hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Schindleria
Schindleria is a genus of marine fish. It was the only genus of family Schindleriidae, among the Gobioidei of order Perciformes but is now classified under the Gobiidae in the Gobiiformes. The type species is S. praematura, Schindler's fish. The Schindleria species are known generically as Schindler's fishes after German zoologist Otto Schindler (1906–1959), or infantfishes. They are native to the southern Pacific Ocean, from the South China Sea to the Great Barrier Reef off eastern Australia, and Rapa Nui.

Perciformes
Perciformes (/ˈpɜːrsɪˌfɔːrmiːz/), also called the Acanthopteri, is an order or superorder of ray-finned fish in the clade Percomorpha. Perciformes means "perch-like". Among the well-known members of this group are perches and darters (Percidae), and also sea basses and groupers (Serranidae). This order contains many familiar freshwater temperate and tropical marine fish groups, but also extremophiles that have successfully colonized both the North and South Poles, as well as the deepest depths of the ocean.
Adam Ostrow
Adam Ostrow is an American businessman, writer and speaker who currently serves as the Chief Digital Officer at TEGNA Inc.

Before joining TEGNA, Ostrow was Chief Strategy Officer at Mashable. He was hired by Pete Cashmore as online news site Mashable.com's first Editor in Chief in 2007 and contributed more than 2,500 articles to the site on topics including social media, technology and marketing trends.

During his time at Mashable, Ostrow also spoke at numerous industry events and conferences, including the Cannes Lions, SXSW, Consumer Electronics Show and Digitas NewFront. His work at the site also included introducing Mashable's video program and the Mashable Publisher Platform.  Ostrow's TED talk "After the Final Status Update" on the subject of how social media profiles live on after individual users die has been viewed more than 1,100,000 times as of July 2017.

Tegna Inc.
Tegna Inc. (stylized in all caps as TEGNA) is an American publicly traded broadcast, digital media and marketing services company headquartered in Tysons, Virginia. It was created on June 29, 2015, when the Gannett Company split into two publicly traded companies. Tegna comprised the more profitable broadcast television and digital media divisions of the old Gannett, while Gannett's publishing interests were spun off as a "new" company which retained the Gannett name (later renamed to the USA Today Co.). Tegna owns or operates 68 television stations in 54 markets, and holds properties in digital media.

In terms of audience reach, Tegna is the largest group owner of NBC-affiliated stations, ahead of Hearst Television and Sinclair Broadcast Group. Tegna is the fourth-largest group owner of ABC affiliates, behind Hearst, the E. W. Scripps Company, and Sinclair. Tegna also owns two digital multicast networks (True Crime Network and Quest).
CIA activities in Iran
The Central Intelligence Agency (CIA) has repeatedly intervened in the internal affairs of Iran, from the Mosaddegh coup of 1953 to the present day. The CIA is said to have collaborated with the last Shah, Mohammad Reza Pahlavi. According to a classified report by the U.S. Senate Foreign Relations Committee, the CIA also played a key role in the formation of SAVAK, Iran’s secret police during the last Shah's regime. The agency provided funding and training to assist the Shah in establishing the organization. Its personnel may have also been involved in the Iran-Contra affair of the 1980s. More recently in 2007-8 CIA operatives were claimed to be supporting the Sunni terrorist group Jundallah against Iran, but these claims were refuted by a later investigation.

F-Secure
F-Secure Corporation is a global cyber security and privacy company, which has its headquarters in Helsinki, Finland. F-Secure develops and sells antivirus, VPN, password management, and other consumer cyber security products and services for computers, mobile devices, smart TVs and internet of things devices. The company also offers several free-to-use tools on its website.

In 2022, F-Secure announced a demerger of its corporate and consumer businesses: the corporate business branch was renamed to WithSecure.
Elijah Blue Allman
Elijah Sky Blue Allman (born July 10, 1976), known professionally as P. Exeter Blue I (Phillips Exeter Blue), is an American musician known for leading the group Deadsy.

He is the son of singer-actress Cher and singer-songwriter Gregg Allman. he is the half-brother of Chaz Bono, Delilah Allman, Michael Allman, Layla Allman, and Devon Allman.

Sugar Ray
Sugar Ray is an American rock band formed in Newport Beach, California, in 1992. Originally playing heavier nu metal and funk metal style music, the band achieved mainstream popularity in 1997 with their more pop-influenced single "Fly". The song's success led the band to shift its style dramatically to the more radio-friendly pop sound with their subsequent releases. Their best-selling album, 14:59, was released in 1999, and featured popular singles "Every Morning", "Someday", followed by a self-titled album in 2001 featuring the single "When It's Over". The band would release two further albums, In the Pursuit of Leisure (2003) and Music for Cougars (2009), though the albums and respective singles generally sold far less. The band continued to tour into the 2010s.

In 2019, ten years after the band's last album, they announced their seventh studio album, Little Yachty, in June 2019. The lead single, "Make It Easy", was released the same month.
Alytidae
The Alytidae are a family of primitive frogs. Their common name is painted frogs or midwife toads. Most are endemic to Europe, but three species occur in northwest Africa, and a species formerly thought to be extinct is found in Israel.

This family is also known as Discoglossidae, but the older name Alytidae has priority and is now recognized by major reference works. Some researchers, though, suggest that Alytes and Discoglossus are different enough to be treated as belonging to separate families, implying resurrection of the Discoglossidae. The term "discoglossid" has also been used to refer to many primitive fossil frogs that share plesiomorphic (ancestral) similities to alytids, but that are probably not closely related.

Plesiomorphy and symplesiomorphy
In phylogenetics, a plesiomorphy ("near form") and  symplesiomorphy are synonyms for an ancestral character shared by all members of a clade, which does not distinguish the clade from other clades.

Plesiomorphy, symplesiomorphy, apomorphy, and synapomorphy all mean a trait shared between species because they share an ancestral species.

Apomorphic and synapomorphic characteristics convey information about evolutionary clades and can be used to define taxa. However, plesiomorphic and symplesiomorphic characteristics cannot.

The term symplesiomorphy was introduced in 1950 by German entomologist Willi Hennig.
Michaël Buffat
Michaël Buffat (born 27 September 1979) is a Swiss farmer and politician. He currently serves in the National Council (Switzerland) for the Swiss People's Party since 2015. He previously served on the Grand Council of Vaud from 2007 to 2015.

Grand Council of Vaud
The Grand Council of Vaud (French: Grand Conseil de Vaud) is the legislature of the canton of Vaud, in Switzerland. Vaud has a unicameral legislature. The Great Council has 150 seats, with members elected every five years.

In May 1981, Marguerite Narbel became the first woman to serve as president of the Grand Council of Vaud, holding the position until the following year. Narbel left the Grand Council in 1986.
Arthur Howcroft
Arthur Howcroft (died 25 January 1976) was a British trade union leader.

Howcroft worked as a manager in the Bolton cotton mills, and he joined the Bolton and District Managers' and Overlookers' Association. In 1949, he was elected as general secretary of the small union.  The union was affiliated to the General Union of Loom Overlookers (GULO), and in 1963, he was elected as general secretary of GULO.

While GULO was not a large organisation, Howcroft became prominent through representing it on other bodies.  From 1964, he served on the Management Committee of the General Federation of Trade Unions (GFTU), and in 1971/72, he was chair of the GFTU.  He briefly served as secretary of the Northern Counties Textile Trades Federation.  Under his leadership, GULO formed the British Federation of Textile Technicians, to work more closely with other unions in the industry.

Howcroft died early in 1976, still in office.

General Federation of Trade Unions (UK)
The General Federation of Trade Unions (GFTU) is a national trade union centre in the United Kingdom. It has 35 affiliates with a membership of just over 214,000 and describes itself as the "federation for specialist unions".
Joseph Kuczkowski
Joseph A. Kuczkowski is a retired Goodyear scientist, noted for successfully explaining the mechanisms of antioxidant and antiozonant function, and for commercial development of new antiozonant systems and improvement of the stability of polymeric materials.

Antiozonant
An antiozonant, also known as anti-ozonant, is an organic compound that prevents or retards damage caused by ozone. The most important antiozonants are those which prevent degradation of elastomers like rubber. A number of research projects study the application of another type of antiozonants to protect plants as well as salmonids that are affected by the chemicals.
Mairi's Wedding
"Mairi's Wedding" (also known as Marie's Wedding, the Lewis Bridal Song, or Scottish Gaelic: Màiri Bhàn "Blond Mary") is a Scottish folk song originally written in Gaelic by John Roderick Bannerman (1865–1938) for Mary C. MacNiven (1905–1997) on the occasion of her winning the gold medal at the National Mòd in 1934.
In 1959, James B. Cosh devised a Scottish country dance to the tune, which is 40 bars, in reel time.

Reel (dance)
The reel is a folk dance type as well as the accompanying dance tune type. Of Scottish origin, reels are also an important part of the repertoire of the fiddle traditions of Britain, Ireland and North America. In Scottish country dancing, the reel is one of the four traditional dances, the others being the jig, the strathspey and the waltz, and is also the name of a dance figure.

In Irish dance, a reel is any dance danced to music in reel time (see below). In Irish stepdance, the reel is danced in soft shoes and is one of the first dances taught to students. There is also a treble reel, danced in hard shoes to reel music.
Lazaros Christodoulopoulos
Lazaros Christodoulopoulos (Greek: Λάζαρος Χριστοδουλόπουλος, born 19 December 1986), known mononymously as Lazaros due to his long surname, is a Greek former professional footballer who played as a winger.

Greek Football Cup
The Greek Football Cup (Greek: Ελληνικό Κύπελλο Ποδοσφαίρου), officially known as Betsson Greek Cup (Greek: Κύπελλο Ελλάδας Betsson) for sponsorship reasons is a Greek association football competition, run by the HFF.

The Greek Cup is the second-most important domestic men's football event in Greece, after the championship of Super League. Since its inception in 1931 it has been held 83 times, with a cup winner being crowned on 82 occasions, the final in 1962 being the only occasion when no champion was crowned.

Olympiacos is the most successful club, having reached the final 43 times and earning 29 trophies.
OHSAA Northwest Region athletic conferences
This is a list of high school athletic conferences in the Northwest Region of Ohio, as defined by the OHSAA. Because the names of localities and their corresponding high schools do not always match and because there is often a possibility of ambiguity with respect to either the name of a locality or the name of a high school, the following table gives both in every case, with the locality name first, in plain type, and the high school name second in boldface type. The school's team nickname is given last.

Holgate High School
Holgate High School is a public high school in Holgate, Ohio. It is the only high school in the Holgate Local Schools District. They compete in the Buckeye Border Conference as a member of the Ohio High School Athletic Association.
Thurston County Courthouse (Washington)
The Thurston County Courthouse a.k.a. the Capitol Court Building in Olympia, Washington is the former headquarters of Thurston County. It was built in 1930 and has been listed on the National Register of Historic Places since 1981. In 1978, the court was relocated to Olympia's Westside; the building remained vacant until 1989 and renovations were completed in 1991. Since 1995, offices in the building have been leased by various government agencies and private businesses.

Thurston County, Washington
Thurston County is a county located in the U.S. state of Washington. As of the 2020 census, its population was 294,793. The county seat is Olympia, the state capital.

Thurston County was created out of Lewis County by the government of Oregon Territory on January 12, 1852. At that time, it covered all of the Puget Sound region and the Olympic Peninsula. On December 22 of the same year, Pierce, King, Island, and Jefferson counties were split off from Thurston County. It is named after Samuel R. Thurston, the Oregon Territory's first delegate to Congress. Today, the county includes the southernmost part of the South Puget Sound and areas south along the I-5 corridor.

Thurston County comprises the Olympia–Lacey–Tumwater, WA Metropolitan Statistical Area and is included in the Seattle–Tacoma, WA Combined Statistical Area.
Wrestling at the 2011 Pan American Games – Women's freestyle 63 kg
The women's freestyle 63 kg competition of the wrestling events at the 2011 Pan American Games in Guadalajara, Mexico, was held on October 22 at the CODE II Gymanasium.  The defending champion was Sara McMann from the United States.

This freestyle wrestling competition consisted of a single-elimination tournament, with a repechage used to determine the winner of two bronze medals. The two finalists faced off for gold and silver medals. Each wrestler who lost to one of the two finalists moved into the repechage, culminating in a pair of bronze medal matches featuring the semifinal losers each facing the remaining repechage opponent from their half of the bracket.

Each bout consisted of up to three rounds, lasting two minutes apiece. The wrestler who scored more points in each round was the winner of that round; the bout finished when one wrestler had won two rounds (and thus the match).

Repechage
Repechage (/ˌrɛpɪˈʃɑːʒ/ ⓘ REP-ish-AHZH, UK also /ˈrɛpɪʃɑːʒ/ REP-ish-ahzh; French: repêchage [ʁəpɛʃaʒ] ⓘ, lit. 'fishing out'  or 'rescuing') is a practice in series competitions that allows participants who failed to meet qualifying standards by a small margin to continue to the next round. A well-known example is the wild card system.
Propiomarengo
Propiomarengo is a small genus of South African jumping spiders that was first described by G. N. Azarkina and C. R. Haddad in 2020. The type species, Propiomarengo plana, was originally described under the name "Afromarengo plana", but was moved to a new genus in 2020 when a similar species was discovered in South Africa.

Jumping spider
Jumping spiders are spiders in the family Salticidae, with almost 700 genera and around 7,000 described species, making it the largest family of spiders – comprising 13% of spider species. Jumping spiders have some of the best vision among arthropods — being capable of stereoptic color vision — and use sight in courtship, hunting, and navigation.

Although they normally move unobtrusively and fairly slowly, most species are capable of very agile jumps, notably when hunting, but sometimes in response to sudden threats or crossing long gaps. Both their book lungs and tracheal system are well-developed, and they use both systems (bimodal breathing). Jumping spiders are generally recognized by their eye pattern. All jumping spiders have four pairs of eyes, with the anterior median pair (the two front middle eyes) being particularly large.
Delaware Army National Guard
The Delaware Army National Guard is a component of the United States Army and the United States National Guard.  National coordination of various state National Guard units are maintained through the National Guard Bureau.

The Delaware Army National Guard maintains 15 armories in 12 communities.

Delaware Army National Guard units are trained and equipped as part of the United States Army.  The same ranks and insignia are used and National Guardsmen are eligible to receive all United States military awards. The Delaware Guard also bestows a number of state awards for local services rendered in or to the state of Delaware.

United States Army enlisted rank insignia
The chart below shows the current enlisted rank insignia of the United States Army, with seniority, and pay grade, increasing from right to left. The enlisted ranks of  corporal (E-4) and higher are considered non-commissioned officers (NCOs). The rank of specialist is also in pay grade E-4, but does not hold non-commissioned officer status; it is common that a soldier may never hold the rank of corporal, and instead be promoted from specialist to sergeant, attaining junior NCO status at that time.

In the beginning, U.S. Army enlisted rank was indicated by colored epaulets. The use of chevrons came into being in 1821, with the orientation changing over time from point-down to point-up and back again, to the point-down orientation seen in the American Civil War. Around the turn of the 20th century, point-up wear of chevrons returned and has remained so.
Nuestra Belleza Chiapas 2011
Nuestra Belleza Chiapas 2011, was held in Tuxtla Gutiérrez, Chiapas on July 17, 2011. At the conclusion of the final night of competition, Krystell Padilla of  Tonalá was crowned as the winner. Padilla was crowned by outgoing Nuestra Belleza Chiapas titleholder Grisell Hernández. Ten contestants competed for the crown.

Tuxtla Gutiérrez
Tuxtla Gutiérrez, or Tuxtla, (Spanish: [ˈtuɣstla ɣuˈtjeres] ⓘ, Nahuatl: [ˈtuʃt͡ɬa]) is the capital and the largest city of the Mexican southeastern state of Chiapas. It is the seat of the municipality of the same name, which is the most developed and populous in the state. A busy government, commercial and services-oriented city, Tuxtla had one of the fastest-growing rates in Mexico over the last 40 years. Unlike many other areas in Chiapas, it is not a major tourist attraction, but a transportation hub for tourists coming into the state, with a large airport and a bus terminal.
House of Plettenberg
The House of Plettenberg is the name of the Westphalian noble family of the Uradel. It dates back at least to 1187, when Heidolphus de Plettenbrath was mentioned in a document by Philip I, the archbishop of Cologne. Plettenberg-Wittem branch that ruled immediate Lordships of Meitingen and Sulmingen lost its sovereignty and became mediatised to Württemberg in 1806. This line of the family went extinct in 1813.

Kingdom of Württemberg
The Kingdom of Württemberg (German: Königreich Württemberg [ˌkøːnɪkʁaɪç ˈvʏʁtəmbɛʁk]) was a German state that existed from 1806 to 1918, located within the area that later became Baden-Württemberg. The kingdom was a continuation of the Electorate of Württemberg, which existed from 1803 to 1806.
Palazzuolo sul Senio
Palazzuolo sul Senio (formerly Palazzolo di Romagna; Romagnolo: Palazol) is a comune (municipality) in the Metropolitan City of Florence in the Italian region Tuscany, located about 45 kilometres (28 mi) northeast of Florence.

Palazzuolo sul Senio borders the following municipalities: Borgo San Lorenzo, Brisighella, Casola Valsenio, Castel del Rio, Firenzuola, Marradi.

Since 2018, it has been designated as one of I Borghi più belli d'Italia ("The most beautiful villages of Italy").

Emilian–Romagnol
Emilian–Romagnol (Italian: emiliano-romagnolo) is a linguistic continuum that is part of the Gallo-Italic languages spoken in the northern Italian region of Emilia-Romagna. It is divided into two main varieties, Emilian and Romagnol.
Kherson uezd
The Kherson uezd was a county (uezd) of the Kherson Governorate of the Russian Empire, and then of the Ukrainian People's Republic and the Ukrainian SSR until the administrative reform of 1923. The uezd bordered the Odessa uezd to the west, the Elisavetgrad uezd to the northwest, the Aleksandriya uezd to the north, the Verkhnedneprovsk and Yekaterinoslav uezds of the Yekaterinoslav Governorate to the east, the Melitopol and Dneprovsk uezds of the Taurida Governorate, and the Black Sea to the south. The district was eponymously named for its administrative center, Kherson.

Melitopolsky Uyezd
Melitopolsky Uyezd (Russian: Мелитопольский уезд; Ukrainian: Мелітопольський повіт, romanized: Melitopolskyi povit) was one of the subdivisions of the Taurida Governorate of the Russian Empire. It was situated in the northern part of the governorate. Its administrative centre was Melitopol.
Hawking (surname)
Hawking is an English language surname with origin from falconry. Variations include Hawken and Hawkins. Notable people with the surname include:

Fred Hawking (1909–1988), Australian rules footballer

George Hawking (1902–1968), Australian rules footballer

Howard Hawking (born 1933), Australian rules footballer

Jane Wilde Hawking (born 1944), first wife of Stephen Hawking

Lucy Hawking (born 1970), English journalist and novelist

Michael Hawking (b. 1952), Australian rules footballer

Simon Hawking (born 1973), Australian rules footballer

Stephen Hawking (1942–2018), British theoretical physicist

Tom Hawking (1882–1952), Australian rules footballer

The Hawking Brothers, Australian country music band including brothers Russell and Alan Hawking

Fictional characters:

Jim Hawking, character from the anime series Outlaw Star

Fred Hawking
Fred Hawking (22 September 1909 – 8 September 1988) was an Australian rules footballer who played with Geelong in the VFL during the 1930s.

He was the cousin of Clyde Helmer.

Hawking played his career as both a wingman and centreman. He won Geelong's best and fairest in 1935 and was a premiership player in 1937.
0-6-6-0
Under the Whyte notation for the classification of steam locomotives, a 0-6-6-0 wheel arrangement refers to a locomotive with two engine units mounted under a rigid locomotive frame, with the front engine unit pivoting and each engine unit with six coupled driving wheels without any leading or trailing wheels. The wheel arrangement was mostly used to describe Mallet locomotive types and in some occasions, Double Fairlie locomotives.

A similar wheel arrangement exists for Double Fairlie, Meyer, Kitson-Meyer and Garratt locomotives, but on these types it is referred to as 0-6-0+0-6-0 since both engine units are pivoting.

Wheel arrangement
In rail transport, a wheel arrangement or wheel configuration is a system of classifying the way in which wheels are distributed under a locomotive. Several notations exist to describe the wheel assemblies of a locomotive by type, position, and connections, with the adopted notations varying by country.  Within a given country, different notations may also be employed for different kinds of locomotives, such as steam, electric, and diesel powered.

Especially in steam days, wheel arrangement was an important attribute of a locomotive because there were many different types of layout adopted, each wheel being optimised for a different use (often with only some being actually "driven"). Modern diesel and electric locomotives are much more uniform, usually with all axles driven.