hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Archosargus probatocephalus
Archosargus probatocephalus, the sheepshead, sheepshead seabream or convict fish, is a species of marine ray-finned fish belonging to the family Sparidae, the seabreams and porgies. This species is found in the Western Atlantic Ocean. The sheepshead is an important species to recreational and commercial fisheries.

Cynoscion nebulosus
Spotted seatrout (Cynoscion nebulosus), also known as speckled trout, is a common estuarine fish found in the southern United States along coasts of Gulf of Mexico and the coastal Atlantic Ocean from Maryland to Florida. While most of these fish are caught on shallow, grassy flats, spotted seatrout reside in virtually any inshore waters, from the surf of outside islands to far up coastal rivers, where they often come for shelter during cold weather. Contrary to its name, the spotted seatrout is not a member of the trout family (Salmonidae), but of the drum family (Sciaenidae). It is popular for commercial and especially recreational fishing in coastal waters of the southeastern United States. Adults reach 19–37 inches in length and 3–17 pounds in weight.
Wheelchair basketball
Wheelchair basketball is a style of basketball played using a sports wheelchair. The International Wheelchair Basketball Federation (IWBF) is the governing body for this sport. It is recognized by the International Paralympic Committee (IPC) as the sole competent authority in wheelchair basketball worldwide. FIBA has recognized IWBF under Article 53 of its General Statutes.

The IWBF has 95 National Organizations for Wheelchair Basketball (NOWBs) participating in wheelchair basketball throughout the world, with this number increasing each year. It is estimated that more than 100,000 people play wheelchair basketball from recreation to club play and as elite national team members.

Wheelchair basketball is included in the Paralympic Games. The Wheelchair Basketball World Championship is played two years after every Paralympic Games. Major competition in wheelchair basketball comes from Canada, Australia, the United States, Great Britain, the Netherlands, and Japan.

Wheelchair racing
Wheelchair racing is the racing of wheelchairs in track and road races. Wheelchair racing is open to athletes with any qualifying type of disability, including leg amputees, spinal cord injuries, and cerebral palsy. Athletes are classified in accordance with the nature and severity of their disability or combinations of disabilities. Like running, it can take place on a track or as a road race. The main competitions take place at the Summer Paralympics which wheelchair racing and athletics has been a part of since 1960. Competitors compete in specialized wheelchairs which allow the athletes to reach speeds of 30 km/h (18.6 mph) or more. It is one of the most prominent forms of Paralympic athletics.
Juno Awards
The Juno Awards (stylized as JUNOS), referred to as the Junos, are awards presented by the Canadian Academy of Recording Arts and Sciences to recognize outstanding achievements in Canada's music industry. They are the Canadian equivalent of the United States' Grammy Awards. Alongside the Canadian Screen Awards, they are considered one of the main annual Canadian entertainment award shows. New members of the Canadian Music Hall of Fame are also inducted as part of the awards ceremonies.

Juno Awards of 2018
The Juno Awards of 2018, honouring Canadian music achievements, were presented in Vancouver, British Columbia during the weekend of 24–25 March 2018. The primary telecast ceremonies were held at Rogers Arena. Vancouver previously hosted the Juno Awards in 1991, 1998 and 2009. Michael Bublé hosted these awards after having stepped down from his scheduled hosting the previous year due to his son's cancer diagnosis. Nominations were announced on 6 February 2018.

Changes in 2018 from previous years include the reintroduction of the Juno Award for Comedy Album of the Year, a category which has not been awarded since 1984, and the ceremony's television broadcast returning to CBC Television, after previously being broadcast by CTV.
Roscommon
Roscommon (/rɒsˈkɒmən/; Irish: Ros Comáin, meaning 'Saint Coman's wood'; pronounced [ɾˠɔsˠ ˈkɔmˠaːnʲ]) is the county town and the largest town in County Roscommon in Ireland. It is roughly in the centre of Ireland, near the meeting of the N60, N61 and N63 roads. The town is in a civil parish of the same name.

The name Roscommon is derived from Commán mac Faelchon who built a monastery there in the 5th century. The woods near the monastery became known as Ros Comáin (St. Coman's Wood). This was later anglicised to Roscommon. Its population at the 2022 census was 6,555.

Sligo
Sligo (/ˈslaɪɡoʊ/; Irish: Sligeach [ˈʃl̠ʲɪɟəx]; lit. 'abounding in shells') is a coastal seaport and the county town of County Sligo, Ireland, within the western province of Connacht. With a population of 20,608 in 2022, it is the county's largest urban centre (constituting 29.5% of the county's population) and the 24th largest in the Republic of Ireland.

Sligo is a commercial and cultural centre situated on the west coast of Ireland. Its surrounding coast and countryside, as well as its connections to the poet W. B. Yeats, have made it a tourist destination.
Missoula floods
The Missoula floods (also known as the Spokane floods, the Bretz floods, or Bretz's floods) were a series of cataclysmic glacial lake outburst floods that swept periodically across the area that would become eastern Washington, northern Idaho and northern Oregon, and down the Columbia River Gorge at the end of the last ice age. These floods were the result of periodic sudden ruptures of the ice dam on the Clark Fork River that created Glacial Lake Missoula. After each ice dam rupture, the waters of the lake would rush down the Clark Fork and the Columbia River, flooding much of eastern Washington and the Willamette Valley in western Oregon. After the lake drained, the ice would reform, creating glacial Lake Missoula again.

Columbia River Basalt Group
The Columbia River Basalt Group (CRBG) is the youngest, smallest and one of the best-preserved continental flood basalt provinces on Earth, covering over 210,000 km2 (81,000 sq mi) mainly eastern Oregon and Washington, western Idaho, and part of northern Nevada. The basalt group includes the Steens and Picture Gorge basalt formations.
General election
A general election is an electoral process to choose most or all members of a governing body at the same time. They are distinct from by-elections, which fill individual seats that have become vacant between general elections. General elections typically occur at regular intervals as mandated by a country's constitution or electoral laws, and may include elections for a legislature and sometimes other positions such as a directly elected president. In many jurisdictions, general elections can coincide with other electoral events such as local, regional, or supranational elections. For example, on 25 May 2014, Belgian voters simultaneously elected their national parliament, 21 members of the European Parliament, and regional parliaments.

In the United States, "general election" has a slightly different, but related meaning: the ordinary electoral competition following the selection of candidates in the primary election.

Majority
A majority is more than half of a total; however, the term is commonly used with other meanings, as explained in the "Related terms" section below.

It is a subset of a set consisting of more than half of the set's elements. For example, if a group consists of 31 individuals, a majority would be 16 or more individuals, while having 15 or fewer individuals would not constitute a majority.

A majority is different from, but often confused with, a plurality (or relative majority in British English), which is a subset larger than any other subset but not necessarily more than half the set. See the "Related terms" section below for details.
Dedekind domain
In mathematics, a Dedekind domain or Dedekind ring, named after Richard Dedekind, is an integral domain in which every nonzero proper ideal factors into a product of prime ideals.  It can be shown that such a factorization is then necessarily unique up to the order of the factors.  There are at least three other characterizations of Dedekind domains that are sometimes taken as the definition: see below.

A field is a commutative ring in which there are no nontrivial proper ideals, so that any field is a Dedekind domain, however in a rather vacuous way.  Some authors add the requirement that a Dedekind domain not be a field.  Many more authors state theorems for Dedekind domains with the implicit proviso that they may require trivial modifications for the case of fields.

An immediate consequence of the definition is that every principal ideal domain (PID) is a Dedekind domain.  In fact a Dedekind domain is a unique factorization domain (UFD) if and only if it is a PID.

Integrally closed domain
In commutative algebra, an integrally closed domain A is an integral domain whose integral closure in its field of fractions is A itself. Spelled out, this means that if x is an element of the field of fractions of A that is a root of a monic polynomial with coefficients in A, then x is itself an element of A. Many well-studied domains are integrally closed, as shown by the following chain of class inclusions:

rngs ⊃ rings ⊃ commutative rings ⊃  integral domains ⊃ integrally closed domains ⊃ GCD domains ⊃ unique factorization domains ⊃ principal ideal domains ⊃ euclidean domains ⊃ fields ⊃ algebraically closed fields

An explicit example is the ring of integers Z, a Euclidean domain. All regular local rings are integrally closed as well.

A ring whose localizations at all prime ideals are integrally closed domains is a normal ring.
Piston
A piston is a component of reciprocating engines, reciprocating pumps, gas compressors, hydraulic cylinders and pneumatic cylinders, among other similar mechanisms. It is the moving component that is contained by a cylinder and is made gas-tight by piston rings. In an engine, its purpose is to transfer force from expanding gas in the cylinder to the crankshaft via a piston rod and/or connecting rod. In a pump, the function is reversed and force is transferred from the crankshaft to the piston for the purpose of compressing or ejecting the fluid in the cylinder. In some engines, the piston also acts as a valve by covering and uncovering ports in the cylinder.

Engine displacement
Engine displacement is the measure of the cylinder volume swept by all of the pistons of a piston engine, excluding the combustion chambers. It is commonly used as an expression of an engine's size, and by extension as an indicator of the power (through mean effective pressure and rotational speed) an engine might be capable of producing and the amount of fuel it should be expected to consume. For this reason displacement is one of the measures often used in advertising, as well as regulating, motor vehicles.

It is usually expressed using the metric units of cubic centimetres (cc or cm3, equivalent to millilitres) or litres (l or L), or – particularly in the United States  – cubic inches (CID, c.i.d., cu in, or in3).
2017–18 Azerbaijan Premier League
The 2017–18 Azerbaijan Premier League was the 26th season of the Azerbaijan Premier League. The season began on 11 August 2017 and ended on 19 May 2018.

Although unconfirmed by UEFA, it was expected that the winners of the league this season would earn a spot in the first qualifying round of the 2018–19 UEFA Champions League, and the second and third placed clubs would earn a place in the first qualifying round of the 2018–19 UEFA Europa League.

Qarabağ were the defending champions, who retained the title by winning the championship for the fifth consecutive year.

2018–19 Azerbaijan Premier League
The 2018–19 Azerbaijan Premier League was the 27th season of the Azerbaijan Premier League. It was won by the defending champions Qarabağ, for their sixth consecutive championship title. The season began on 11 August 2018.

The winner of the league this season earned a spot in the first qualifying round of the 2019–20 Champions League, and the second and third placed clubs earned a place in the first qualifying round of the 2019–20 Europa League.
John Conlee
John Wayne Conlee (born August 11, 1946) is an American country music singer.

Between 1978 and 2004, Conlee charted a total of 32 singles on the Billboard Hot Country Songs charts, and recorded 11 studio albums. His singles include seven number-one hits: "Lady Lay Down", "Backside of Thirty", "Common Man", "I'm Only in It for the Love", "In My Eyes", "As Long as I'm Rockin' with You", and "Got My Heart Set on You". In addition to these, Conlee had 14 other songs reach the top 10.

Conlee has been a member of the Grand Ole Opry since 1981.

Hot Country Songs
Hot Country Songs is a chart published weekly by Billboard magazine in the United States.

This 50-position chart lists the most popular country music songs, calculated weekly by collecting airplay data along with digital sales and streaming.

The current number-one song on the chart as of February 28, 2026, is "Choosin' Texas" by Ella Langley.
List of prime ministers of Portugal
The prime minister of the Portuguese Republic (Portuguese: primeiro-ministro da República Portuguesa) is the head of the Government of Portugal. The officeholder coordinates the actions of all ministers, represents the Government as a whole, reports their actions and is accountable to the Assembly of the Republic, in addition to keeping the president of the Republic informed.

There is no limit to the number of mandates as prime minister. They are appointed by the president of the Republic, after the legislative elections and after an audience with every leader of a party represented at the Assembly. It is usual for the leader of the party which receives a plurality of votes in the elections to be named prime minister.

The official residence of the prime minister is a mansion next to São Bento Palace, which, in confusion, is also often called "São Bento Palace", although many prime ministers did not live in the palace during their full mandate.

José Manuel Barroso
José Manuel Durão Barroso (European Portuguese: [ʒuˈzɛ mɐˈnwɛl duˈɾɐ̃w bɐˈʁozu]; born 23 March 1956) is a Portuguese politician and law professor. He served as the prime minister of Portugal from 2002 to 2004 and as the president of the European Commission from 2004 to 2014.

He has been one of the revolving door cases at the EU, which received the most media attention because only two months after the cooling off period, Barroso accepted a position as "senior adviser" and "non-executive chairman" of Goldman Sachs International and became subject of an ethics inquiry.
Stephen Maguire
Stephen Maguire (born 13 March 1981) is a Scottish professional snooker player. He has won seven major ranking tournaments, including the 2004 UK Championship, and has twice since reached the finals of that event. Maguire turned professional in 1998 after winning the IBSF World Snooker Championship. He was in the top 16 of the snooker world rankings for 11 consecutive years, from 2005 to 2016, twice reaching world no. 2. He is a prolific break-builder, having compiled over 500 century breaks, including three maximums.

Elliot Slessor
Elliot Slessor (born 4 August 1994) is an English professional snooker player.

In May 2013, Slessor qualified for the 2013–14 and 2014–15 professional Main Tour as one of four semi-finalists from the first Q School event. During this period he earned the nickname “The Gateshead Grinder” in reference to his fiery demeanour at the table and mouth movements during his cue action.
Russian Far East
The Russian Far East (Russian: Дальний Восток России, IPA: [ˈdalʲnʲɪj vɐˈstok rɐˈsʲiɪ]) is a region in North Asia. It is the easternmost part of Russia and the Asian continent, and is coextensive with the Far Eastern Federal District, which encompasses the area between Lake Baikal and the Pacific Ocean. The area's largest city is Khabarovsk, followed by Vladivostok. The region shares land borders with the countries of Mongolia, China, and North Korea to its south, as well as maritime boundaries with Japan to its southeast, and with the United States along the Bering Strait to its northeast.

Although foreign sources often consider the Russian Far East to be a part of Siberia, it has been historically categorized separately from Siberia in Russian regional schemes (and previously during the Soviet era when it was called the Soviet Far East).

Commander Islands
55°00′N 166°24′E﻿ / ﻿55.00°N 166.40°E﻿ / 55.00; 166.40

The Commander Islands, Komandorski Islands, or Komandorskie Islands (Russian: Командо́рские острова́, Komandorskiye ostrova) are a series of islands in the Russian Far East, a part of the Aleutian Islands, located about 175 km (109 mi) east of the Kamchatka Peninsula in the Bering Sea.  Treeless and sparsely populated, the islands consist of Bering Island, 95 by 15 km (59 by 9 mi); Medny Island, 55 by 5 km (34 by 3 mi); and fifteen islets and rocks. The largest of the latter are Tufted Puffin Rock (Kamen Toporkov or Ostrov Toporkov), 15 ha (37 acres), and Kamen Ariy, which are between 3 and 13 km (2 and 8 mi) west of the only settlement, Nikolskoye. Administratively, the Commanders compose the Aleutsky District of the Kamchatka Krai in Russia.

In 2005, the Comandorsky State Nature Reserve was nominated for the List of World Heritage Sites in Russia of UNESCO.
Melanchlaeni
The Melanchlaeni, also known as the Saudaratae, were an ancient Scythian tribe whose existence was recorded by ancient Graeco-Roman authors.

The Melanchlaeni were closely related to the Androphagi and the Budini.

Tauri
The Tauri (/ˈtaʊəri/; Ταῦροι in Ancient Greek), or Taurians, also Scythotauri, Tauri Scythae, Tauroscythae (Pliny, H. N. 4.85) were an ancient people settled on the southern coast of the Crimean peninsula, inhabiting the Crimean Mountains in the 1st millennium BC and the narrow strip of land between the mountains and the Black Sea. According to the sources, the Tauri were the first inhabitants of the Crimean peninsula and never abandoned its borders. They gave their name to the peninsula, which was known in ancient times as Taurica, Taurida and Tauris.
Workington A.F.C.
Workington Association Football Club is an English football club based in Workington, Cumbria, England. The club competes in the Northern Premier League Premier Division, the seventh tier of English football.

The club plays its home matches at Borough Park, which has a capacity of 3,101. The club is often referred to as Workington Reds (red being its home colour) to distinguish it from Rugby League club Workington Town. Its traditional rivals are Carlisle United and Barrow.

Crook Town A.F.C.
Crook Town Association Football Club is a football club based in Crook, County Durham, England. They are currently members of the Northern League Division One and play at the Sir Tom Cowie Millfield. The club won the FA Amateur Cup five times.
Gilbert & George
Gilbert Prousch, sometimes referred to as Gilbert Proesch (born 17 September 1943), and George Passmore (born 8 January 1942) are artists who work together as the collaborative art duo Gilbert & George. They are known for their formal appearance and manner in performance art, and for their brightly coloured graphic-style photo-based artworks. In 2017 the pair celebrated their 50th anniversary as collaborators. In April 2023 Gilbert & George opened the Gilbert & George Centre in Heneage Street, London E1, to showcase their work in regular exhibitions.

Sol LeWitt
Solomon "Sol" LeWitt (September 9, 1928 – April 8, 2007) was an American artist linked to various movements, including conceptual art and minimalism.

LeWitt came to fame in the late 1960s with his wall drawings and "structures" (a term he preferred to "sculptures") but was prolific in a wide range of media including drawing, printmaking, photography, painting, installation, and artist's books. He has been the subject of hundreds of solo exhibitions in museums and galleries around the world since 1965. The first biography of the artist, Sol LeWitt: A Life of Ideas, by Lary Bloom, was published by Wesleyan University Press in the spring of 2019.
Royal Naval Reserve
The Royal Naval Reserve (RNR) is one of the two volunteer reserve forces of the Royal Navy in the United Kingdom. Together with the Royal Marines Reserve, they form the Maritime Reserve. The present RNR was formed by merging the original Royal Naval Reserve, created in 1859, and the Royal Naval Volunteer Reserve (RNVR), created in 1903. The Royal Naval Reserve has seen action in World War I, World War II, the Iraq War and the War in Afghanistan.

Lieutenant (navy)
Lieutenant (abbreviated Lt, LT (U.S.), LT(USN),  Lieut and LEUT, depending on nation) is a commissioned officer rank in many English-speaking nations' navies and coast guards. It is typically the most senior of junior officer ranks. In most navies, the rank's insignia may consist of two medium gold braid stripes, the uppermost stripe featuring an executive curl in many Commonwealth of Nations; or three stripes of equal or unequal width.

The now immediately senior rank of lieutenant commander was formerly a senior naval lieutenant rank. Many navies also use a subordinate rank of sub-lieutenant. The appointment of "first lieutenant" in many navies is held by a senior lieutenant.

This naval lieutenant ranks higher than an army lieutenants; within NATO countries the naval rank of lieutenant is a OF-2 and is the equivalent rank of an army captain. Other nations will use a naval lieutenant rank equivalent to an army lieutenant.
1968 Washington, D.C., riots
Following the assassination of Martin Luther King Jr., a leading African-American civil rights activist, on April 4, 1968, Washington, D.C., experienced a four-day period of violent civil unrest and rioting. Part of the broader riots that affected at least 110 U.S. cities, those in Washington, D.C.—along with those in Chicago and in Baltimore—were among those with the greatest numbers of participants. President Lyndon B. Johnson called in the National Guard to the city on April 5, 1968, to assist the police department in quelling the unrest. Ultimately, 13 people were killed, with approximately 1,000 people injured and over 6,100 arrested.

1968 Pittsburgh riots
The 1968 Pittsburgh riots were a series of urban disturbances that erupted in Pittsburgh on April 5, 1968, following the assassination of Martin Luther King. Pittsburgh, along with 110 other cities, burned for several days and 3,600 National Guardsmen were needed to quell the disorder.
Brentwood, New York
Brentwood is a hamlet in the Town of Islip in Suffolk County, on Long Island, in New York, United States. The population was 62,387 at the 2020 Census, making it the most populous CDP in Suffolk County and on all of Long Island outside of New York City.

Deer Park, New York
Deer Park is a hamlet and census-designated place (CDP) in the Town of Babylon, in Suffolk County, on Long Island, in New York, United States. The population was listed as 28,837 at the time of the 2020 census.