hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Martin Lawrence Galleries
Martin Lawrence Galleries was founded in 1975 and operates nine fine art galleries in the United States specializing in original paintings, sculpture and limited-edition graphics.

Martin Lawrence's collection includes works of art by Andy Warhol, Pablo Picasso, Marc Chagall, Sam Francis, Takashi Murakami, Mark Kostabi, and Keith Haring.  Martin Lawrence Galleries is the publisher and representative for Erté, Robert Deyber, Liudmila Kondakova, Felix Mas, Douglas Hofmann, Philippe Bertho, Kerry Hallam, and René Lalonde.

The galleries have loaned work to museums, including works by Picasso, Chagall, Magritte, Calder, Warhol, Francis and other artists.

Takashi Murakami
Takashi Murakami (村上 隆, Murakami Takashi; born February 1, 1962) is a Japanese contemporary artist. He works in fine arts (such as painting and sculpture) as well as commercial media (such as fashion, merchandise, and animation) and is known for blurring the line between high and low arts. His work draws from the aesthetic characteristics of the Japanese artistic tradition and the nature of postwar Japanese culture. He has designed covers for several hip hop albums, namely Kanye West's Graduation (2007), Future's eponymous fifth studio album (2017), West and Kid Cudi's Kids See Ghosts (2018), and Juice Wrld's posthumous The Party Never Ends (2024).

Murakami is the founder and President of the art trading company Kaikai Kiki Co., Ltd. through which he manages several artists. He was the founder and organizer of the biannual art fair Geisai.
Choose Me (Rescue Me)
"Choose Me (Rescue Me)" is the sixth single by the English R&B band, Loose Ends from their first studio album, A Little Spice, and was released in 1984 by Virgin Records. The song reached number 59 in the UK Charts.

A Little Spice
A Little Spice is the debut album released by the English R&B band Loose Ends. The original UK version was released in 1984 (some early pressings list "1983").

The following year, an alternative version of the album, featuring "Hangin' on a String (Contemplating)" in place of "Feels So Right Now" and a re-ordered overall track listing was released for the U.S. market. This album reached number five on the U.S. R&B chart in 1985, while the single, "Hangin' on a String", became a number one hit on both the U.S. Dance and US R&B charts. It was a moderate hit on the  Billboard Hot 100 charts. It is featured in the popular video game Grand Theft Auto IV's fictional Soul/R&B radio station The Vibe 98.8. Between 1991 and 2009 the album sold an additional 126,000 copies in the United States according to Nielsen Soundscan seven years after its initial release. The album remains uncertified with overall sales unknown.
Hayli Gubbi
Hayli Gubbi (/haɪli ˈɡuːbi/ hy-lee goo-bee Amharic: ሃይሊ-ጉቢ, romanized: Haylē-Gubi) is a shield volcano located in the Afar Region of Ethiopia. It is the southernmost volcano of the Erta Ale Range. Until November 2025, there was no direct record of any eruptions of this volcano, although records of eruptions in the area are limited by the remoteness of the region. However, studies in 1969 and 1970 identified lava flows on Hayli Gubbi's southern flank that overflowed rock formations which had formed around 8200 years Before Present (BP), showing the volcano must have erupted some time more recently than 8250 years ago prior to 2025.

Before Present
Before Present (BP) or "years before present (YBP)" is a time scale used mainly in archaeology, geology, and other scientific disciplines to specify when events occurred relative to the origin of practical radiocarbon dating in the 1950s. Because the "present" time changes, standard practice is to use 1 January 1950 as the commencement date (epoch) of the age scale, with 1950 being labelled as the "standard year". The abbreviation "BP" has been interpreted retrospectively as "Before Physics", which refers to the time before nuclear weapons testing artificially altered the proportion of the carbon isotopes in the atmosphere, which scientists must account for when using radiocarbon dating for dates of origin that may fall after this year.

In a convention that is not always observed, many sources restrict the use of BP dates to those produced with radiocarbon dating; the alternative notation "RCYBP" stands for the explicit "radio carbon years before present".
Bridgeport, British Columbia
Bridgeport is a mostly industrial neighbourhood in Richmond, British Columbia. The neighbourhood is bound by the Fraser River to the north and west, the Agricultural Land Reserve to the east, and Bridgeport Industrial Park in the south. Bridgeport station is located in the west side of the neighbourhood, which is a major intermodal station on the Canada Line of the Vancouver SkyTrain, being the terminus of express buses that bring commuters to and from Delta and South Surrey. The population of Bridgeport is 3,897 as of 2020.

Bridgeport station (SkyTrain)
Bridgeport is an elevated station on the Canada Line of Metro Vancouver's SkyTrain rapid transit system. It is located in Richmond, British Columbia, Canada, south of Vancouver. The Canada Line branches outbound at this station, with one branch heading westward to YVR–Airport station at the Vancouver International Airport and the other heading south to Richmond–Brighouse station in the commercial centre of Richmond.
Dulcie Deamer
Mary Elizabeth Kathleen Dulcie Deamer (13 December 1890 – 16 August 1972) was a New Zealand-born Australian novelist, poet, journalist, and actress. She was a founder and committee member of the Fellowship of Australian Writers.

Fellowship of Australian Writers
The Fellowship of Australian Writers (FAW) is a collection or federation of state-based organizations aiming to support and promote the interests of Australian writers. It was established in Sydney in 1928, with the aim of bringing writers together and promoting their interests. The organisation played a key role in the establishment of the Australian Society of Authors in 1963, a national body and now the main professional organisation in Australia for writers of literary works.

As of 2023, the following state-based independent organisations carried the name: Fellowship of Australian Writers NSW Inc. (a continuation of the original), Fellowship of Australian Writers Queensland, Fellowship of Australian Writers Tasmania, Fellowship of Australian Writers (VIC) Inc., and the Fellowship of Australian Writers (WA) Inc.
New Church of the Theotokos
The New Church of the Theotokos, or New Church of the Mother of God, was a Byzantine church erected in Jerusalem by Emperor Justinian I (r. 527–565). Like the later Nea Ekklesia (Νέα Ἐκκλησία) in Constantinople, it is sometimes referred to in English as "the Nea" or the "Nea Church".

The church was completed in 543 but was severely damaged or destroyed during the Persian conquest of the city in 614. It was further used as a source of building material by the Umayyads a few decades later. Meager remains of the once huge church were discovered at excavations in the Old City's Jewish Quarter, with the southeast corner slightly protruding outside the 16th-century city walls.

Nea Ekklesia
The Nea Ekklēsia (Medieval Greek: Νέα Ἐκκλησία, "New Church"; known in English as "The Nea") was a church built by Byzantine Emperor Basil I the Macedonian in Constantinople between 876 and 880. It was the first monumental church built in the Byzantine capital after the Hagia Sophia in the 6th century, and marks the beginning of the middle period of Byzantine architecture. It continued in use until the Palaiologan period. Used as a gunpowder magazine by the Ottomans, the building was destroyed in 1490 after being struck by lightning. No traces of it survive, and information about it derives from historical accounts and depictions.
Shahjahanian
32°44′44″N 74°06′25″E﻿ / ﻿32.74556°N 74.10694°E﻿ / 32.74556; 74.10694

Shahjahanian (Urdu: شاہجہانیاں also spelled Shah Jahanian) is a village in Gujrat District, of Punjab, Pakistan. It is situated about 12 kilometers northeast of Gujrat city.

Gujrat, Pakistan
Gujrat (Punjabi: [ɡʊd͡ʒɾaːt̪]) is a city, located along the western bank of the Chenab River, in the northern region of Punjab, Pakistan. Located around the historic Gujrat Fort, it serves as the headquarters of its eponymous district and division. It is the 11th-most populous city in Punjab and the 16th in Pakistan, with an urban population of 574,240 in 2023. Having an industrial and export-oriented economy, Gujrat constitutes the "Golden Triangle of Punjab" alongside Sialkot and Gujranwala. It is also known for being the setting of the classical Punjabi folktale of Sohni Mahiwal.
Cobalt oleate
Cobalt oleate is an organometallic compound with the formula Co(C18H33O2)2. When cobalt oleate is added to non-polar solvents, the viscosity rapidly increases, and then continues increasing over time. This unusual viscosity effect is caused by the formation of a weak coordination complex with the solvent molecules.

Coordination complex
A coordination complex is a chemical compound consisting of a central atom or ion, which is usually metallic and is called the coordination centre, and a surrounding array of bound molecules or ions, that are in turn known as ligands or complexing agents.  Many metal-containing compounds, especially those that include transition metals (elements like titanium that belong to the periodic table's d-block), are coordination complexes.
Intrinsic metric
In the mathematical study of metric spaces, one can consider the arclength of paths in the space.  If two points are at a given distance from each other, it is natural to expect that one should be able to get from the first point to the second along a path whose arclength is equal to (or very close to) that distance.  The distance between two points of a metric space relative to the intrinsic metric is defined as the infimum of the lengths of all paths from the first point to the second.  A metric space is a length metric space if the intrinsic metric agrees with the original metric of the space.

If the space has the stronger property that there always exists a path that achieves the infimum of length (a geodesic) then it is called a geodesic metric space. For instance, the Euclidean plane is a geodesic space, with line segments as its geodesics. The Euclidean plane with the origin removed is not geodesic, but is still a length metric space.

Euclidean plane
In mathematics, a Euclidean plane is a Euclidean space of dimension two, denoted  or . It is a geometric space in which two real numbers are required to determine the position of each point. It is an affine space, which includes in particular the concept of parallel lines. It has also metrical properties induced by a distance, which allows to define circles, and angle measurement.

A Euclidean plane with a chosen Cartesian coordinate system is called a Cartesian plane.
The set  of the ordered pairs of real numbers (the real coordinate plane), equipped with the dot product, is often called the Euclidean plane or standard Euclidean plane, since every Euclidean plane is isomorphic to it.
Acrobasis minimella
Acrobasis minimella is a species of snout moth in the genus Acrobasis. It was described by Émile Louis Ragonot in 1889, and is known from the eastern United States.

The wingspan is about 17 mm.

The larvae feed on Quercus species, including Quercus marilandica, Quercus velutina, Quercus rubra, Quercus falcata, Quercus laevis and Quercus alba.

Quercus laevis
Quercus laevis, the turkey oak, is a member of the red oak group of oaks. It is native to the southeastern United States. The name turkey oak derives from the resemblance of the leaves to a turkey's foot. A Turkish and southern European species Quercus cerris is also commonly referred to as Turkey oak, so Quercus laevis is sometimes referred to as American turkey oak to distinguish it from the European species.
Gangala-na-Bodio Elephant Domestication Center
Gangala-na-Bodio (French: Centre de domestication des éléphants de Gangala-na-Bodio) was a colonial-era elephant-domestication station located in Gangala-na-Bodio, near Faradje in present-day Democratic Republic of the Congo. The Belgian project at Kira Vunga, Api and Gangala was the first attempt to domesticate African elephants for work. Pierre Offerman was instrumental in setting up the station.

Faradje
Faradje is a town in the Haut-Uele province of the Democratic Republic of the Congo and is the administrative center of Faradje Territory. It lies on the Dungu River.

It had a population of about 25,000 in 2009. It has dirt streets, a police station and a market. There is a small airstrip (code FZJK).

It lies at an elevation of 2,690 feet (820 m) above sea level.
Castleiney
Castleiney, officially Castleleiny (Irish: Caisleán Laighnigh), is a village in County Tipperary, Ireland. It is one half of the Roman Catholic parish of Loughmore-Castleiney. It lies within the barony of Eliogarty and is approximately 5 km from Templemore and 7 km from Loughmore. The village is connected to Templemore via the R433, R502 and L3205 roads.

R433 road (Ireland)
The R433 road is a regional road in Ireland linking Templemore, County Tipperary and Abbeyleix, County Laois.  It passes through the village of Clonmore, County Tipperary and Errill, County Laois and the towns of Rathdowney and Ballycolla, between which it forms junction 3 of the M8 Cork-Dublin motorway before terminating at Abbeyleix.

The road is 37 km (23 mi) long.
Arrondissement of Romorantin-Lanthenay
The arrondissement of Romorantin-Lanthenay is an arrondissement of France in the Loir-et-Cher department, in the Centre-Val de Loire region. It has 74 communes. Its population is 110,000 (2021), and its area is 2,670.9 km2 (1,031.2 sq mi).

Loir-et-Cher
Loir-et-Cher (/ˌlwɑːr eɪ ˈʃɛər/; French: [lwaʁ e ʃɛʁ] ⓘ) is a department in the Centre-Val de Loire region of France. It is named after two rivers which run through it, the Loir in its northern part and the Cher in its southern part. Its prefecture is Blois. The INSEE and La Poste gave it the number 41. It had a population of 329,470 in 2019.
Berbice Bridge
The Berbice Bridge is a pontoon bridge over the Berbice River near New Amsterdam in Guyana. The bridge is tolled and was opened on 23 December 2008.

With the completion of the Berbice Bridge, and the earlier completion of the Coppename Bridge in Suriname in 1999, the Courantyne River is the only river between the Guyanese capital of Georgetown and the Surinamese capital of Paramaribo still left without a bridge. This is may change in the future, with plans for a bridge on the Courantyne near South Drain.  The bridge doesn't have a pedestrian crossing.

It is owned by Berbice Bridge Company Incorporated and tolls are set by a Concession Agreement between the government and the company. In 2018, the government took over ownership of the bridge as a reaction to the 360% increase in toll, citing Sections 4 (1) and 11 of the Berbice River Bridge Act in the interest of public safety.

Courantyne River
The Courantyne River (/ˈkɜːrəntaɪn/ KUR-ən-tyne), also known as Corentyne and Corantijn (Dutch: [ˌkoːrɑnˈtɛin] ⓘ), is a river in northern South America in Suriname and Guyana. It is the longest river in the country and creates the border between Suriname and the East Berbice-Corentyne region of Guyana.

Its tributaries include Kutari River, Coeroeni River, New River, and Zombie Creek. In Suriname; Kabalebo River, Lucie River, Sipaliwini River, Kutari River.
Dimension PSI
Dimension PSI is a six-part German documentary series about paranormal phenomena. It first aired in 2003 on publicly owned television channel Das Erste. Each episode covers one paranormal topic respectively. Those are psychokinesis, ghosts, exorcism, telepathy, reincarnation and near death experiences.

Telekinesis
Telekinesis (from Ancient Greek  τηλε- (tēle-) 'far off' and  -κίνησις (-kínēsis) 'motion') (alternatively called psychokinesis) is a purported psychic ability allowing an individual to influence a physical system without physical interaction. Simply put, it is the moving or manipulating of objects with the mind, without directly touching them. Experiments to prove the existence of telekinesis have historically been criticized for lack of proper controls and repeatability. There is no reliable evidence that telekinesis is a real phenomenon, and the topic is generally regarded as pseudoscience.
Next Magazine (Hong Kong and Taiwan)
Next Magazine was an online Hong Kong weekly magazine from 1990 to 2021. Owned by Jimmy Lai, the magazine was the number one news magazine in both markets in terms of audited circulation and AC Nielsen reports. A Taiwanese version of Next Magazine was published from 2001 to 2018, and the online version of Taiwan's Next Magazine ended in 2020.

NielsenIQ
NIQ (also known as NielsenIQ, formerly known as ACNielsen or AC Nielsen) is a global marketing research firm, with worldwide headquarters in Chicago, Illinois, United States. The company has approximately 30,000 employees and operates in more than 100 countries. NIQ acquired German market research firm GfK in 2023.

Until March 2021, it was a part of Nielsen Holdings. Nielsen Holdings divested its consumer intelligence (by then known as NielsenIQ) business to private equity firm Advent International. The business later rebranded to NIQ.
El Vado Dam
El Vado Dam impounds the Rio Chama in the U.S. state of New Mexico, about 105 miles (169 km) north-northwest of New Mexico's largest city, Albuquerque and about 80 miles (130 km) northwest of the capital city of Santa Fe. The earth-filled structure forms El Vado Lake, a storage reservoir for the Middle Rio Grande Project, and has been designated as a New Mexico Historic Civil Engineering Landmark by the American Society of Civil Engineers.

American Society of Civil Engineers
The American Society of Civil Engineers (ASCE) is a tax-exempt professional body founded in 1852 to represent members of the civil engineering profession worldwide. Headquartered in Reston, Virginia, it is the oldest national engineering society in the United States. Its constitution was based on the older Boston Society of Civil Engineers from 1848.

ASCE is dedicated to the advancement of the science and profession of civil engineering and the enhancement of human welfare through the activities of society members. It has more than 143,000 members in 177 countries. Its mission is to provide essential value to members, their careers, partners, and the public; facilitate the advancement of technology; encourage and provide the tools for lifelong learning; promote professionalism and the profession; develop and support civil engineers.
Beverly Prosser Gelwick
Beverly Ann Prosser Gelwick (September 6, 1932 – July 21, 2023) was an American psychologist. She founded the counseling program at Stephens College, and was director of counseling services at the University of New Hampshire and at Bowdoin College. She held national leadership positions in professional organizations in her field.

Stephens College
Stephens College is a private women's college in Columbia, Missouri, United States. It is the second-oldest women's educational establishment that is still a women's college in the United States. It was founded on August 24, 1833, as the Columbia Female Academy.

In 1856, David H. Hickman helped secure the college's charter under the name The Columbia Female Baptist Academy. From 1937 to 1943, its Drama Department became renowned under its chairman and teacher, the actress Maude Adams, James M. Barrie's first American Peter Pan. The Warehouse Theater is a student-run performance venue on campus, while the major performance venue for the college is The Playhouse. The campus includes a National Historic District: Stephens College South Campus Historic District.

The college enrolled 593 students in the fall of 2021.
Coleman County Electric Cooperative
Coleman County Electric Cooperative, Inc. is a non-profit rural electric utility cooperative headquartered in Coleman, Texas.  The Cooperative was organized in 1937, and established under the federal Rural Electrification Act.  This Cooperative serves portions of eight counties in the state of Texas, in a territory generally surrounding the town of Coleman.  The eight counties are these:

Brown County, Texas

Callahan County, Texas

Coke County, Texas

Coleman County, Texas

Concho County, Texas

Runnels County, Texas

Taylor County, Texas

Tom Green County, Texas

As of 2023, the Cooperative has 3,780 miles of line and serves approximately 8,600 meters.  It is part of a federation of utility cooperatives called Touchstone Energy.

Brown County, Texas
Brown County is a county in central Texas. As of the 2020 census, the population was 38,095. Its county seat is Brownwood. The county was founded in 1856 and organized in 1858. It is named for Henry Stevenson Brown, a commander at the Battle of Velasco, an early conflict between Texans and Mexicans. The Brownwood, TX Micropolitan Statistical Area includes all of Brown County.
Protostar (EP)
Protostar (stylized in all caps) is an extended play (EP) marketed as the debut single of Japanese boy band JO1, formed through the reality competition show Produce 101 Japan. It also served as the lead single for their first studio album, The Star (2020). The single was released by Lapone Entertainment in three different editions on March 4, 2020, consisting of songs performed on the final episode of the show and three new songs. It features the participation of various South Korean songwriters and production teams such as KZ, Kim Seung-soo, Nthonious, KCKT, Ryan S. Jhun, Andrew Choi, and others.

Upon its release, the single earned the top spot on the Oricon Singles Chart and was certified Platinum by the Recording Industry Association of Japan. According to Oricon, JO1 was the seventh artist to sell over 300,000 copies of a debut single n its first week. The lead track, "Infinity", also topped the Billboard Japan Hot 100.

Andrew Choi
Andrew Choi (born December 25, 1980), is a South Korean singer and composer. He is best known for providing the singing voice for the character Jinu in the Netflix animation, KPop Demon Hunters (2025). He was previously known for working as a producer and composer under SM Entertainment and for finishing in third place on SBS's K-pop Star season 2.

He released his first album, Love Was Enough on May 27, 2013.
Ops Selamat
Ops Selamat (Operation Safe) (formerly Ops Sikap (Operation Attitude) and Ops Statik) is a traffic safety operation carried out by the Royal Malaysian Police to ensure safety on all roads in Malaysia during festive seasons such as Hari Raya Aidilfitri, Deepavali, Christmas Day and Chinese New Year. This operation began in 2001 and also involves the collaboration of the Malaysian Fire and Rescue Department, Malaysian Civil Defence Department, St. John Ambulance of Malaysia, Ministry of Health (Malaysia), Malaysian Road Transport Department (JPJ), Land Public Transport Commission (SPAD) and the National Anti-Drugs Agency (NADA).

National Anti-Drugs Agency
The National Anti-Drugs Agency (Malay: Agensi Antidadah Kebangsaan; abbreviated as NADA or AADK) is a Malaysian government agency tasked with combatting drugs and substance abuse in Malaysia. The agency also operates drugs rehabilitation centres throughout the country.