hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Neolithodes capensis
Neolithodes capensis, also known as cape stone crab, is a species of king crab that is found in the Southern Ocean and the western Indian Ocean. It has been found to a depth of 660–3,200 metres (2,170–10,500 ft). They have been found near Cape Point, around the Crozet and Kerguelen Islands in the subantarctic, and in the Bellingshausen Sea on the Antarctic continental slope. In 2006, the description of a very similar species from the Ross Sea, N. yaldwyni, introduced the possibility that records from the Antarctic and subantarctic are not N. capensis.

King crab
King crabs or stone crabs are marine decapod crustaceans of the family Lithodidae that are found chiefly in deep waters and are adapted to cold environments. They are composed of two subfamilies: Lithodinae, which tend to inhabit deep waters, are globally distributed, and comprise the majority of the family's species diversity; and Hapalogastrinae, which are endemic to the North Pacific and inhabit exclusively shallow waters. King crabs superficially resemble true crabs but are generally understood to be closest to the pagurid hermit crabs. This placement of king crabs among the hermit crabs is supported by several anatomical peculiarities which are present only in king crabs and hermit crabs, making them a prominent example of carcinisation among decapods. Several species of king crabs, especially in Alaskan and southern South American waters, are targeted by commercial fisheries and have been subject to overfishing.
Actiniidae
Actiniidae is the largest family of sea anemones, to which most common, temperate, shore species belong. Most members of this family do not participate in symbioses with fishes. Three exceptions are the bubble-tip anemone (with anemonefish and certain cardinalfish), snakelocks anemone (with Incognito goby) and Urticina piscivora (with painted greenling).

The systematics of Actiniidae is often quite difficult. The problem with identification of genera within this family is that most species are readily distinguishable when alive but when fixated lose their color and some other features. Arrangement of tentacles is important in defining genera for Actiniaria families. There may be one tentacle per space between mesenteries or there may be more than one tentacle between each two mesenteries. Members of the family Actiniidae have one tentacle per space.

Snakelocks anemone
The snakelocks anemone (Anemonia viridis) is a sea anemone found in the eastern Atlantic Ocean and the Mediterranean Sea. The latter population is however sometimes considered a separate species, the Mediterranean snakelocks anemone (A. sulcata).

The tentacles are usually a deep green color with purple tips. The green color is often attributed to the presence of symbiotic algae within the tentacles but is the result of the presence of green fluorescent protein which is present in corals, sea anemones, and some other cnidarians. The anemone tissue contains a symbiotic algae called zooxanthellae, which is necessary for the long-term survival of the sea anemone. When the numbers of algae diminish the anemone may appear dull grey. The algae need light to flourish, so snakelock anemones will be found in the sunniest pools. On average the snakelocks anemone is 8 cm wide.
Draginje
Draginje (Serbian Cyrillic: Драгиње) is a village in Serbia. It is situated in the Koceljeva municipality, in the Mačva District of Central Serbia. In 2002 the village had a Serb ethnic majority and a population of 1,701, this included 319 people from the Romani minority.  The football club FK Draginje hails from Draginje.

Koceljeva
Koceljeva (Serbian Cyrillic: Коцељева) is a village and municipality located in the Mačva District of western Serbia. According to the 2022 census results, the population of the village is 4,007, while population of the municipality is 11,148.
2010 NCAA Division I Men's Swimming and Diving Championships
The 2010 NCAA Division I Men's Swimming and Diving Championships were contested from March 26–28, 2010 at the McCorkle Aquatic Pavilion at Ohio State University in Columbus, Ohio at the 87th annual NCAA-sanctioned swim meet to determine the team and individual national champions of Division I men's collegiate swimming and diving in the United States.

Texas topped the team standings, finishing 30.5 points ahead of California. It was the Longhorns' tenth overall men's team title.

NCAA Division I men's swimming and diving championships
The NCAA Division I men's swimming and diving championships (formerly the NCAA University Division swimming and diving championships) are contested at an annual swim meet hosted by the National Collegiate Athletic Association to determine the individual and team champions of men's collegiate swimming and diving among its Division I members in the United States. It has been held every year since 1924, except 2020.

The meets take place in a 25-yard pool, except for the Division I meets in 2000 and 2004 which were swum in a 25-meter competition course.

Texas have been the most successful program, with 16 national titles.
Gordynia
Gordynia or Gortynia or Gortynion was a settlement reached in ancient Macedonia, in the southern valley of the Axios river, northeast of Bottiaea close to the Paionian border. Ptolemy places Gordenia (Γορδηνία), in his list of cities in Emathia, after Idomenae and before Edessa. Plinius (HN 4.34) gives the name in plural, Gordyniae. Stephanus of Byzantium calls it Gordynia and its ethnic noun Gordyniates. In Thucydides (2.100) Gortynia and Atalanta came to terms with the Thracian army of Sitalces, out of regard for Amyntas the son of Philip, the brother of Perdiccas II, who accompanied the expedition.

Hammond places Gortynion near to Axioupoli. M.B. Hatzopoulos, near to Vardarski Rid. Hammond relates the name with Cretan Gortys and the Bottiaeans who came from Crete. Photis Petsas, to Gordias, a Brygian/Phrygian name.

Gordynia is not attested in epigraphy.

Idomenae
Idomenae or Idomenai (Ancient Greek: Ἰδομεναί, possibly from Ἰδομενεύς - Idomeneus), also known as Eidomene (Εἰδομενή) or Idomene (Ἰδομένη), or Eidomenae or Eidomenai, or Idomenia, was a town of ancient Macedonia. The Tabula Peutingeriana places Idomenae between Stena and Tauriana; 12 m.p. from Stena, which in modern units is about 11 miles (18 km).
King's Scout (Scouts Association of Malaysia)
King's Scout (Malay: Pengakap Raja), also known as King's Scout Award (Malay: Anugerah Pengakap Raja), is the highest award of the Scouts Association of Malaysia (PPM). The King's Scout Certificate is signed by His Majesty the Yang di-Pertuan Agong of Malaysia and all the sultans in Malaysia.

King's Scout Award has the same status and level as Eagle Scout in the United States and Philippines, King's Scout in the United Kingdom, Australia and New Zealand, Dragon Scout in Hong Kong, President's Scout in Singapore, Pramuka Garuda in Indonesia, Tiger Scout in South Korea, Fuji Scout in Japan, Crown Scout in Belgium and the Netherlands, King's Scout in Thailand, King's Venturer Award in Canada and many more.

In order to qualify for this award, a scout candidate must obtain certain badges and must go through certain processes.

Tiger Scout (Korea Scout Association)
The Tiger Scout (Korean: 범스카우트) is the highest rank and award a Scout or Venture Scout can achieve in the Korea Scout Association.

The Tiger Scout Association of Korea is the organization of the members who have achieved the Tiger Scout award.
Edward D. Hoch
Edward Dentinger Hoch (February 22, 1930 – January 17, 2008) was an American writer of detective fiction.  Although he wrote several novels, he was primarily known for his vast output of over 950 short stories. He was one of the few American fiction writers of his generation who supported himself financially through short story publication, rather than novels or screenplays.

The Saint (Simon Templar)
The Saint is the nickname of the fictional character Simon Templar, featured in a series of novels and short stories by Leslie Charteris published between 1928 and 1963. After that date other authors collaborated with Charteris on books until 1983; two additional works produced without Charteris's participation were published in 1997. The character has also been portrayed in the franchise The Saint, which includes motion pictures, radio dramas, comic strips, comic books, and three television series.
Pelecyphora
Pelecyphora, pincushion cactus or foxtail cactus is a genus of cacti, comprising 20 species. They originate from Mexico and the United States.

Common species include the Missouri foxtail cactus P. missouriensis, widespread in grassland and forest west of the Mississippi, and the spinystar P. vivipara, distributed across the US and into Canada, first described by Nuttall in 1813.

Pelecyphora vivipara
Pelecyphora vivipara is a species of cactus known by several common names, including spinystar, viviparous foxtail cactus, pincushion cactus and ball cactus. It is native to North America, where certain varieties can be found from Mexico to Canada. Most of these varieties are limited to the Mojave and Sonoran Deserts. The species epithet "vivipara" was likely a reference to the plants tendency to produce offsets, or "pups", but there is no evidence that it is truly viviparous.
2018 Open BNP Paribas Banque de Bretagne
The 2018 Open BNP Paribas Banque de Bretagne was a professional tennis tournament played on hard courts. It was the eighth edition of the tournament which was part of the 2018 ATP Challenger Tour. It took place in Quimper, France between 29 January and 4 February 2018.

Open Quimper Bretagne
The Open Quimper Bretagne Occidentale (formerly Open BNP Paribas Banque de Bretagne) is a  professional tennis tournament part of the ATP Challenger Tour, played on indoor hardcourts. It is held annually in Quimper, France since 2011.
Aero Designs Pulsar
The Aero Designs Pulsar is an American two-seat, low wing, ultralight  and homebuilt aircraft that was designed by Mark Brown and first produced by Aero Designs of San Antonio, Texas, introduced in 1985. When it was available the Pulsar was supplied as a ready-to-fly aircraft and as a kitplane for amateur construction.

The aircraft was later produced by Skystar Aircraft of Nampa, Idaho and then by Pulsar Aircraft of El Monte, California. Each subsequent manufacturer introduced new variants.

Rotax 912
The Rotax 912 is a horizontally-opposed four-cylinder, naturally-aspirated, four-stroke aircraft engine with a  reduction gearbox. It features liquid-cooled cylinder heads and air-cooled cylinders. Originally equipped with carburetors, later versions are fuel injected. Dominating the market for small aircraft and kitplanes, Rotax produced its 50,000th 912-series engine in 2014.  Originally available only for light sport aircraft, ultralight aircraft, autogyros and drones, the 912-series engine was approved for certified aircraft in 1995.
Time and Tide (Greenslade album)
Time and Tide is the fourth studio album of the British progressive rock band Greenslade, released in 1975 on Warner Bros. Records. The artwork for the album cover is by Patrick Woodroffe. The album was released in the US on the Mercury Records label.

An edited version of "Catalan" was released as a single, with "Animal Farm" as the B-side, but both it and the album itself failed to chart.

The track "Gangsters" was used as the theme music for the BBC TV series of the same name. Originally written for a  Play for Today in 1974, Greenslade later added lyrics and it was recorded by Chris Farlowe and was used for the last series in 1978. It was included on the CD re-issue of Greenslade's solo Cactus Choir album.

Cactus Choir
Cactus Choir is the first solo album by British keyboardist Dave Greenslade, released in 1976 soon after the disbandment of his own eponymous band, Greenslade. His Greenslade bandmate Tony Reeves also plays on half of the album's tracks. The artwork for the cover is by Roger Dean.
Mii Parima
Mii Parima (16 January 1954 – 6 December 2008) was a Cook Islands politician, a member of the Cook Islands Parliament and a member of the Cook Islands Party.

Parima was born in Mangaia in the Cook Islands.  He was first elected to Parliament in the 1994 general election, and represented the constituency of Tamarua for 15 years.  Despite his long political career, he never held a cabinet post.

Parima's life ended in Auckland on 6 December 2008.

Cook Islands Party
The Cook Islands Party is a nationalist political party in the Cook Islands.  It was the first political party founded in the Cook Islands, and one of the two major parties of the islands' politics since 1965.

From 1999 until 2005, it sometimes participated in coalition governments. In the 2006 elections, it came runner-up and largest opposition party in the islands. The party won both the 2010 and 2014 elections and currently forms the government. As a result of the 2018 elections, it is the second largest party in the Cook Islands Parliament. The leader of the party is the Prime Minister Mark Brown.
SOS Design Festival
The SOS Design Festival is an annual graphics and product design festival held in Sarajevo, Bosnia and Herzegovina. It was established by the Academy of Fine Arts in cooperation with the National Gallery of Bosnia and Herzegovina and the International Council of Design. It is primarily an educational platform, while also being as an exhibitory event that was originally conceived by the students of the Department of Graphic and Product design of the Academy of Fine Arts in Sarajevo.

It is the largest student product design festival in the Balkans. Its mission is to give an opportunity to students of design and related fields from Bosnia and Herzegovina and other former Yugoslav countries to acquaint themselves with knowledge, new methods, trends and works of leading contemporary designers. It also provides a new form of supplementary education to students and professionals in the field of design and encourages the development and promotion of design in the former Yugoslavia.

Academy of Fine Arts Sarajevo
The Academy of Fine Arts Sarajevo (Bosnian: Akademija likovnih umjetnosti Sarajevo / Академија ликовних умјетности Сарајево, acronym: ALU) is a faculty within the University of Sarajevo in Sarajevo, Bosnia and Herzegovina, dedicated to the fine arts.

It was established in 1972 as an institution of higher education by eminent professors, scientists, and acclaimed artists who were educated primarily in Belgrade, Ljubljana, and Zagreb.
Asherah pole
An Asherah pole is a sacred tree or pole that stood near Canaanite religious locations to honor the goddess Asherah. The relation of the literary references to an asherah and archaeological finds of Judaean pillar-figurines has engendered a literature of debate.

The asherim (the Hebrew plural form) were also cult objects related to the worship of Asherah, the consort of either Ba'al or, as inscriptions from Kuntillet ‘Ajrud and Khirbet el-Qom attest, Yahweh, and thus objects of contention among competing cults. Most English translations of the Hebrew Bible translate asherim (Biblical Hebrew: אֲשֵׁרִים, romanized: ăšērim or אֲשֵׁרוֹת ăšēroṯ) to "Asherah poles".

Khirbet el-Qom
Khirbet el-Qom (Arabic: خربة الكوم) is an archaeological site in the village of al-Kum, West Bank, in the territory of the biblical Kingdom of Judah, between Lachish and Hebron, 14 km (8.7 mi) to the west of the latter.

Remains from the site dating to the Second Temple period include hundreds of Aramaic ostraca, what appears to be a 4th-century BCE shrine dedicated to Yahweh, and a burial cave featuring Hebrew inscriptions dating from the 1st century BCE to the 2nd century CE.
Theta correspondence
In mathematics, the theta correspondence or Howe correspondence is a mathematical relation between representations of two groups of a reductive dual pair. The local theta correspondence relates irreducible admissible representations over a local field, while the global theta correspondence relates irreducible automorphic representations over a global field.

The theta correspondence was introduced by Roger Howe in Howe (1979). Its name arose due to its origin in André Weil's representation theoretical formulation of the theory of theta series in Weil (1964). The Shimura correspondence as constructed by Jean-Loup Waldspurger in Waldspurger (1980) and Waldspurger (1991) may be viewed as an instance of the theta correspondence.

Admissible representation
In mathematics, admissible representations are a well-behaved class of representations used in the representation theory of reductive Lie groups and locally compact totally disconnected groups. They were introduced by Harish-Chandra.
San Giuseppe dei Teatini, Palermo
San Giuseppe dei Teatini is a Roman Catholic church on Via Vittorio Emanuele, at the southwest corner of the Quattro Canti, in the historic center of the city of Palermo, region of Sicily, Italy. The east flank of the nave faces the Fontana Pretoria, across the piazza from Santa Caterina. San Giuseppe is an example of the Sicilian Baroque in Palermo.

Fontana Pretoria
The Praetorian Fountain (Italian: Fontana Pretoria) is a monumental fountain located in Piazza Pretoria in the historic center of Palermo, region of Sicily, Italy. The fountain dominates the piazza on the west flank of the church of Santa Caterina, and is one block south of the intersection of the Quattro Canti. The fountain was originally built in 1544 in Florence by Francesco Camilliani, but was sold, transferred, and reassembled in Palermo in 1574.
Tarocco Siciliano
The Tarocco Siciliano is a tarot deck found in Sicily and is used to play Sicilian tarocchi. It is one of the three traditional Latin-suited tarot decks still used for games in Italy, the others being the more prevalent Tarocco Piemontese and the Tarocco Bolognese. The deck was heavily influenced by the Tarocco Bolognese and the Minchiate. It is also the only surviving tarot deck to use the Portuguese variation of the Latin suits of cups, coins, swords, and clubs which died out in the late 19th and early 20th centuries.

Tarocco Piemontese
The Tarocco Piemontese (Tarot of Piedmont) is a type of tarot deck of Italian origin. It is the most common tarot playing set in northern Italy, much more common than the Tarocco Bolognese. The most popular Piedmontese tarot games are Scarto, Mitigati, Chiamare il Re, and Partita which are played in Pinerolo and Turin. This deck is considered part of Piedmontese culture and appeared in the 2006 Winter Olympics closing ceremony held in Turin. As this was the standard tarot pack of the Kingdom of Sardinia, it was also formerly used in Savoy and Nice before their annexation by France. Additionally, it was used as an alternative to the Tarocco Siciliano in Calatafimi-Segesta, Sicily. Outside of Italy, it is used by a small number of players in Ticino, Switzerland and was used by Italian Argentines.

This deck is not related to the non-tarot Piemontesi deck which uses French-suited hearts, diamonds, spades, and clubs. As such, their cards are not interchangeable.
Ankersen
Ankersen is a Danish surname. Notable people with the surname include:

Jakob Ankersen (born 1990), Danish footballer

Peter Ankersen (born 1990), Danish footballer

Rasmus Ankersen (born 1983), Danish author and football director

Scandinavian family name etymology
Heritable family names were generally adopted rather late within Scandinavia. Nobility were the first to take names that would be passed on from one generation to the next. Later, clergy, artisans and merchants in cities took heritable names. Family names (surnames) were still used together with primary patronyms (father's name plus an affix denoting relationship), which were used by all social classes. This meant that most families until modern times did not have surnames. Scandinavian patronyms were generally derived from the father's given name with the addition of a suffix meaning 'son' or 'daughter' or by occupation like Møller - ( Miller ) naming tradition remained commonly used throughout the Scandinavian countries during the time of surname formation.
Forms of the patronymic suffixes include: -son, -sen, -fen, -søn, -ler, -zen, -zon/zoon, and -sson,'datter'.
Paterology
Paterology, or patriology, in Christian theology, refers to the study of God the Father. Both terms are derived from two Greek words: πατήρ (patḗr, father) and λογος (logos, teaching). As a distinctive theological discipline, within Theology proper, Paterology is closely related to Christology (study of Christ as God the Son) and Pneumatology (study of the Holy Spirit as God the Spirit).

Pneumatology
Pneumatology refers to a particular discipline within Christian theology that focuses on the study of the Holy Spirit. The term is derived from the Greek word Pneuma (πνεῦμα), which designates "breath" or "spirit" and metaphorically describes a non-material being or influence. The English term pneumatology comes from two Greek words: πνεῦμα (pneuma, spirit) and λόγος (logos, teaching about). Pneumatology includes study of the person of the Holy Spirit, and the works of the Holy Spirit. This latter category also includes Christian teachings on new birth, spiritual gifts (charismata), Spirit-baptism, sanctification, the inspiration of prophets, and the indwelling of the Holy Trinity (which in itself covers many different aspects). Different Christian denominations have different theological approaches on various pneumatological questions.
Goldman equation
The Goldman–Hodgkin–Katz voltage equation, sometimes called the Goldman equation, is used in cell membrane physiology to determine the resting potential across a cell's membrane, taking into account all of the ions that are permeant through that membrane.

The discoverers of this are David E. Goldman of Columbia University, and the Medicine Nobel laureates Alan Lloyd Hodgkin and Bernard Katz.

Fick's laws of diffusion
Fick's laws of diffusion describe diffusion and were first posited by Adolf Fick in 1855 on the basis of largely experimental results. They can be used to solve for the diffusion coefficient, D. Fick's first law can be used to derive his second law, which in turn is identical to the diffusion equation.

Fick's first law: Movement of particles from high to low concentration (diffusive flux) is directly proportional to the particle's concentration gradient.

Fick's second law: Prediction of change in concentration gradient with time due to diffusion.

A diffusion process that obeys Fick's laws is called normal or Fickian diffusion; otherwise, it is called anomalous diffusion or non-Fickian diffusion.
Armorial of the House of Nassau
This page shows the coats of arms, heraldic achievements, and heraldic flags of the House of Nassau.

Also included in the royal family section are the flags of the Dutch royal family. While not strictly a heraldic flag or a banner of arms, they are heavily influenced by heraldry. Flags of those born into the royal family feature a Nassau-blue cross on an orange field, while the colors are reversed for those who marry into the family. The males have near-square flags while those of females are swallowtailed. Elements of an individual's family coat of arms are also incorporated into the flags.

Engelbert II of Nassau
Engelbert II of Nassau, Engelbrecht in Dutch (17 May 1451 – 31 May 1504), was count of Nassau and Vianden and lord of Breda, Lek, Diest, Roosendaal, Nispen and Wouw. He was a soldier and courtier, for some time leader of the Privy council of the Duchy of Burgundy and a significant patron of the arts.