hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Regenerator (telecommunications)
A regenerator in a telecommunications context is a type of repeater that is used in copper line or optical fibre line transmission systems. The regeneration function involved also appears in other types of systems, e.g. computer networking systems.

A digital signal travelling a significant distance will become weaker and distorted and require periodic help to continue its journey successfully.

A simple amplifier will only increase the amplitude of the signal and will not correct the distortion of the waveform shape.

A threshold detector can be used to correct the amplitude levels although the exact time that the transition occurs may not be in the right place.  This timing inaccuracy is referred to as jitter.

A regenerator includes circuitry to recover the clock timing information, which is then used to determine when the output signal switches its state.  This ensures that the recovered data from the threshold detector is adjusted to provide the correctly timed signal output.

Repeater
In telecommunications, a repeater is an electronic device that receives a signal and retransmits it. Repeaters are used to extend transmissions so that the signal can cover longer distances or be received on the other side of an obstruction. Some types of repeaters broadcast an identical signal, but alter its method of transmission, for example, on another frequency or baud rate.

There are several different types of repeaters; a telephone repeater is an amplifier in a telephone line, an optical repeater is an optoelectronic circuit that amplifies the light beam in an optical fiber cable; and a radio repeater is a radio receiver and transmitter that retransmits a radio signal.

A broadcast relay station is a repeater used in broadcast radio and television.
Operation Jericho
Operation Jericho (Ramrod 564) took place on 18 February 1944 during the Second World War. Allied aircraft bombed Amiens Prison in German-occupied France at very low altitude to blow holes in the prison walls, kill German guards and use shock waves to spring open cell doors. The French Resistance was waiting on the outside to rescue prisoners and spirit them away.

Mosquito fighter-bombers breached the walls, prison buildings and destroyed the guards' barracks. Of the 832 prisoners, 102 were killed by the bombing, 74 were wounded and 258 escaped, including 79 Resistance members and political prisoners; two-thirds of the escapees were recaptured.

Two Mosquitos and a Typhoon fighter escort were shot down and another Typhoon was lost at sea. The raid is notable for the precision and daring of the attack, which was filmed by a camera on one of the Mosquitos. There is debate as to who requested the attack and whether it was necessary.

No. 140 Expeditionary Air Wing
No. 140 Expeditionary Air Wing is a deployable Expeditionary Air Wing of the Royal Air Force based at RAF Lossiemouth, Moray, Scotland, UK.

The current wing was established on 1 April 2006 the wing has history dating back to May 1944:
2022–23 Zambia Super League
The 2022–23 Zambia Super League, known as the MTN Super League for sponsorship purposes, is the 62nd season of the top-tier association football league in Zambia which began on 20 August 2022. Red Arrows are the defending champions.

Zambia Super League
The Zambia Super League, known as the MTN Super League for sponsorship purposes, is the top association football league created in 1962 by the Football Association of Zambia. The winners of the league each season receive ZMW1,000,000 ($40000) and a copper trophy engraved with their team name.
Pseudectatomma
Pseudectatomma is an extinct genus of ants in the formicid subfamily Ectatomminae described by from fossils found in Europe.  The genus contains two species dating from the Eocene, Pseudectatomma eocenica and Pseudectatomma striatula.

Ectatomminae
Ectatomminae is a subfamily of ants containing four extant and three extinct genera in two tribes. The subfamily was described in 2003 when Barry Bolton divided the Ponerinae subfamily into six subfamilies. Heteroponerinae used to be an independent subfamily, but was merged into Ectatomminae in 2022. The taxonomical position of Ectatomminae was further upheld in a genomic reanalysis conducted with alternate methods in 2024.
United Nations General Assembly Resolution 1541 (XV)
United Nations General Assembly Resolution 1541 of 15 December 1960, titled "Principles which should guide members in determining whether or not an obligation exists to transmit the information called for under Article 73e of the Charter" was a resolution of the United Nations General Assembly during its fifteenth session with annexes of 12 principles, that affirmed that to ensure decolonisation, complete compliance with the principle of self-determination is required.

United Nations General Assembly resolution
A United Nations General Assembly resolution is a decision or declaration voted on by all member states of the United Nations in the General Assembly.

General Assembly resolutions usually require a simple majority (more yes votes than no votes) to pass. However, if the General Assembly determines that the issue is an "important question" by a simple majority vote, then a two-thirds majority (twice as many yes votes as no votes) is required; "important questions" are those that deal significantly with the maintenance of international peace and security, admission of new members to the United Nations, suspension of the rights and privileges of membership, the expulsion of members, operation of the trusteeship system, or budgetary questions.

Although General Assembly resolutions are generally non-binding towards member states, internal resolutions may be binding on the operation of the General Assembly itself, for example with regard to budgetary and procedural matters.
Glad All Over
"Glad All Over" is a song written by Dave Clark and Mike Smith and recorded by the Dave Clark Five.

Released in 1963, it was a hit and in the United States formed part of the early British Invasion, becoming the first hit of the movement by a group other than the Beatles, whose song "I Want to Hold Your Hand" it displaced at number one on the UK Singles Chart. It was the second-highest selling single of 1964 in the UK, after the Beatles' "Can't Buy Me Love".

The song is notable as the anthem of English football club Crystal Palace.

1990 FA Cup final
The 1990 FA Cup final was a football match played to determine to winners of the 1989–90 FA Cup. It was contested by Manchester United and Crystal Palace at Wembley Stadium, London, England. The match finished 3–3 after extra time. Bryan Robson and Mark Hughes (2) scored for Manchester United; Gary O'Reilly and Ian Wright (2) for Palace. Wright had only just recently returned from a broken leg that kept him out of the semi-final.

In the replay, Manchester United won 1–0 with a goal from Lee Martin – the second of only two goals he would score for the club. It saw them match Aston Villa and Tottenham Hotspur's record of seven FA Cup triumphs. In contrast, this was the first time Crystal Palace had appeared in an FA Cup final, and they had just completed their first season back in the top flight after nearly a decade away.
Electoral district of Thornlie
Thornlie is an electoral district of the Legislative Assembly of Western Australia. It is located in Perth's southeastern suburbs, and is named after the suburb of Thornlie.

Thornlie was first created for the 1989 state election. It was abolished in a redistribution prior to the 2005 election, but was recreated for the 2017 election to replace the abolished seat of Gosnells. When Thornlie recreated it had a notional 1.8-point majority for the Labor Party (based on the results of the 2013 election), and was considered a marginal seat.

Electoral districts of Western Australia
The Western Australian Legislative Assembly is elected from 59 single-member electoral districts. These districts are often referred to as electorates or seats.

The Electoral Distribution Act 1947 requires regular review of electoral boundaries, in order to keep the relative size of electorates within certain limits.  Electoral boundaries are determined by the Western Australian Electoral Commission. Electoral districts are subdivisions of electoral regions for the Legislative Council and have approximately an equal number of electors. The last electoral redistribution was completed in December 2023 and was first applied in the 2025 Western Australia election.
Arthur II, Duke of Brittany
Arthur II (25 July 1261 – 27 August 1312), of the House of Dreux, was Duke of Brittany from 1305 to his death. He was the first son of John II and Beatrice, daughter of Henry III of England and Eleanor of Provence.

After he inherited the ducal throne, his brother John became Earl of Richmond.

As duke, Arthur was independent of the French crown. He divided his duchy into eight "battles": Léon, Kernev, Landreger, Penteur, Gwened, Naoned, Roazhon, and Sant Malou. In 1309, he convoked the first Estates of Brittany. It was the first time in French history that the third estate was represented.

Arthur died at Château de l'Isle in Saint Denis en Val and was interred in a marble tomb of the cordeliers of Vannes. The tomb was vandalised during the French Revolution, but later repaired and is on display today.

House of Montfort-Brittany
The House of Montfort-Brittany was a Breton-French noble family, which reigned in the Duchy of Brittany from 1365 to 1514. It was a cadet branch of the House of Dreux; it was thus ultimately part of the Capetian dynasty. It should not be confused with the older House of Montfort which ruled as Counts of Montfort.

It succeeded the Brittany branch of the House of Dreux, invoking already in 1341 a right to succeed John III, Duke of Brittany. A war ensued, ultimately won by Montforts in 1364.

The dynasty was succeeded by Valois family, first Claude, the daughter of Montfortine duchess Anne, and then Claude's sons. Already from the time of Duchess Anne's marriage, however, the duchy was gradually subsumed to the French state, in practice, so it can be said that French central government succeeded the Montforts.
Parable of the Unforgiving Servant
The Parable of the Unforgiving Servant (also known as Unforgiving Creditor, Ungrateful Servant, Unmerciful Servant, or Wicked Servant but not to be confused with the parable of the Two Debtors) is a parable of Jesus which appears in the Gospel of Matthew.  According to Matthew 18:21–35 it is important to forgive others as we are forgiven by God, as illustrated by the negative example of the unforgiving servant.

Parable of the Two Debtors
The Parable of the Two Debtors is a parable of Jesus. It appears in Luke 7:36–7:50, where Jesus uses the parable to explain that the woman who has anointed him loves him more than his host, because she has been forgiven of greater sins.

A similar anointing in Matthew 26:6–13 and Mark 14:3–9 may not refer to the same event, and this parable is not to be confused with the parable of the unforgiving servant, where a king forgives his servant, and the servant in turn is unable to have mercy on someone with a lesser debt.
Ostrów County, Greater Poland Voivodeship
Ostrów County (Polish: powiat ostrowski) is a unit of territorial administration and local government (powiat) in Greater Poland Voivodeship, west-central Poland. It came into being on January 1, 1999, as a result of the Polish local government reforms passed in 1998. Its administrative seat and largest town is Ostrów Wielkopolski, which lies 100 kilometres (62 mi) south-east of the regional capital Poznań. The county contains three other towns: Nowe Skalmierzyce, 22 km (14 mi) east of Ostrów Wielkopolski, Odolanów, 10 km (6 mi) south of Ostrów Wielkopolski, and Raszków, 8 km (5 mi) north of Ostrów Wielkopolski.

The county covers an area of 1,160.65 square kilometres (448.1 sq mi). As of 2020, its total population is 161,581. In 2006 the population of Ostrów Wielkopolski was 72,577, that of Nowe Skalmierzyce  5,080, that of Odolanów  4,960, that of Raszków 2,037, and the rural population was 73,753.

Nowe Skalmierzyce
Nowe Skalmierzyce [ˈnɔvɛ skalmʲɛˈʐɨt͡sɛ] is a town and its surrounding municipality in Ostrów Wielkopolski County, Greater Poland Voivodeship, in central Poland. The town has a population of 5,093 (2006 est.), while the municipality, Gmina Nowe Skalmierzyce, which is a mixed urban-rural gmina that includes the town, has a population of 15,191. The town has a land area of only 1.58 km², which results in a population density of 3,223.4 persons/km², the seventh-highest density of all towns in Poland, and the second-highest density (after Swarzędz) of the urban portion of any Polish urban-rural gmina (gmina miejsko-wiejska). The gmina has a land area of 125.42 km².

Nowe Skalmierzyce ("New Skalmierzyce") adjoins the urbanized village of Skalmierzyce, which is in fact the administrative seat of the gmina.
Topological group
In mathematics, topological groups are the combination of groups and topological spaces, i.e. they are groups and topological spaces at the same time, such that the continuity condition for the group operations connects these two structures together and consequently they are not independent from each other.

Topological groups were studied extensively in the period of 1925 to 1940. Haar and Weil (respectively in 1933 and 1940) showed that the integrals and Fourier series are special cases of a construct that can be defined on a very wide class of topological groups.

Topological groups, along with continuous group actions, are used to study continuous symmetries, which have many applications, for example, in physics. In functional analysis, every topological vector space is an additive topological group with the additional property that scalar multiplication is continuous; consequently, many results from the theory of topological groups can be applied to functional analysis.

Continuous group action
In topology, a continuous group action on a topological space X is a group action of a topological group G that is continuous: i.e.,

is a continuous map. Together with the group action, X is called a G-space.

If  is a continuous group homomorphism of topological groups and if X is a G-space, then H can act on X by restriction: , making X a H-space. Often f is either an inclusion or a quotient map. In particular, any topological space may be thought of as a G-space via  (and G would act trivially.)

Two basic operations are that of taking the space of points fixed by a subgroup H and that of forming a quotient by H. We write  for the set of all x in X such that . For example, if we write  for the set of continuous maps from a G-space X to another G-space Y, then, with the action ,
 consists of f such that ; i.e., f is an equivariant map. We write . Note, for example, for a G-space X and a closed subgroup H,  .
Stack resource policy
The Stack Resource Policy (SRP)  is a resource allocation policy used in real-time computing, used for accessing shared resources when using earliest deadline first scheduling. It was defined by T. P. Baker. SRP is not the same as the Priority ceiling protocol which is for fixed priority tasks (FP).

Earliest deadline first scheduling
Earliest deadline first (EDF) or least time to go is a dynamic priority scheduling algorithm used in real-time operating systems to place processes in a priority queue. Whenever a scheduling event occurs (task finishes, new task released, etc.) the queue will be searched for the process closest to its deadline. This process is the next to be scheduled for execution.
Arthur Drakeford Jr.
Arthur Harold Finch Drakeford (8 February 1904 – 13 June 1959) was an Australian politician.

Drakeford was born in Benalla to Arthur Drakeford and Ellen Warrington. He was a fitter and turner on the railways before an eye injury led to him becoming a clerk. Around 1934 he married Violet Amelia Heldon, with whom he had two sons. Like his father he was active in the Labor Party, serving as president of the party's Essendon and West Coburg branches and secretary of the Pascoe Vale branch.

On 10 November 1945 Drakeford was elected to the Victorian Legislative Assembly as the member for Essendon, but he was defeated in 1947. He returned to the Assembly in 1955 as the member for Pascoe Vale; with that seat's abolition in 1958 he again contested Essendon, but was defeated. Drakeford died the following year in Carlton.

Arthur Drakeford
Arthur Samuel Drakeford (26 April 1878 – 9 June 1957) was an Australian politician who served as a member of the House of Representatives from 1934 to 1955, representing the Labor Party. He served as Minister for Air and Minister for Civil Aviation from 1941 to 1949, and during World War II was the minister responsible for the Royal Australian Air Force. He was also responsible for the establishment of the domestic carrier Trans Australia Airlines and for the nationalisation of Qantas.
Sui County, Hubei
Sui County or Suixian (simplified Chinese: 随县; traditional Chinese: 隨縣; pinyin: Suí Xiàn) is a county located in northern Hubei province, People's Republic of China, bordering Henan province to the north. It is under the administration of Suizhou City and was established in May 2009. It was the location of the minor state of Li during the Warring States period, and was conquered by Chu at some point.

Suizhou
Suizhou (simplified Chinese: 随州; traditional Chinese: 隨州; pinyin: Suízhōu), formerly Sui County (simplified Chinese: 随县; traditional Chinese: 隨縣; pinyin: Suí Xian, Suixian), is a prefecture-level city in northern Hubei province, People's Republic of China, bordering Henan province to the north and east.
Inductive dimension
In the mathematical field of topology, the inductive dimension of a topological space X is either of two values, the small inductive dimension ind(X) or the large inductive dimension Ind(X). These are based on the observation that, in n-dimensional Euclidean space Rn, the boundaries of balls have dimension n − 1. Therefore it should be possible to define the dimension of a general space inductively in terms of the dimensions of the boundaries of suitable open sets in that space.

The small and large inductive dimensions are two of the three most usual ways of capturing the notion of "dimension" for a topological space, in a way that depends only on the topology (and not, say, on the properties of a metric space). The other is the Lebesgue covering dimension. The term "topological dimension" is ordinarily understood to refer to the Lebesgue covering dimension. For "sufficiently nice" spaces, the three measures of dimension are equal.

Lebesgue covering dimension
In mathematics, the Lebesgue covering dimension or topological dimension of a topological space is one of several different ways of defining the dimension of the space in a
topologically invariant way.
Eyton upon the Weald Moors
Eyton is a village and civil parish in Shropshire, England on the south-west edge of the Weald Moors, north of Wellington.

Naturalist Thomas Campbell Eyton (1809-1880) was born at Eyton Hall and owned the Eyton estate from succeeding to it in 1855.

Weald Moors
The Weald Moors are located in the ceremonial county of Shropshire north of Telford, stretching from north and west of the town of Newport towards Wellington, with the village of Kynnersley lying roughly at their centre.
Repo! The Genetic Opera (soundtrack)
Repo! The Genetic Opera: Original Motion Picture Soundtrack is the soundtrack to the 2008 rock opera of the same name. The entire album is in the form of a rock opera, where every song is part of the same story. The songs do not appear on the album in chronological order.

Due to popular demand, the producers released a deluxe version of the soundtrack in February 2009 with additional tracks that included songs and pieces of the score.

Repo! The Genetic Opera
Repo! The Genetic Opera is a 2008 American musical film. Described as a gothic rock opera, the film was directed by Darren Lynn Bousman and based on the 2002 stage musical of the same name, written and composed by Darren Smith and Terrance Zdunich. It stars Alexa Vega, Anthony Stewart Head, Sarah Brightman, Paris Hilton, Nivek Ogre, Terrance Zdunich, Bill Moseley, and Paul Sorvino.

Repo! premiered at the Fantasia Film Festival in July 2008, followed by a limited release on November 7, 2008, on seven screens in various cities.
MŠK Žilina
MŠK Žilina (Slovak pronunciation: [ˈem ˈeʂ ˈkaː ˈʐilina]) is a Slovak football club based in the town of Žilina, that is playing in the Slovak First Football League. Since the league inception in 1993, the club has won 7 titles and comes second in All-time table that makes them one of the most successful teams in the competition.
The club and their supporters alike are nicknamed Šošoni (after the Shoshone Native American tribe) and play their home games in the Štadión pod Dubňom. Žilina won their most recent title in 2016–17 season.

Žilina
Žilina (Slovak: [ˈʒilina] ⓘ; Hungarian: Zsolna [ˈʒolnɒ]; German: Sillein [zɪˈlaɪn, ˈzɪlaɪn]; Polish: Żylina [ʐɨˈlina] ⓘ; names in other languages) is a city in north-western Slovakia, around 170 kilometres (110 mi) from the capital Bratislava, close to both the Czech and Polish borders. It is the fourth largest city of Slovakia with a population of approximately 80,000, an important industrial center, the largest city on the Váh river, and the seat of a kraj (Žilina Region) and of an okres (Žilina District). It belongs to the Upper Váh region of tourism.
Sukayu Onsen
Sukayu Onsen (酸ヶ湯, Sukayu) is an onsen (hot spring) in the Hakkōda Mountains in the city of Aomori, Aomori Prefecture in Japan. It is known for its "Sen-nin-buro" or "Bath of a thousand bathers", a large mixed gender public bath.

Aomori
Aomori (青森, Aomori; IPA: [aoꜜmoɾi]), officially Aomori City (青森市, Aomori-shi), is the capital city of Aomori Prefecture, in the Tōhoku region of Japan. As of 1 August 2023, the city had an estimated population of 264,945 in 136,781 households, and a population density of 321 people per square kilometer spread over the city's total area of 824.61 km2 (318.38 sq mi). Aomori is one of Japan's 62 core cities and the core of the Aomori metropolitan area.
Red Devil (interurban)
The Red Devil was a high-speed interurban streetcar built by the Cincinnati Car Company for the Cincinnati and Lake Erie Railroad (C&LE) in 1929–1930. They saw service throughout Ohio in the 1930s. After the failure of the C&LE in 1939 they saw service with the Cedar Rapids and Iowa City Railway (CRANDIC) and the Lehigh Valley Transit Company. Several have been preserved.

Cincinnati Car Company
The Cincinnati Car Company or Cincinnati Car Corporation was a subsidiary of the Ohio Traction Company. It designed and constructed interurban cars, streetcars (trams) and (in smaller scale) buses. It was founded in 1902 in Cincinnati, Ohio. In 1928, it bought the Versare Car Company.
Forced perspective
Forced perspective is a technique that employs optical illusion to make an object appear farther away, closer, larger or smaller than it actually is. It manipulates human visual perception through the use of scaled objects and the correlation between them and the vantage point of the spectator or camera. It has uses in photography, filmmaking and architecture.

Ames room
An Ames room is a distorted room that creates an optical illusion. Likely influenced by the writings of Hermann Helmholtz, American scientist Adelbert Ames Jr. invented the concept and patented it in 1940. The exact date of the invention has not been established: according to Behrens, "as early as 1934, Ames designed his first 'distorted room'"; other authors suggest 1946.