honor Memorial (Indianapolis)

Medal of Honor Memorial (Olympia, Washington)

Medal of Honor Memorial, Riverside National Cemetery

Medal of Honor Grove, Valley Forge, Pennsylvania

Oregon Veterans Medal of Honor Memorial

Texas Medal of Honor Memorial

National Medal of Honor Museum

National Medal of Honor Museum
The National Medal of Honor Museum is a museum that honors United States Armed Forces Medal of Honor recipients, founded and funded by the National Medal of Honor Museum Foundation. Groundbreaking began in March 2022 in Arlington, Texas. Previously, the group decided to build the museum in Patriots Point in Mount Pleasant but decided on Arlington later.

The location was announced on October 4, 2019, concluding a 5-year, nationwide competition that included Denver, New York City, San Diego, and Washington, D.C. It was projected to cost $150 million and open in 2024.

The museum officially opened on March 25, 2025.
Beautiful demoiselle
The beautiful demoiselle (Calopteryx virgo) is a species of damselfly belonging to the family Calopterygidae. The species has been found in Europe, North Africa, and Western Asia, and are often found nearby fast-flowing waters.

Urtica dioica
Urtica dioica, often known as common nettle, burn nettle, stinging nettle, nettle leaf, or just a nettle or stinger, is a herbaceous perennial flowering plant in the family Urticaceae. Originally native to Europe, much of temperate Asia and western North Africa, it is now found worldwide.

The species is divided into six subspecies, five of which have many hollow stinging hairs called trichomes on the leaves and stems, which act like hypodermic needles, injecting histamine and other chemicals that produce a stinging sensation upon contact ("contact urticaria", a form of contact dermatitis).

The plant has a long history of use as a source for traditional medicine, food, tea, and textile raw material in ancient (such as Saxon) and modern societies.
Probainognathia
Probainognathia is one of the two major subgroups of the clade Eucynodontia, the other being Cynognathia. The earliest forms were carnivorous and insectivorous, though some groups eventually also evolved herbivorous diets. The earliest and most basal probainognathian is the Middle Triassic (Anisian) aged Lumkuia, from South Africa, though probainognathians would not become prominent until the mid Norian stage of the Late Triassic. Three groups survived the extinction at the end of Triassic: Tritheledontidae and Tritylodontidae, which both survived until the Jurassic—the latter even into the Cretaceous (Montirictus and Xenocretosuchus)—and Mammaliaformes, which includes the mammals.

Xenocretosuchus
Xenocretosuchus is an extinct genus of tritylodont therapsids from the Aptian (Early Cretaceous) Ilek Formation of Siberia, in the Russian Federation. The type species, X. sibiricus, is known only from dental elements, as is X. kolossovi, described from the Batylykh Formation in 2008. Some authors have treated these species as part of the genus Stereognathus, otherwise known from the Middle Jurassic of Britain, but this is rejected by other authors.

Alongside Montirictus and Fossiomanus, it is amongst the latest known non-mammaliform synapsids, extending their range to the Early Cretaceous.
The Cottingley Secret
The Cottingley Secret is a 2017 fantasy novel written by British novelist Hazel Gaynor, in which she retells the story behind the Cottingley fairies from 1917. This novel intermingles the real events that occurred in 1917 with a fictional story set in 2017. The Cottingley Fairies were made famous through a series of photographs taken from 1917 to 1921 by two young girls of nine and sixteen years old—Frances Griffiths and Elsie Wright—in Cottingley, England. The story became renowned worldwide mainly because of the intervention of Sir Arthur Conan Doyle who took particular interest on the fairy photographs and tale. The photographs, which depict the two girls in the company of fairies, were originally published in Doyle's article written in 1920 for Strand Magazine, but can be found in other articles as well since the matter of their copyright has been largely disputed.

Cottingley, Bradford
Cottingley is a suburban village within the City of Bradford district in West Yorkshire, England between Shipley and Bingley. It is known for the Cottingley Fairies, which appeared in a series of photographs taken there during the early 20th century.
Rameshvara Temple, Koodli
The Rameshvara temple is a 12th-century Shiva temple in Kudli, Shimoga district, Karnataka India. It is an early non-ornate, Hoysala construction with simpler Vesara style. The village of Koodli – also spelled Kudli, Kudali – was a major town through the 14th-century and of great antiquity, with ruins of over eight major Hindu temples and monasteries (Advaita, Dvaita, Shakta). It is located about 18 kilometres (11 mi) north-east of Shimoga city, the district headquarters. The town gets its name because it is situated at the confluence of the Tunga and Bhadra tributaries that form the Tungabhadra river.

The Ramesvara temple has three entrances and a single vimana (sanctum and superstructure) with an open mantapa (hall). It was built with Soap stone. The temple is protected as a monument of national importance by the Archaeological Survey of India.

Tunga River
The Tunga River (alternatively spelled Thunga) is a river in Karnataka state, southern India. The river is born in the Western Ghats (Sahyadri Mountains) on a hill known as Varaha Parvata at a place called Gangamoola in Chikkamagaluru district. From here, the river flows through two districts in Karnataka -  Chikmagalur District and Shimoga District.

It is 147 km long and merges with the Bhadra River at Koodli, a small town near Shimoga City, Karnataka. The confluence of the two rivers continues as Tungabhadra from this point on. The Tungabhadra flows eastwards and merges with the Krishna River in Andhra Pradesh.

It has a dam built across it at Gajanur, and a larger dam has been built across the compound Tungabhadra River at Hospet.
2017 TCR International Series Oschersleben round
The 2017 TCR International Series Oschersleben round was the seventh round of the 2017 TCR International Series season. It took place on 9 July at the Motorsport Arena Oschersleben.

Gianni Morbidelli won both races starting from pole position in Race 1 and tenth position in Race 2, driving a Volkswagen Golf GTI TCR.

Motorsport Arena Oschersleben
The Motorsport Arena Oschersleben is a 3.696 km (2.297 mi) long race track with a width of 11–13 m (12–14 yd) and elevation changes of 23 m (75 ft). The circuit is located in Oschersleben, Börde, approximately 30 km (19 mi) from Magdeburg, Germany. Its fairly flat contours create a smooth, fast circuit.

Opened on 25 July 1997 as Motopark Oschersleben, it was Germany's fourth permanent racecourse, after Nürburgring, Hockenheimring and Sachsenring.

Motorsport Arena Oschersleben was a venue for FIA's European Touring Car Championship from 2001 to 2004 and the World Touring Car Championship from 2005 to 2011.