hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Professional wrestling match types
Many types of wrestling matches, sometimes called "gimmick matches" in the jargon of the business, are performed in professional wrestling. Some gimmick matches are more common than others and are often used to advance or conclude a storyline. Throughout professional wrestling's decades-long history, some gimmick matches have spawned many variations of the core concept.

Colby Corino
Colby Corino (born August 28, 1996) is an American professional wrestler.  He is the son of professional wrestler Steve Corino. He is known for his appearances with professional wrestling promotions including the National Wrestling Alliance (NWA), where he is a former NWA World Junior Heavyweight Champion, and Ring of Honor.
University of Vienna
The University of Vienna (German: Universität Wien, Austrian German: [univɛrsiˈtɛːt ˈviːn]) is a public research university in Vienna, Austria. Founded by Duke Rudolph IV in 1365, it is the oldest university in the German-speaking world and among the largest institutions of higher learning in Europe.

The University of Vienna is associated with 17 Nobel Prize laureates and has been home to numerous scholars of historical and academic significance, including Erwin Schrödinger, Karl Popper, Stefan Zweig, Friedrich Hayek, Gustav Mahler, Sigmund Freud, Gregor Mendel, Ludwig von Mises, among others.

Doctorate
A doctorate (from Latin doctor, meaning "teacher") or doctoral degree is a postgraduate academic degree awarded by universities and some other educational institutions, derived from the ancient formalism licentia docendi ("licence to teach").

In most countries, a research degree qualifies the holder to teach at university level in the degree's field or work in a specific profession. There are a number of doctoral degrees; the most common is the Doctor of Philosophy (PhD), awarded in many different fields, ranging from the humanities to scientific disciplines.

Many universities also award honorary doctorates to individuals deemed worthy of special recognition, either for scholarly work or other contributions to the university or society.
Fomorians
The Fomorians or Fomori (Old Irish: Fomóire, Modern Irish: Fomhóraigh / Fomóraigh) are a supernatural race in Irish mythology, who are often portrayed as hostile and monstrous beings. Originally they were said to come from under the sea or the earth. Later, they were portrayed as sea raiders and giants. They are enemies of Ireland's first settlers and opponents of the Tuatha Dé Danann, the other supernatural race in Irish mythology; although some members of the two races have offspring. The Tuath Dé defeat the Fomorians in the Battle of Mag Tuired. This has been likened to other Indo-European myths of a war between gods, such as the Æsir and Vanir in Norse mythology, the Olympians and Titans in Greek mythology, and the Devas and Asuras in Indian mythology.

One theory is that the Fomorians were supernatural beings representing the wild or destructive powers of nature; personifications of chaos, darkness, death, blight and drought.

Partholón
Partholón (Modern Irish: Parthalán) is a character in medieval Irish Christian pseudohistory, said to have led one of the first groups to settle in Ireland. His name comes from the Biblical name Bartholomaeus (Bartholomew), and may be borrowed from a character in the Christian pseudohistories of Saints Jerome and Isidore of Seville.
Private university
Private universities and private colleges are higher education institutions not operated, owned, or institutionally funded by governments. However, they often receive tax breaks, public student loans, and government grants. Depending on the country, private universities may be subject to government regulations. Private universities may be contrasted with public universities and national universities which are either operated, owned or institutionally funded by governments. Additionally, many private universities operate as nonprofit organizations.

Across the world, different countries have different regulations regarding accreditation for private universities and as such, private universities are more common in some countries than in others. Some countries do not have any private universities at all.

Law school
A law school (also known as a law centre/center, college of law, or faculty of law) is an institution, professional school, or department of a college or university specializing in legal education, usually involved as part of a process for becoming a judge, lawyer, or other legal professional within a given jurisdiction. Depending on the country, legal system, or desired qualifications, the coursework is undertaken at undergraduate, graduate, or both levels.
Perch
Perch is a common name for freshwater fish from the genus Perca, which belongs to the family Percidae of the large order Perciformes. The name comes from Greek: πέρκη, romanized: perke, meaning the type species of this genus, the European perch (P. fluviatilis).

Many species of freshwater game fish more or less resemble perch, but belong to different genera. In fact, the exclusively saltwater-dwelling red drum (which belongs to a different order Acanthuriformes) is often referred to as a "red perch", though by definition perch are freshwater species. Though many fish are referred to as perch as a common name, to be considered a true perch, the fish must be of the family Percidae.

The earliest fossil remains of Perca are known from the Middle Miocene of Ukraine.

Common carp
The common carp (Cyprinus carpio), also known as European carp, Eurasian carp, or simply carp, is a widespread freshwater fish of eutrophic waters in lakes and large rivers in Europe and Asia. The native wild populations are considered vulnerable to extinction by the International Union for Conservation of Nature (IUCN), but the species has also been domesticated and introduced (see aquaculture) into environments worldwide, and is often considered a positive invasive species, being included in the list of the world's 100 worst invasive species. It gives its name to the carp family, Cyprinidae.
Protected cruiser
Protected cruisers, a type of cruiser of the late 19th century, took their name from the armored deck, which protected vital machine-spaces from fragments released by explosive shells. Protected cruisers notably lacked a belt of armour along the sides, in contrast to armored cruisers which carried both deck and belt armour.

Outside of a handful of very large designs in the major navies (which preceded the revival of armored cruisers), the majority of protected cruisers were of 'second-' or 'third-class' types, lighter in displacement and mounting fewer and/or lighter guns than armored cruisers.

By the early 20th-century, with the advent of increasingly lighter yet stronger armour, even smaller vessels could afford some level of both belt and deck armour. In the place of protected cruisers, these new 'light armored cruisers' would evolve into light cruisers and heavy cruisers, the former especially taking on many of the roles originally envisioned for protected cruisers.

Italian destroyer Ardente
Ardente (English: "Ardent") was the second and final unit of the Italian Ardito-class destroyers. Commissioned into service in the Italian Regia Marina (Royal Navy) in 1913, she served in World War I, playing an active role in the Adriatic campaign. Reclassified as a torpedo boat in 1929, she was discarded in 1937.
Gelao languages
Gelao (autonym: Kláo, Chinese: 仡佬 Gēlǎo, Vietnamese: Cờ Lao) is a Kra language in the Kra–Dai language family. It is spoken by the Gelao people in southern China and northern Vietnam. Despite an ethnic population of 580,000 (2000 census of China), only a few thousand still speak Gelao in China. Estimates run from 3,000 in China by Li in 1999, of which 500 are monolinguals, to 7,900 by Edmondson in 2008. Edmondson (2002) estimates that the three Gelao varieties of Vietnam have only about 350 speakers altogether.

Buyang language
Buyang (Chinese: 布央语) is a Kra language spoken in Guangnan and Funing counties, Yunnan Province, China by the Buyang people. It is important to the reconstruction of the hypothetical macrofamily Austro-Tai as it retains the disyllabic roots characteristic of Austronesian languages. Examples are /matɛ́/ "to die", /matá/ "eye", /qaðù/ "head", and /maðû/ "eight". (See Austro-Tai for proposed connections.)

The Buyang language was initially documented in 1990 by Chinese linguist Liang Min. In 1999, a doctoral dissertation and book was published for Buyang. The book has also recently been translated into English.

Many speakers of Buyang are also fluent in Zhuang.
Space group
In mathematics, physics and chemistry, a space group is the symmetry group of a repeating pattern in space, usually in three dimensions. The elements of a space group (its symmetry operations) are the rigid transformations of the pattern that leave it unchanged. In three dimensions, space groups are classified into 219 distinct types, or 230 types if chiral copies are considered distinct. Space groups are discrete cocompact groups of isometries of an oriented Euclidean space in any number of dimensions. In dimensions other than 3, they are sometimes called Bieberbach groups.

In crystallography, space groups are also called the crystallographic or Fedorov groups, and represent a description of the symmetry of the crystal. A definitive source regarding 3-dimensional space groups is the International Tables for Crystallography Hahn (2002).

Triclinic crystal system
In crystallography, the triclinic (or anorthic) crystal system is one of the seven crystal systems. A crystal system is described by three basis vectors. In the triclinic system, the crystal is described by vectors of unequal length, as in the orthorhombic system. In addition, the angles between these vectors must all be different and may not include 90°.

The triclinic lattice is the least symmetric of the 14 three-dimensional Bravais lattices. It has (itself) the minimum symmetry all lattices have: points of inversion at each lattice point and at 7 more points for each lattice point: at the midpoints of the edges and the faces, and at the center points. It is the only lattice type that itself has no mirror planes.
Jason Wu
Jason Wu (Chinese: 吳季剛; pinyin: Wú Jìgāng; born September 27, 1982) is a Canadian artist and fashion designer based in New York City.

Born in Taiwan and raised in Vancouver, he studied fashion design at Parsons School of Design, and trained under Narciso Rodriguez before launching his own line. He is known for designing the dresses of Michelle Obama on several occasions, including those worn during the first and second inauguration of American President Barack Obama.

Tom Ford (brand)
Tom Ford SA (stylized as TOM FORD) is an American luxury fashion house founded by namesake designer Tom Ford in 2005. Its product line features ready-to-wear and made-to-measure offerings, as well as footwear, accessories, handbags, cosmetics and fragrances.

The company was owned by Tom Ford until 2023 when he completed its sale. The Tom Ford brand is now owned by The Estée Lauder Companies while the fashion business is owned by the Ermenegildo Zegna Group through Tom Ford International.
C-type asteroid
C-type (carbonaceous /ˌkɑːrbəˈneɪʃəs/) asteroids are the most common variety, forming around 75% of known asteroids. They are volatile-rich and distinguished by a very low albedo because their composition includes a large amount of carbon, in addition to rocks and minerals. They have an average density of about 1.7 g/cm3.

They lie most often at the outer edge of the asteroid belt, 3.5 au (520 million km; 330 million mi) from the Sun, where 80% of the asteroids are of this type, whereas only 40% of asteroids at 2 au (300 million km; 190 million mi) from the Sun are C-type. The proportion of C-types may actually be greater than this, since C-types are much darker (and hence less detectable) than most other asteroid types, except for D-types and others that lie mostly at the extreme outer edge of the asteroid belt.

Johann Palisa
Johann Palisa (6 December 1848 – 2 May 1925) was an Austrian astronomer, born in Troppau, Austrian Silesia, now Czech Republic. He was a prolific discoverer of asteroids, discovering 122 in all, from 136 Austria in 1874 to 1073 Gellivara in 1923. Some of his notable discoveries include 153 Hilda, 216 Kleopatra, 243 Ida, 253 Mathilde, 324 Bamberga, and the near-Earth asteroid 719 Albert. Palisa made his discoveries without the aid of photography, and he remains the most successful visual (non-photographic) asteroid discoverer of all time. He was awarded the Valz Prize from the French Academy of Sciences in 1906. The asteroid 914 Palisana, discovered by Max Wolf in 1919, and the lunar crater Palisa were named in his honour.
Dean (Christianity)
A dean, in an ecclesiastical context, is a cleric holding certain positions of authority within a religious hierarchy. The title is used mainly in the Catholic Church, the Anglican Communion, and many Lutheran denominations. A dean's assistant is called a sub-dean.

Diocesan administrator
A diocesan administrator (also known as archdiocesan administrator, archiepiscopal administrator and eparchial administrator for the case, respectively, of an archdiocese, archeparchy, and eparchy) is a provisional ordinary of a Catholic particular church.
Regent honeyeater
The regent honeyeater (Anthochaera phrygia) is a critically endangered bird endemic to southeastern Australia. It is commonly considered a flagship species within its range, with the efforts going into its conservation having positive effects on many other species that share its habitat. Recent genetic research suggests it is closely related to the wattlebirds.

Important Bird Area
An Important Bird and Biodiversity Area (IBA) is an area identified using an internationally agreed set of criteria as being globally important for the conservation of bird populations.

IBA was developed and sites are identified by BirdLife International. There are over 13,000 IBAs worldwide. These sites are small enough to be entirely conserved and differ in their character, habitat or ornithological importance from the surrounding habitat. In the United States the program is administered by the National Audubon Society.

Often IBAs form part of a country's existing protected area network, and so are protected under national legislation. Legal recognition and protection of IBAs that are not within existing protected areas varies within different countries. Some countries have a National IBA Conservation Strategy, whereas in others protection is completely lacking.
Bashkir language
Bashkir (UK: /bæʃˈkɪər/ bash-KEER, US: /bɑːʃˈkɪər/ bahsh-KEER) or Bashkort (Bashkir: башҡорт теле, romanized: başqort tele, [bɑʂˈqʊ̞rt tɪ̞ˈlɪ̞] ⓘ) is a Turkic language belonging to the Kipchak branch. It is co-official with Russian in Bashkortostan. It is spoken by approximately 1.6 million native speakers in Russia, as well as in Ukraine, Belarus, Kazakhstan, Uzbekistan, Estonia, and other neighboring post-Soviet states, and among the Bashkir diaspora. It has three dialect groups: Southern, Eastern, and Northwestern.

Sterlitamak
Sterlitamak (Russian: Стерлитама́к, IPA: [stʲɪrlʲɪtɐˈmak]; Bashkir: Стәрлетамаҡ, romanized: Stärletamaq; Bashkir pronunciation: [stær.ˌlɪ̞.tɑ.ˈmɑq] pronunciationⓘ) is the second largest city in the Republic of Bashkortostan, Russia, located on the left bank of the Belaya River (a tributary of the Kama River), 121 kilometers (75 mi) from Ufa. The city's name comes from the Bashkir language and literally means "mouth of the Sterlya river". According to data released by Bashstat, Sterlitamak had a population of 277,410 at the time of the census. The permanent population
of Sterlitamak as of January 1, 2023 was 279,174 people.
Congress of the Union
The Congress of the Union (Spanish: Congreso de la Unión, pronounced [koŋˈɡɾeso ðe lawˈnjon]), formally known as the General Congress of the United Mexican States (Congreso General de los Estados Unidos Mexicanos), is the legislature of the federal government of Mexico. It consists of two chambers: the Senate of the Republic and the Chamber of Deputies. Its 628 members (128 senators and 500 deputies) meet in Mexico City.

LIX Legislature of the Mexican Congress
The LIX Legislature (59th session) of the Congress of Mexico met from September 2003 to August 2006. All members of the lower house (Chamber of Deputies) were elected in the elections of July 2003 while members of the upper house (Senate) were elected in the elections of July 2000.
Concepción Arenal
Concepción Arenal Ponte (Ferrol, 31 January 1820 – Vigo, 4 February 1893) was a  graduate in law, thinker, journalist, poet and Galician dramatic author within the literary Realism and pioneer in Spanish feminism.
Born in Ferrol, Galicia, she excelled in literature and was the first woman to attend university in Spain. She was also a pioneer and  founder of the feminist movement in Spain.

Emilia Pardo Bazán
Emilia Pardo Bazán y de la Rúa-Figueroa, Countess of Pardo Bazán (Spanish pronunciation: [eˈmilja ˈpaɾðo βaˈθan]; 16 September 1851 – 12 May 1921) was a Spanish novelist, journalist, literary critic, poet, playwright, translator, editor and professor.

Her naturalism and descriptions of reality, as well as her feminist ideas embedded in her work, made her one of the most influential and best-known female writers of her era. Her ideas about women's rights in education also made her a prominent feminist figure. She also addressed the history of Spain and its influence in contemporaneous politics, coining the term of the Spanish Black Legend.
Sports radio
Sports radio (or sports talk radio) is a radio format devoted entirely to discussion and broadcasting of sporting events. A widespread programming genre that has a narrow audience appeal, sports radio is characterized by an often-boisterous on-air style and extensive debate and analysis by both hosts and callers. Many sports talk stations also carry play-by-play (live commentary) of local sports teams as part of their regular programming.

Good Karma Brands
Good Karma Brands, LLC (GKB, formerly Good Karma Broadcasting) is an American conglomerate. Based in Milwaukee, Wisconsin, it has interests in radio broadcasting, sports marketing, retail, and real estate. GKB was founded in 1997 by Craig Karmazin, the son of former Viacom and Sirius XM executive Mel Karmazin. Craig remains the CEO of Good Karma to this day.

The company owns and/or operates radio stations in the states of California, Florida, Illinois, New York, Ohio, and Wisconsin. The majority of its radio stations are ESPN Radio affiliates, including its New York City, Los Angeles, and Chicago stations—which were sold by The Walt Disney Company to GKB in December 2021. In July 2023, GKB also assumed the day-to-day operations and advertising sales for ESPN Radio nationwide.
Root
In vascular plants, the roots are the organs of a plant that are modified to provide anchorage for the plant and take in water and nutrients into the plant body, which allows plants to grow taller and faster. They are most often below the surface of the soil, but roots can also be aerial or aerating, that is, growing up above the ground or especially above water.

Glossary of botanical terms
This glossary of botanical terms is a list of definitions of terms and concepts relevant to botany and plants in general. Terms of plant morphology are included here as well as at the more specific Glossary of plant morphology and Glossary of leaf morphology. For other related terms, see Glossary of phytopathology, Glossary of lichen terms, and List of Latin and Greek words commonly used in systematic names.
Atlas Comics (1950s)
Atlas Comics was the 1950s comic-book publishing label that evolved into Marvel Comics. Magazine and paperback novel publisher Martin Goodman, whose business strategy involved having a multitude of corporate entities, used Atlas as the umbrella name for his comic-book division during this time. Atlas evolved out of Goodman's 1940s comic-book division, Timely Comics, and was located on the 14th floor of the Empire State Building. This company is distinct from the 1970s comic-book company, also founded by Goodman, that is known as Atlas/Seaboard Comics.

Black Rider (character)
The Black Rider is a fictional Western character appearing in American comic books published by Marvel Comics. He first appeared in All-Western Winners #2 (Winter 1948), from the company's 1940s forerunner, Timely Comics.
George Parsons (rugby)
George W. Parsons (21 April 1926 – November 2009) was a Welsh dual-code international rugby union, and professional rugby league footballer who played in the 1940s and 1950s. He played representative level rugby union (RU) for Wales, and at club level for Abertillery RFC, Cardiff RFC, Newport RFC (two spells), and Newbridge RFC, as a lock,  and representative level rugby league (RL) for Great Britain and Wales, and at club level for St. Helens, Rochdale Hornets and Salford, as a second-row. He coached Salford from 1960 to 1963.

Billy Ivison
William Harold Ivison (5 June 1920 – 12 March 2000) was an English professional association football and rugby league footballer who played in the 1940s and 1950s. He played club level association football (soccer), for Gillingham F.C., and representative level rugby league (RL) for Great Britain, England and Cumberland and at club level for Workington Town, as a loose forward.
Numerical digit
A numerical digit (often shortened to just digit) or numeral is a single symbol used alone (such as "1"), or in combinations (such as "15"), to represent numbers in positional notation, such as the common base 10. The name "digit" originates from the Latin digiti meaning fingers.

For any numeral system with an integer base, the number of different digits required is the absolute value of the base. For example, decimal (base 10) requires ten digits (0 to 9), and binary (base 2) requires only two digits (0 and 1). Bases greater than 10 require more than 10 digits, for instance hexadecimal (base 16) requires 16 digits (usually 0 to 9 and A to F).

1
1 (one, unit, unity) is a number, numeral, and grapheme. It is the first and smallest positive integer of the infinite sequence of natural numbers. This fundamental property has led to its unique uses in other fields, ranging from science to sports, where it commonly denotes the first, leading, or top thing in a group. 1 is the unit of counting or measurement, and represents a single thing. The representation of 1 evolved from ancient Sumerian and Babylonian symbols to the modern Arabic numeral. Linguistically, in English, "one" is a determiner for singular nouns and a gender-neutral pronoun.

In mathematics, 1 is the multiplicative identity, meaning that any number multiplied by 1 equals the same number. 1 is by convention not considered a prime number. In digital technology, 1 represents the "on" state in binary code, the foundation of computing. Philosophically, 1 symbolizes the ultimate reality or source of existence in various traditions.