hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Trucco
Trucco (also called trucks, troco, or lawn billiards) is an Italian and later English lawn game, a form of ground billiards played with heavy balls, large-headed cues sometimes called tacks, a ring (also called the argolis or port), and sometimes an upright pin (the sprigg or king). The game was popular from at least the 17th century to the early 20th century, and was a forerunner of croquet, surviving for a few generations after the introduction of the latter.

Cue stick
A cue stick (simply cue, more specifically billiards cue, pool cue, or snooker cue) is an item of sporting equipment essential to the games of pool, snooker and carom billiards. It is used to strike a ball, usually the cue ball. Cues are tapered sticks, typically about 57–59 inches (about 1.5 m) long and usually between 16 and 21 ounces (450–600 g), with professionals gravitating toward a 19-ounce (540 g) average.  Cues for carom tend toward the shorter range, though cue length is primarily a factor of player height and arm length. Most cues are made of wood, but occasionally the wood is covered or bonded with other materials including graphite, carbon fiber or fiberglass.  An obsolete term for a cue, used from the 16th to early 19th centuries, is billiard stick.
Bergson (surname)
Bergson is a surname. Notable people with the surname include:

Abram Bergson (1914–2003), American economist

Brian Merritt Bergson (born 1964), American politician

Henri Bergson (1859–1941), French philosopher

Herb Bergson, American politician

Maria Bergson (1914–2009), architect

Michał Bergson (1820–1898), Polish composer and pianist

Moina Mathers (born Mina Bergson) (1865–1928), Swiss-born British artist and occultist

Peter Bergson, pseudonym of Zionist activist Hillel Kook (1915–2001)

Fictional characters:

Bill Bergson, boy detective created by Swedish writer Astrid Lindgren

Maria Bergson
Maria Bergson (1914 – March 19, 2009) was an American interior designer, industrial designer, and architect best known for revolutionizing commercial office design. She specialized in the design of commercial interiors including offices, banks, hotels, hospitals, stores and the design of furniture and lighting fixtures. She was the first woman designer to be published in Who's Who in America (1956). In 1990, she was inducted in Interior Design magazine's Interior Design Hall of Fame and recognized as a pioneer in contract interiors and speaking out of the importance of professionalism.
Kostas Skarvelis
Kostas Skarvelis (Greek: Κώστας Σκαρβέλης, 1880 – 8 April 1942) was a Greek composer of popular music, of the rembetiko (ρεμπέτικο) genre. He also wrote the lyrics for his songs and was an excellent guitar player, having participated in many recordings.

Rebetiko
Rebetiko (Greek: ρεμπέτικο, pronounced [re(m)ˈbetiko]), plural rebetika (ρεμπέτικα [re(m)ˈbetika]), occasionally transliterated as rembetiko or rebetico, is a term used to designate previously disparate kinds of urban Greek music which in the 1930s went through a process of musical syncretism and developed into a more distinctive musical genre. Rebetiko can be described briefly as the urban popular song of the Greeks, especially the poorest, from the late 19th century to the 1950s, and served as the basis for further developments in popular Greek music. The music, which was partly forgotten, was rediscovered during the so-called rebetika revival, which started in the 1960s and developed further from the early 1970s.

In 2017 rebetiko was added in the UNESCO Intangible Cultural Heritage Lists.
Hydroxylated lecithin
Hydroxylated lecithin is chemically modified lecithin. It is made by treating lecithin with hydrogen peroxide and an organic acid such as acetic or lactic acid. In the process, some of the organic acid becomes peroxy acid. The peroxy acid reacts with olefins in the fatty acid side chains creating intermediate epoxides. The epoxides react further with water, organic acid, or peroxy acid, to ultimately form vicinal diols. Because the natural fatty acid olefins have (Z)-configurations, the resulting vicinal diols have anti stereochemical configurations.

Fatty acids with hydroxyl groups on their hydrophobic tails are rare in nature. Compare hydroxylated lecithin to castor oil, which has 3 hydroxylated fatty acid chains in it. Hydroxyl groups give these oils unique polar properties that make them useful in a variety of applications, including cosmetics, pharmaceuticals, and foods.

Peroxy acid
A peroxy acid (often spelled as one word, peroxyacid, and sometimes called peracid) is an acid which contains an acidic −OOH group.  The two main classes are those derived from conventional mineral acids, especially sulfuric acid, and the peroxy derivatives of organic carboxylic acids.  They are generally strong oxidizers.
2019 NCAA Division II women's basketball tournament
The 2019 NCAA Division II women's basketball tournament involved 64 teams playing in a single-elimination tournament to determine the NCAA Division II women's college basketball national champion. It began on March 15, 2019, and concluded with the championship game on March 29, 2019.

The first three rounds were hosted by top-seeded teams in regional play. The eight regional winners met for the quarterfinal and semifinals, better known as the "Elite Eight" and "Final Four" respectively, and National Championship game at Alumni Hall in Columbus, Ohio. In the title game, Lubbock Christian defeated Southwestern Oklahoma State in double overtime to win their second Division II championship.

Southwestern Oklahoma State Bulldogs
The Southwestern Oklahoma State Bulldogs (also SWOSU Bulldogs) are the athletic teams that represent Southwestern Oklahoma State University, located in Weatherford, Oklahoma, in NCAA Division II intercollegiate sports. The Bulldogs compete as members of the Great American Conference for all 10 varsity sports.
First Choice: Piano Solo KKL Luzern
First Choice: Piano Solo KKL Luzern is a live solo piano album by Irène Schweizer. It was recorded at the Kultur- und Kongresszentrum Luzern in Lucerne, Switzerland on October 8, 2005, and was released in 2006 by Intakt Records.

Lucerne Culture and Congress Centre
Lucerne Culture and Congress Centre (German: Kultur- und Kongresszentrum Luzern, abbreviated KKL) is a multi-functional venue in Lucerne, Switzerland. Designed by French architect Jean Nouvel, the complex includes a concert hall, an art museum, conference facilities, and restaurants. The concert hall opened on 18 August 1998, and the full complex was inaugurated in March 2000. The structure features a roof measuring 100 by 100 metres and was designed with particular attention to acoustics. The Centre regularly hosts cultural events and serves as the central venue for the annual Lucerne Festival.
Kalchon station
Kalch'ŏn station is a railway station in Kalch'ŏl-li, Hanggu-guyŏk, Namp'o Special City, North Korea, on the P'yŏngnam Line of the Korean State Railway.

The station was opened by the Chosen Government Railway on 1 May 1924.

Nampo
Nampo (North Korean official spelling: Nampho; pronounced [nam.pʰo]), also spelled Namp'o, is a major city in North Korea which is the country's fourth-largest by population. The city is an important seaport in the country as it lies on the northern shore of the Taedong River estuary, 15 km east of the estuary's mouth. Formerly known as Chinnamp'o, it was a provincial-level "Directly Governed City" ("Chikhalsi") from 1980 to 2004, and was designated a "Special City" ("T'ŭkpyŏlsi", 특별시; 特別市) in 2010. Nampo is approximately 50 km southwest of Pyongyang, at the mouth of the Taedong River. Since North Korean independence, the city has developed a wide range of industry and has seen significant recent redevelopment.
1999 ATP Tour World Championships – Singles
Pete Sampras defeated Andre Agassi in the final, 6–1, 7–5, 6–4 to win the singles tennis title at the 1999 Tennis Masters Cup. It was his fifth and last Tour Finals title.

Àlex Corretja was the reigning champion, but did not qualify.

Àlex Corretja
Àlex Corretja Verdegay (Catalan pronunciation: [ˈaləks kuˈrɛdʒə βəɾðəˈɣaj]; born 11 April 1974) is a Spanish former professional tennis player. He was ranked world No. 2 in men's singles by the Association of Tennis Professionals (ATP) in 1999. Corretja won 17 ATP Tour singles titles, including the 1998 ATP World Tour Championships, and Masters titles at the 1997 Italian Open and 2000 Indian Wells Masters. He was twice a major runner-up at the French Open, in 1998 and 2001. Corretja played a key role in helping Spain win its first Davis Cup title in 2000. Corretja is one of only two players who are undefeated against Rafael Nadal after playing more than one match with him (the other being Dustin Brown), holding a 2–0 head-to-head record.

Post-retirement, Corretja became  Andy Murray's temporary coach for the duration of the 2008 clay-court season, resuming the role on a permanent basis between 2009 and 2011. In 2012 and 2013, he coached the Spanish Davis Cup team.
A Man and His Music – Part II
A Man and His Music – Part II is a 1966 television special starring Frank Sinatra, accompanied by the orchestras of Nelson Riddle and Gordon Jenkins, and also featuring Nancy Sinatra.

It was the sequel to the previous years special A Man and His Music. It was followed up by A Man and His Music + Ella + Jobim in 1967.

Gordon Jenkins
Gordon Hill Jenkins (May 12, 1910 – May 1, 1984) was an American arranger, composer, and pianist who was influential in popular music in the 1940s and 1950s. Jenkins worked with The Andrews Sisters, Johnny Cash, The Weavers, Frank Sinatra, Louis Armstrong, Judy Garland, Nat King Cole, Billie Holiday, Harry Nilsson, Peggy Lee and Ella Fitzgerald.
Kasu Mahesh Reddy
Kasu Mahesh Reddy (born 9 September 1975) is an Indian politician from Andhra Pradesh. He was an MLA of YSR Congress Party from Gurazala Assembly Constituency in Guntur district. He won the 2019 Andhra Pradesh Legislative Assembly Election. He is nominated by YSR Congress Party to contest the Gurazala seat again in the 2024 Andhra Pradesh Legislative Assembly Election. He is the 3rd Generation Politician in Kasu Family.

Gurazala Assembly constituency
Gurazala Assembly constituency is a constituency in Palnadu district of Andhra Pradesh that elects representatives to the Andhra Pradesh Legislative Assembly in India. It is one of the seven assembly segments of Narasaraopet Lok Sabha constituency.

Yarapathineni Srinivasa Rao is the current MLA of the constituency, having won the 2024 Andhra Pradesh Legislative Assembly election from Telugu Desam Party. As of 2019, there are a total of 268,469 electors in the constituency. The constituency was established in 1955, as per the Delimitation Orders (1955).
Canadian National 47
Canadian National 47 is a preserved X-10-a class 4-6-4T type tank locomotive, located at Steamtown National Historic Site (NHS) in Scranton, Pennsylvania, United States. It is one of only three preserved CN 4-6-4Ts (No. 49 at the Canadian Railway Museum in Delson, Quebec, Canada, and CN No. 46 at Vallée-Jonction, Quebec) and is the only Baltic-type suburban tank locomotive remaining in the United States.

Delson
Delson is an off-island suburb (South shore) of Montreal, Quebec, Canada. It is situated 8 mi/13 km SSE of Montreal within the regional county municipality of Roussillon in the administrative region of Montérégie. The population as of the Canada 2021 Census was 8,328.

On its small territory, Delson is crossed by Route 132 and the Turtle River (Rivière de la Tortue). The city owns a portion of the Champlain industrial park as well as the Delson commuter train station with service to and from Montreal on the AMT's Candiac Line.
Limitless (Burns song)
"Limitless" is a song performed by British record producer Burns, released in the United Kingdom on 10 May 2013, as a digital download on iTunes. The song features English singer Clare Maguire and was written by Maguire and Burns.

Burns (musician)
Matthew James Burns (born 31 October 1985), known mononymously as Burns (stylised in all caps), is an English DJ, record producer and songwriter. His recent writing and production credits include Lady Gaga, Ariana Grande, Ellie Goulding, Calvin Harris, Sam Smith, A$AP Rocky, Britney Spears, Teddy Swims, PARTYNEXTDOOR, Charli xcx, and others.
Arrondissements of the Yonne department
The 3 arrondissements of the Yonne department are:

Arrondissement of Auxerre, (prefecture of the Yonne department: Auxerre) with 170 communes. The population of the arrondissement was 161,976 in 2021.

Arrondissement of Avallon, (subprefecture: Avallon) with 135 communes. The population of the arrondissement was 40,732 in 2021.

Arrondissement of Sens, (subprefecture: Sens) with 118 communes. The population of the arrondissement was 130,677 in 2021.

Sens
Sens (French pronunciation: [sɑ̃s] ⓘ) is a commune in the Yonne department in Bourgogne-Franche-Comté in north-central France, 120 km southeast from Paris.

Sens is a sub-prefecture and the second largest city of the department, the sixth largest in the region. It is crossed by the Yonne and the Vanne, which empties into the Yonne here. At the last census of 2021, the municipality had 27,034 inhabitants. Its inhabitants are called les Senonese in French.

The city was rewarded with the distinction of Grand Prix et quatre fleurs in 2007 at Concours des villes et villages fleuris.
Canna (unit)
Canna (pl. canne; proper meaning in Italian: Cane) was an ancient Italian unit of length, which differed from place to place.

Capua: 2.1768707 m (9th – 15th centuries)

Republic of Genoa: 2.49095 m

Kingdom of Naples:
canna:  2.1163952 m (edict of 6 April 1480)
canna:  2.6455026 m (law of 6 April 1840)
field surveying canna: 6.998684 m² (law of 6 April 1840)

Romagna: 1.9928 m

Sicily: 2.062 m

Tuscany
field surveying canna, a.k.a. 5 "braccia" long "pertica": 2.9183 m
canna (fabric): 0.58366 m

Rome
canna (architecture): 2.234 m
commercial canna: 1.992 m

Teramo: 3.17 m

Malta: 2.08 m (2 yd, 10 in)

Teramo
Teramo (Italian pronunciation: [ˈtɛːramo] ⓘ; Abruzzese: Tèreme [ˈtɛːrəmə]) is a city and comune in the Italian region of Abruzzo, the capital of the province of Teramo.

The city, 150 kilometres (93 miles) from Rome, is situated between the highest mountains of  the Apennines (Gran Sasso d'Italia) and the Adriatic coast. The town is located by the confluence of the Vezzola and Tordino rivers,  on a hillside area where the terrain features along with the Mediterranean climate make the territory rich in vineyards and olive groves.

The economy of the town is mostly based on activities connected with agriculture and commerce, as well as a sound industrial sector: textiles, foods, engineering, building materials and ceramics.  Teramo can be reached from the A14 and the A24 motorways.
Kāmohoaliʻi
In Hawaiian religion, Kamohoaliʻi is a shark god and a brother of Kāne Milohaʻi, Pele, Kapo, Nāmaka, and Hiʻiaka. He is also the father of Nanaue.

Kamohoaliʻi swam in the area around the islands of Maui and Kahoolawe. When a ship was lost at sea, Ka-moho-aliʻi shook his tail in front of the fleet and the kahuna would feed him awa, a narcotic drink, and Kamohoaliʻi would guide the men home. He is sometimes said to have guided the ships of the original inhabitants of Hawaii from the mainland to their island home in this way.

Kamohoaliʻi had the power to take on the form of any fish and is believed to own multiple underwater caves beneath the ocean where he dwells.

Hiʻiaka
In Hawaiian religion, Hiʻiaka is a daughter of Haumea and Kāne.

Hiʻiakaikapoliopele is the Hawaiian patron goddess of hula dancers, chant, sorcery, and medicine. Born in Tahiti and brought by her sister to Hawaii Pelehonuamea, Hi'iaka is also known as the goddess of hula. She played a significant role in the story of Lohi'au, where she embarked on a dangerous journey to bring him to Pele. Throughout her quest, Hi'iaka discovered her powers as a healer of land, making it fertile and causing growth. She also defeated many monsters and faced various challenges with the help of companions and gifts from Pele. In the end, after Pele destroyed Hi'iaka's sacred forest and lover, Lohi'au was given the choice of who to be with, resulting in different versions of the legend's conclusion. Hiʻiaka had multiple sisters, and together they represented various aspects of nature and life in Hawaii.
Fucsia
Fucsia (Spanish: Fuchsia) is a Colombian-based monthly magazine. It is the leading women's fashion magazine in Colombia. The magazine was launched in 2004 and is the Colombian edition of an Ecuadorian magazine with the same name. It is owned by the Publicaciones Semana S.A. As of 2014 Lila Ochoa was the director of the magazine.

Fashion journalism
Fashion journalism is a component of fashion media, with a focus on writing and photojournalism. Fashion journalists write about and critique fashion events and trends as well as cultivate and maintain relationships with stylists and designers. Fashion journalists are either employed full-time by a publication, or submit articles on a freelance basis. Fashion photography, which supplanted fashion illustration in the 1900s, is a type of photojournalism used in fashion journalism. The Internet has given rise to several outlets for amateur fashion journalism, such as blogs and vlogs.
122nd Territorial Defense Brigade (Ukraine)
The 122nd Territorial Defense Brigade (Ukrainian: 122-га окрема бригада територіальної оборони) is a military formation of the Territorial Defense Forces of Ukraine in Odesa Oblast. It is part of Operational Command South.

Bolhrad
Bolhrad (Ukrainian: Болград, romanized: Bolhrad, pronounced [bolˈɦrɑd]; Bulgarian: Болград, romanized: Bolgrad; Romanian: Bolgrad, Gagauz: Bolgrad) is a small city in Odesa Oblast (province) of southwestern Ukraine, in the historical region of Budjak. It is the administrative center of Bolhrad Raion (district) and hosts the administration of Bolhrad urban hromada, one of the hromadas of Ukraine. Population: 14,818 (2022 estimate).
Richard Q. Twiss
Richard Quintin Twiss (24 August 1920 – 20 May 2005)  was a British astronomer. He is known for his work on the Hanbury Brown and Twiss effect with Robert Hanbury Brown. It led to the development of the Hanbury Brown-Twiss intensity interferometer in the UK in 1954. Their work appeared to contradict the established beliefs about quantum interference, and he and Brown received the Eddington Medal of the Royal Astronomical Society for it in 1968.

Wave interference
In physics, interference is a phenomenon in which two coherent waves are combined by adding their intensities or displacements with due consideration for their phase difference. The resultant wave may have greater amplitude (constructive interference) or lower amplitude (destructive interference) if the two waves are in phase or out of phase, respectively.
Interference effects can be observed with all types of waves, for example, light, radio, acoustic, surface water waves, gravity waves, or matter waves as well as in loudspeakers as electrical waves.
Koblenz railway station (Switzerland)
Koblenz railway station (German: Bahnhof Koblenz) is a railway station in the Swiss canton of Aargau and municipality of Koblenz. The station is located at junction of the Turgi to Waldshut railway line with the Winterthur to Koblenz line and the freight only Koblenz to Stein-Säckingen line.

Koblenz station should not be confused with Koblenz Dorf station, which is situated rather closer to the centre of Koblenz.

Because Koblenz is situated between the Aar and Rhine rivers at their confluence, the station is adjacent to two major railway bridges. The Waldshut–Koblenz Rhine railway bridge carries the Turgi to Waldshut line across the Rhine into Germany, whilst the Koblenz Aar railway bridge carries the line to Stein Säckingen over the river Aar.

Aare
The Aare (Swiss Standard German: [ˈaːrɛ] ⓘ) or Aar (Swiss Standard German: [aːr] ⓘ) is the main tributary of the High Rhine (its discharge even exceeds that of the latter at their confluence) and the longest river that both rises and ends entirely within Switzerland.

Its total length from its source to its junction with the Rhine comprises about 295 kilometres (183 mi), during which distance it descends 1,565 m (5,135 ft), draining an area of 17,779 km2 (6,865 sq mi), almost entirely within Switzerland, and accounting for close to half the area of the country, including all of Central Switzerland.

There are more than 40 hydroelectric plants along the course of the Aare.

The river's name dates to at least the La Tène period, and it is attested as Nantaror "Aare valley" in the Berne zinc tablet.

The name was Latinized as Arula/Arola/Araris.
Mananpur, Jehanabad
Mananpur (Hindi:मननपुर) is a village, which comes under Okari block in Jehanabad District of Bihar State in India. It is located 5 km from Bandhuganj and at 3.5 km from Telhara tadpar. The village, situated about 9.3 km east of Kako, has a population of around 1637.

Jehanabad district
Jehanabad district is one of the thirty-eight districts of Bihar state, India.  Jehanabad town is the administrative headquarters of this district. Jehanabad district is a part of Magadh Division, and is located on the confluence of two small rivers called Dardha and Yamunaiya.
Hypertranscendental number
A complex number is said to be hypertranscendental if it is not the value at an algebraic point of a function which is the solution of an algebraic differential equation with coefficients in  and with algebraic initial conditions.

The term was introduced by D. D. Morduhai-Boltovskoi in "Hypertranscendental numbers and hypertranscendental functions" (1949).

The term is related to transcendental numbers, which are numbers which are not a solution of a non-zero polynomial equation with rational coefficients. The number  is transcendental but not hypertranscendental, as it can be generated from the solution to the differential equation .

Any hypertranscendental number is also a transcendental number.

E (mathematical constant)
The number e is a mathematical constant, approximately equal to 2.71828, that is the base of the natural logarithm and exponential function. It is sometimes called Euler's number, after the Swiss mathematician Leonhard Euler, though this can invite confusion with Euler numbers, or with Euler's constant, a different constant typically denoted . Alternatively, e can be called Napier's constant after John Napier. The Swiss mathematician Jacob Bernoulli discovered the constant while studying compound interest.

The number e is of great importance in mathematics, alongside 0, 1, π, and i. All five appear in one formulation of Euler's identity  and play important and recurring roles across mathematics. e is irrational, meaning that it cannot be represented as a ratio of integers. Moreover, like the constant π, it is transcendental, meaning that it is not a root of any non-zero polynomial with rational coefficients. To 30 decimal places, the value of e is: