hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Gary Gray (sound engineer)
Gary Gray is a recording engineer from Toronto, Ontario, Canada. He's recorded albums for artists such as Bruce Cockburn, Gordon Lightfoot, Rough Trade, Murray McLauchlan and Brent Carver. He's also recorded music by such composers as Howard Shore, John Debney, Georges Delerue, Marvin Hamlisch, Gary Chang, Lee Holdridge, Kenneth Wannberg, and Christopher Dedrick. Gray worked as an engineer and senior orchestral engineer at Manta Sound in Toronto for 28 years before its eventual closure. He now works freelance in Toronto and has recently engineered live recordings for the Toronto Symphony Orchestra. He won the Juno Award for Recording Engineer of the Year in 1982, and was also a nominee for the award in 1981, 1983, 1984 and 1985.

Rough Trade (band)
Rough Trade (1968–1988) was a Canadian rock band centred on singer Carole Pope and multi-instrumentalist Kevan Staples.  The band was noted for their provocative lyrics and stage antics; singer Pope often performed in bondage attire, and their 1981 hit "High School Confidential" was one of the first explicitly lesbian-themed Top 40 hits in the world.
Vidix
VIDIX (video interface for *nix) is a portable programming interface for Unix-like operating systems that allows video card drivers running in user space to directly access the framebuffer through Direct Graphics Access extension to the X Window System.

Unix-like
A Unix-like (sometimes referred to as UN*X, *nix or *NIX) operating system is one that behaves in a manner similar to a Unix system, although not necessarily conforming to or being certified to any version of the Single UNIX Specification. A Unix-like application is one that behaves like the corresponding Unix command or shell. Although there are general philosophies for Unix design, there is no technical standard defining the term, and opinions can differ about the degree to which a particular operating system or application is Unix-like. Some well-known examples of Unix-like operating systems include Linux, FreeBSD and OpenBSD. These systems are often used on servers as well as on personal computers and other devices. Many popular applications, such as the Apache web server and the Bash shell, are also designed to be used on Unix-like systems.
Beethoven House
The Beethoven House (German: Beethoven-Haus) in Bonn, Germany, is a memorial site, museum, and cultural institution serving various purposes. Founded in 1889 by the Beethoven-Haus association, it studies the life and work of composer Ludwig van Beethoven.

The centrepiece of the Beethoven-Haus is Beethoven's birthplace at Bonngasse 20. This building houses the museum. The neighbouring buildings (Bonngasse 18 and 24 to 26) accommodate a research centre (Beethoven archive) comprising a collection, a library and publishing house, and a chamber music hall. Here, music lovers and experts from all over the world can meet and share their ideas. The Beethoven-Haus is financed by the Beethoven-Haus association and by means of public funds.

Naoum Aronson
Naoum Aronson (1872–1943) was a sculptor who lived for most of his life in Paris. He is known principally for his busts of important leaders, including Ludwig van Beethoven, Louis Pasteur, Leo Tolstoy, Grigori Rasputin, and Vladimir Lenin.
Ghoshayatra Parva
The Ghosayatra Parva (Sanskrit: घोषयात्रा पर्व, romanized: Ghoṣayātrā Parva, lit. 'Expedition to the cowherd assembly section') is a section and an episode of the Hindu epic Mahabharata. Consisting of 519 shlokas, it is named after the episode in which the Kauravas undertake an expedition to see the cowherds of Dvaitavana, a forest where the Pandavas reside. This is done under the pretext of cattle inspection, but with the ulterior motive of humiliating their cousins. During the course of this episode, the Kauravas are captured by the gandharvas, and are released from their captivity by the Pandavas. Duryodhana finds the outcome of the entire affair embarrassing, and resolves to fast to death until he is dissuaded from this course of action. Instead, he opts to return to Hastinapura to perform a sacrifice.

Devanagari transliteration
Devanagari transliteration is the process of representing text written in Devanagari script—an Indic script used for Classical Sanskrit and many other Indic languages—in the Latin script, preserving pronunciation and spelling conventions. There are several methods of transliteration from Devanagari to the Latin script (i.e., romanisation), including the IAST notation. Romanised Devanagari is also called Romanagari.
Dragon poacher
The dragon poacher (Percis japonica) is a fish in the family Agonidae. It was described by Peter Simon Pallas in 1769, originally under the genus Cottus. It is a marine, deep water-dwelling fish which is known from the northern Pacific Ocean, including the Sea of Japan (from which its species epithet is derived), the Sea of Okhotsk, and the Bering Sea. It dwells at a depth range of 19 to 750 metres (62 to 2,461 ft), and inhabits gravel, sand and mud sediments. Males can reach a maximum total length of 42 centimetres (17 in).

The dragon poacher's diet consists of benthic crustaceans including shrimp, crabs, amphipods, as well as mysids, oligochaetes, and polychaetes.

Peter Simon Pallas
Peter Simon Pallas FRS FRSE (22 September 1741 – 8 September 1811) was a Prussian zoologist, botanist, ethnographer, explorer, geographer, geologist, natural historian, and taxonomist. He studied natural sciences at various universities in early modern Germany and worked primarily in the Russian Empire between 1767 and 1810.
Života
Života (Serbian Cyrillic: Живота) is a Serbian masculine given name of Slavic origin. It is derived from the Slavic word živ, meaning "alive, living, vivacious".

Notable people with the name include:

Života Ðurić (1963–1999), Yugoslav fighter pilot

Života Panić (1933–2003), Yugoslav military officer

Života Starčević (born 1968) is a Serbian politician

Života Panić
Života Panić (Serbian Cyrillic: Живота Панић; 3 November 1933 – 19 November 2003) was a Yugoslav  military officer who served as the last acting Minister of Defense of Yugoslavia and the Chief of the General Staff of the Armed Forces of Yugoslavia.
Kamphaengphet F.C.
Kamphaengphet Football Club (Thai สโมสรฟุตบอลจังหวัดกำแพงเพชร) is a Thai professional football club based in Kamphaeng Phet Province. The club currently plays in Thai League 3 Northern region.

In 2009, the club, nicknamed Cha Kung Rao Warriors, was formed and was admitted to the Regional League Northern Division. Its home games are played at Cha Kung Rao Stadium. Seksan Siripong was named as the first coach and chairman of the club.

Thai script
The Thai script (Thai: อักษรไทย, RTGS: akson thai, pronounced [ʔàksɔ̌ːn tʰāj]) is the abugida used to write Thai, Southern Thai and many other languages spoken in Thailand. The Thai script itself (as used to write Thai) has 44 consonant symbols (Thai: พยัญชนะ, phayanchana), 16 vowel symbols (Thai: สระ, sara) that combine into at least 32 vowel forms, four tone diacritics (Thai: วรรณยุกต์ or วรรณยุต, wannayuk or wannayut), and other diacritics.

Although commonly referred to as the Thai alphabet, the script is not a true alphabet but an abugida, a writing system in which the full characters represent consonants with diacritical marks for vowels; the absence of a vowel diacritic gives an implied 'a' or 'o'. Consonants are written horizontally from left to right, and vowels following a consonant in speech are written above, below, to the left or to the right of it, or a combination of those.
Locally compact field
In algebra, a locally compact field is a topological field whose topology forms a locally compact Hausdorff space. These kinds of fields were originally introduced in p-adic analysis since the fields  of p-adic numbers are locally compact topological spaces constructed from the norm  on . The topology (and metric space structure) is essential because it allows one to construct analogues of algebraic number fields in the p-adic context.

Hausdorff space
In topology and related branches of mathematics, a Hausdorff space (/ˈhaʊsdɔːrf/ HOWSS-dorf, /ˈhaʊzdɔːrf/ HOWZ-dorf), T2 space or separated space, is a topological space where distinct points have disjoint neighbourhoods.  Of the many separation axioms that can be imposed on a topological space, the "Hausdorff condition" (T2) is the most frequently used and discussed. It implies the uniqueness of limits of sequences, nets, and filters.

Hausdorff spaces are named after Felix Hausdorff, one of the founders of topology. Hausdorff's original definition of a topological space (in 1914) included the Hausdorff condition as an axiom.
Tunquén
Tunquén is a beach and locality on the coast of Valparaíso Region, Chile. The beach is known for its relatively intact nature lacking houses or other infrastructure. The area contains archaeological sites corresponding to pre-Hispanic tombs and shell middens (Spanish: conchal). The archaeology of Tunquén has been investigated as holding possible evidence of pre-Hispanic Polynesian presence in Chile.

Midden
A midden is an old dump for domestic waste. It may consist of animal bones, human excrement, botanical material, mollusc shells, potsherds, lithics (especially debitage), and other artifacts and biofacts associated with past human occupation.

These features provide a useful resource for archaeologists to study the diets and habits of past societies. Middens with damp, anaerobic conditions can even preserve organic remains in deposits as the debris of daily life are tossed on the pile. Each individual toss will contribute a different mix of materials depending upon the activity associated with that particular toss. During the course of deposition, sediment is deposited as well. Different mechanisms, from wind and water to animal digs, create a matrix which can also be analysed to provide seasonal and climatic information. In some middens individual dumps of material can be discerned and analysed.
Weinbergen
Weinbergen (German pronunciation: [ˈvaɪnˌbɛʁɡn̩]) is a former municipality in the Unstrut-Hainich-Kreis district of Thuringia, Germany. It was created on 30 June 1994 in the course of a territorial reform by the merger of the municipalities of Bollstedt, Grabe, Höngeda and Seebach. On 1 January 2019, Weinbergen was dissolved, and the four villages which it consisted of were incorporated into the territory of the town of Mühlhausen.
The Seebach State Bird Protection Station, located in the former municipality, is known beyond the region.

Unstrut
The Unstrut (German pronunciation: [ˈʊnʃtʁuːt] ⓘ or [ˈʊnstʁuːt] ⓘ) is a river in Germany and a left tributary of the Saale.

The Unstrut originates in northern Thuringia near Dingelstädt (west of Kefferhausen in the Eichsfeld area) and its catchment area is the whole of the Thuringian Basin. It breaks out of the basin through the Thuringian Gate west of Heldrungen and, in its lower reaches, flows through Saxony-Anhalt before emptying into the Saale near Naumburg. The total length of the Unstrut is 192 kilometres (119 mi). Towns along the Unstrut include Mühlhausen, Sömmerda, Bad Frankenhausen, Artern, Roßleben, and Freyburg.
The main tributaries of the Unstrut are the Gera, Wipper, Helme, and Lossa.

The countryside around the Saale and Unstrut rivers forms the wine-growing region of Saale-Unstrut.  The well-known brand of sparkling wine, Rotkäppchen ("Little Red Riding Hood") is produced in the cellars of Freyburg.
Wear Valley
Wear Valley was, from 1974 to 2009, a local government district in County Durham, England. Its council and district capital was Crook.

The district covered much of the Weardale area. In the west it was parished and rural, whereas in the east it was more urban. Crook and Willington are unparished.

The district was formed on 1 April 1974, under the Local Government Act 1972, by the merger of the Bishop Auckland, Crook and Willington and Tow Law urban districts, along with Weardale Rural District.

The district was abolished as part of the 2009 structural changes to local government in England, becoming part of the Durham County Council unitary authority.

Wear Valley had a population of around 65,000 in 2001.

Crook, County Durham
Crook is a market town in the Durham County Council unitary authority and ceremonial county of County Durham, England. It is located on the edge of Weardale and sometimes referred to as the "Gateway to Weardale".

Crook lies about 9 miles (14 km) south-west of Durham, 5 miles (8.0 km) north-west of Bishop Auckland and 2 miles (3.2 km) from Willington. The A689 road from Durham leads up through Wolsingham and Stanhope into the upper reaches of Weardale. Until 1974, the town was in Crook and Willington Urban District and had a parish council.
Doris Malkin Curtis
Doris Malkin Curtis (January 12, 1914 – May 26, 1991) was an American paleontologist, stratigrapher, and geologist. She became the first woman president of the Geological Society of America (1991) and made meaningful contributions to the Scripps Institution of Oceanography.

Stratigraphy
Stratigraphy is a branch of geology concerned with the study of rock layers (strata) and layering (stratification). It is primarily used in the study of sedimentary and layered volcanic rocks.
Stratigraphy has three related subfields: lithostratigraphy (lithologic stratigraphy), biostratigraphy (biologic stratigraphy), and chronostratigraphy (stratigraphy by age).

Several principles and laws come into play when using stratigraphy such as Principle of original horizontality, Law of superposition, Cross-cutting relationships, Principle of inclusions, Principle of faunal succession.
2012–13 CERS Cup
The 2012–13 CERS Cup was the 33rd season of the CERS Cup, Europe's second club roller hockey competition organized by CERH. Thirty teams from nine national associations qualified for the competition as a result of their respective national league placing in the previous season. Following a preliminary phase and two knockout rounds, Vendrell won the tournament at its final four, in Vendrell, Spain on 11 and 12 May 2013.

World Skate Europe Rink Hockey
The World Skate Europe Rink Hockey, formerly known as Comité Européen de Rink-Hockey, is a technical committee within World Skate Europe responsible for the governing of rink hockey (or roller hockey) in Europe.
Miri language
Miri language can refer to:

Mishing language (Plains Miri), a Sino-Tibetan language of Arunachal Pradesh, India

Hill Miri language, a Sino-Tibetan language of Arunachal Pradesh, India

Miri language (Sudan), a Nilo-Saharan language of Sudan

a dialect of the Waitaká language, an unclassified language of Brazil, now extinct

a dialect of the Narom language, an Austronesian language spoken in Sarawak, Malaysia

Hill Miri dialect
Nyishi (Kamle) or Sarak is a Tani language of India. It is spoken in Arunachal Pradesh by an estimated 9,000 people of the Nyishi tribe. It appears to be a dialect of the Nishi language.

Though Hili Miri is listed under Mising [mrg] in Ethnologue, Burling and Sun–experts on the Aranuchal Pradesh and Tani languages–treat Hill Miri and Mising as separate and distinct languages belonging to different branches of the Tani subgroup.
2016 Shannons Nationals Motor Racing Sandown Round
The 2016 Shannons Nationals Motor Racing Round 1 was held at Sandown Raceway on April 1–3, 2016. It included Australian GT, Australian Formula 3, Australian Formula Ford, Kerrick Sports Sedans, Kumho V8 Touring Cars, Porsche GT3 Cup, Sports Racers and Touring Car Masters.

Super3 Series
The Super3 Series & V8 Touring Car Series (formerly the Kumho Tyres Super3 Series, Kumho Tyres Australian V8 Touring Car Series and V8 Touring Car National Series) were two Australian motor racing competitions for touring cars. In 2019 it became the official third tier series for Supercars competitors, while the series itself remained independently owned and managed from Supercars. The cars must be deregistered cars from official Supercar teams and series, this is mainly as a preventive measure against a team building a brand new car to suit the regulations. In 2023 the V8 Touring Car Series would be revived to create a standalone unofficial fourth tier level V8 Supercars category however it would only last for that year's season. The two defunct series were known by the commercial identities of the Dunlop Super3 Series & Kumho Tyres Australian V8 Touring Car Series.
Sole Technology
Sole Technology, Inc., known informally as Sole Tech, is an American footwear and apparel company, specializing in skate shoe design, production and distribution. The company is owned and operated by Pierre-André Senizergues, a former professional freestyle skateboarder. The company's headquarters are in Lake Forest, California, United States.

Freestyle skateboarding
Freestyle skateboarding (or freestyle) is one of the oldest styles of skateboarding and was intermittently popular from the 1960s until the early 2000s, when the final large-scale professional freestyle skateboarding competition was held.
Ideographic rune
Ideographic runes (German: Begriffsrunen, Swedish: begreppsrunor, 'term/notion runes') are runes used as ideographs instead of regular letters, that is, instead of representing their phoneme or syllable, they represent their name as a word or term. Such instances are sometimes referred to by way of the modern German loanword Begriffsrunen (singular Begriffsrune), but the descriptive term "ideographic runes" is also used.

Ideographic runes appear to have mainly been used for saving space, but they were also mainly used without inflection. Some potential inscriptions might have used such cryptically. The criteria for the use of ideographic runes and the frequency of their use by ancient rune-writers remains controversial. The topic of has produced much discussion among runologists. Runologist Klaus Düwel has proposed two criteria for the identification of ideographic runes: A graphic argument and a semantic argument.

Klaus Düwel
Klaus Düwel (10 December 1935 – 31 December 2020) was a German philologist who specialized in Germanic studies. A professor at the University of Göttingen, he was recognized as one of the world's leading experts on Germanic Antiquity.
Dimitri Stassos
Dimitri Stassos (Greek: Δημήτρη Στασσος; born 1969 in Stockholm, Sweden), is a Greek-Swedish songwriter known for his entries in the Eurovision Song Contest as well as writing hits for Ola Svensson and others.

Kalokairi Stin Kardia
Kalokairi Stin Kardia (Greek: Καλοκαίρι Στην Καρδιά; English: Summer in the heart) is the debut extended play by Greek Cypriot singer Ivi Adamou, released in Greece and Cyprus on 14 June 2010 by Sony Music Greece. On 5 November 2010, the second live show of the third season of the Greek The X Factor, where she was a contestant the year before, Adamou received a gold certification from the presenter, Sakis Rouvas, denoting shipments of six thousand copies.
Mount Prospect (Leggett, North Carolina)
Mount Prospect, also known as the Exum Lewis House, was a historic plantation house located near Leggett, Edgecombe County, North Carolina. It was built about 1772, and was a two-story, five-bay, Late Georgian style frame dwelling. It had a Quaker Plan; two-story, 19th century addition; and a one-story hip roofed front porch. Also on the property are the contributing family cemetery, a smokehouse, barn, brick dairy, and office.  The house burned and was torn down in 1976.

It was listed on the National Register of Historic Places in 1974.

Edgecombe County, North Carolina
Edgecombe County (/ˈɛdʒkəm/ EJ-kum or /ˈɛdʒkoʊm/ EJ-kohm) is a county located in the U.S. state of North Carolina. As of the 2020 census, the population was 48,900. Its county seat is Tarboro.

Edgecombe County is part of the Rocky Mount, NC Metropolitan Statistical Area.
2024 Albanian Cup final
The 2024 Albanian Cup final was the final match of the 2023–24 edition of the Albanian Cup, and the 72nd final of Albania's premier national football cup. It was played on 14 May 2024 between Kukësi and Egnatia.

Egnatia won the match 1–0 for their second consecutive and second overall Albanian Cup title.

Albanian Cup
The Albanian Cup (Albanian: Kupa e Shqipërisë) is the main "knockout" competition in Albanian football. The competition started in 1939 as Kupa e Mbretit (English:"The King's Cup"). The cup was suspended for the next eight years as the Second World War started. It started again in 1948 as "Kupa e Republikës" (English: "Republic Cup") and from 1991 as "Kupa e Shqipërisë" (Albanian Cup). Today it is the second most important competition in Albania after the Kategoria Superiore.

The winners of the Cup automatically earn the right to participate in the first qualifying round of the UEFA Conference League.
Take a Hard Ride
Take a Hard Ride is a 1975 Italian-American Spaghetti Western film directed by Anthony Dawson and starring Jim Brown, Lee Van Cleef, Fred Williamson and Jim Kelly. This was the second of three films Brown, Williamson, and Kelly would star in, following Three the Hard Way and preceding One Down, Two to Go.

Pike, a stone-faced cowboy, meets up with Tyree, a dishonest gambler. The duo attempts to transport $86,000 across hundreds of miles of Western wasteland to deliver it to the widow of Pike's former employer Bob Morgan.

Co-financed by Italian and American producers, filming took place on location in the Canary Islands on a budget of $2.3 million.

On June 21, 2011, the film was released on DVD through Shout! Factory as part of a double feature with Rio Conchos (1964).

Double feature
The double feature is a motion picture industry practice in which movie theaters would exhibit two films for the price of one, supplanting an earlier format in which the presentation of one feature film would be followed by various short subject reels.
Itô isometry
In mathematics, the Itô isometry, named after Kiyoshi Itô, is a crucial fact about Itô stochastic integrals. One of its main applications is to enable the computation of variances for random variables that are given as Itô integrals.

Let  denote the canonical real-valued Wiener process defined up to time , and let  be a stochastic process that is adapted to the natural filtration  of the Wiener process. Then

where  denotes expectation with respect to classical Wiener measure.

In other words, the Itô integral, as a function from the space  of square-integrable adapted processes to the space  of square-integrable random variables, is an isometry of normed vector spaces with respect to the norms induced by the inner products

and

As a consequence, the Itô integral respects these inner products as well, i.e. we can write

for  .

Expected value
In probability theory, the expected value (also called expectation, expectancy, expectation operator, mathematical expectation, mean, expectation value, or first moment) is a generalization of the weighted average.

The expected value of a random variable with a finite number of outcomes is a weighted average of all possible outcomes. In the case of a continuum of possible outcomes, the expectation is defined by integration. In the axiomatic foundation for probability provided by measure theory, the expectation is given by Lebesgue integration.

The expected value of a random variable X is often denoted by , , or , with E also often stylized as ,  or E.