hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Tomo Yanagishita
Tomo Yanagishita (柳下 大, Yanagishita Tomo; born June 3, 1988) is a Japanese former actor. He was a member of the acting group D-Boys. Yanagishita joined the unit D-Date (D☆DATE) of the same agency as a new member. It was announced at the last performance of the live tour in Tokyo Dome City Hall on June 29, 2012.

D-Boys
D-Boys (stylized as D-BOYS) is a Japanese acting troupe affiliated with Watanabe Entertainment. The D in the group's name stands for "Drama" (acting work), "Dream", "Debut", "Discovery" and "Development" (growth and advancement).

Although the D-Boys are promoted as a group and members occasionally work together on the same projects, each actor develops his career independently from his fellow members in their own television, cinema and theatre projects. New D-Boys members are regularly selected through public audition events with interactive participation of fan club members.
42nd Home Guard Infantry Division
The 42nd Home Guard Infantry Division (Croatian: 42. domobranska pješačka divizija, also 42. Honved Inf. Division), nicknamed the Devil's Division (Vražja divizija), was an infantry division of the Royal Croatian Home Guard within the Austro-Hungarian Army during World War I. Composed primarily of Croatian troops, the division was deployed on multiple fronts, including Serbia, Galicia, the Russian front, and the Italian Front.

Royal Croatian Home Guard
The Royal Croatian Home Guard (Croatian: Kraljevsko hrvatsko domobranstvo, Hrvatsko-slavonsko domobranstvo or Kraljevsko hrvatsko-ugarsko domobranstvo, often  simply Domobranstvo or Domobran in singular, in German: Croatisch-Slawonische Landwehr) was the Croatian-Slavonian army section of the Royal Hungarian Landwehr (Hungarian: Magyar Királyi Honvédség), which existed from 1868 to 1918. The force was created by decree of the Croatian Parliament on December 5, 1868, as a result of the Croatian–Hungarian Settlement.

The settlement specified four conditions:

Croats would serve their military service within Croatia

Military training would be conducted in Croatian

Cadet and Domobran academies would be formed

Croatian military units could take on Croatian names
Gran Hamada
Hiroaki Hamadeh (浜田 広秋, Hamada Hiroaki), better known by his ring name Gran Hamada (グラン浜田, Guran Hamada; November 27, 1950 – February 15, 2025), was a Japanese professional wrestler, the first to adopt the high-flying Mexican lucha libre style. He wrestled for New Japan Pro-Wrestling, the Universal Wrestling Federation, Michinoku Pro, and All Japan Pro Wrestling and was the founder of Universal Lucha Libre. He also had stints with the World Wrestling Federation and Extreme Championship Wrestling in the United States. His daughters Xóchitl Hamada and Ayako Hamada are professional Japanese-Mexican wrestlers.

Xóchitl Hamada
Xóchitl Guadalupe Hamada Villarreal (ソーチル・グアダルーペ・ハマダ・ビジャレアル, Sōchiru Guadarūpe Hamada Bijarearu; ring name: ソチ浜田, Sochi Hamada; born May 1, 1970) is a Japanese Mexican semi-retired Luchadora or  professional wrestler. She is the daughter of Japanese professional wrestler Gran Hamada, the sister of wrestler Ayako Hamada and the sister-in-law of Tiger Mask IV. Hamada was once married to Mexican wrestler Silver King and is currently married to Mexican wrestler Pentagon Black. Hamada has worked for most of her professional wrestling career in Mexico, making occasional appearances in her father's home country of Japan. Xóchitl Hamada has worked for Mexico's two largest wrestling companies, Consejo Mundial de Lucha Libre (CMLL) and Asistencia Asesoría y Administración (AAA). She has held the CMLL World Women's Championship and was the first AAA Reina de Reinas (Spanish for "Queen of Queens").
Data product
In data management and product management, a data product is a reusable, active, and standardized data asset designed to deliver measurable value to its users, whether internal or external, by applying the rigorous principles of product thinking and management. It comprises one or more data artifacts (e.g., datasets, models, pipelines) and is enriched with metadata, including governance policies, data quality rules, data contracts, and, where applicable, a software bill of materials (SBOM) to document its dependencies and components. Ownership of a data product is aligned to a specific domain or use case, ensuring accountability, stewardship, and its continuous evolution throughout its lifecycle. Adhering to the FAIR principles – findable, accessible, interoperable, and reusable – a data product is designed to be discoverable, scalable, reusable, and aligned with both business and regulatory standards, driving innovation and efficiency in modern data ecosystems.

Data contract
In data management, a data contract is an agreement between data producers and data consumers. It contains a detailed schema creating a link between business (logical representation of the data) and technology (its physical implementation). A data contract also describes advanced metadata, such as data quality rules, SLA, and behavior. Data contracts can take several forms, but YAML is very common.

The Linux Foundation project Bitol has published a data contract standard called Open Data Contract Standard (ODCS). Its current version is 3.0.2.
Half Moon Investigations
Half Moon Investigations is a novel by the Irish author Eoin Colfer. It was first published in United States in March 2006 and was released in the UK and Ireland on 1 June 2006. The paperback edition was released in the UK on 5 July 2007. It has also been adapted as a television series starring Sebastian Charles & Rory Elrick, which aired on the BBC from January 2009.

Half Moon Investigations (TV series)
Half Moon Investigations is a children's crime/comedy drama television series created by the BBC and based upon the novel of the same name by the author Eoin Colfer. It concerns a schoolboy, Fletcher Moon, who spends much of his spare time solving petty crimes around his school, St Jerome's. 13 episodes were first broadcast between January and March 2009. The series was filmed in and around a disused secondary school as well as a Centre for adults with special needs located in Bellshill, North Lanarkshire.
Slender West Lake
Slender West Lake, also known by its Chinese name Shouxihu and by other names, is a scenic lake in Hanjiang District in central Yangzhou, China. The lake developed from the city moats of Tang-era Yangzhou. During the Qing dynasty, its banks were the site of numerous estates for the area's wealthy officials and salt merchants. The lake and some of its attractions have been restored as a national park and AAAAA tourist attraction, requiring a ticket for admission and open only from 7 am to 6 pm.

Hanjiang District, Yangzhou
Hanjiang District is one of the three districts of Yangzhou, Jiangsu Province, in eastern China. It is one of the two districts (along with Guangling District) that divide the prefecture's urbanized core. It includes roughly the western half of Yangzhou's central city and adjacent suburbs. The Yangtze River and the Grand Canal of China serve as the district's principal southern and eastern borders.

In the past, the northern part of Yangzhou's main urban area constituted the separate Weiyang District but, in late 2011, Weiyang District was abolished and merged into Hanjiang.
Mebutamate
Mebutamate (Capla, Dormate) is an anxiolytic and sedative drug with antihypertensive effects of the carbamate class. It has effects comparable to those of barbiturates such as secobarbital, but is only around 1/3 the potency of secobarbital as a sedative. Side effects include dizziness and headaches.

Mebutamate is one of many GABAergic drugs which act via allosteric agonism of the GABAA receptor at the β-subreceptor similar to barbiturates. In contrast, benzodiazepines act at the α-subreceptor. As such, carbamates and barbiturates, possess analgesic properties  while the benzodiazepine class of drugs are strictly psychoactive.

Other carbamates with the same mechanism of action and pharmacological properties include meprobamate, carisoprodol, felbamate, and tybamate.

Meprobamate
Meprobamate—marketed as Miltown by Wallace Laboratories and Equanil by Wyeth, among others—is a carbamate derivative used as an anxiolytic drug. It was the best-selling minor tranquilizer for a time, but has largely been replaced by the benzodiazepines due to their wider therapeutic index (lower risk of toxicity at therapeutically prescribed doses) and lower incidence of serious side effects.
WILI-FM
WILI-FM (98.3 FM, "Hit Music i-98.3") is a radio station broadcasting a Top 40 format. Licensed to the village of Willimantic, Connecticut, it serves eastern Connecticut.  It is the sister station to WILI (1400 AM). The station is currently owned by Hall Communications, Inc. The studios are located on Main Street in Willimantic, near the Willimantic Footbridge.

WILI (AM)
WILI (1400 kHz) is an AM radio station in Willimantic, Connecticut, broadcasting at a power of 1,000 watts, full-time. WILI's programming is also heard on translator station W237EL (95.3 FM). It is affiliated with ABC News Radio, the Red Sox Radio Network, and the UConn Basketball and Football Networks. Its sister station is WILI-FM (98.3). The station is owned by Hall Communications, Inc. and its studios are located on Main Street in Willimatic, near the Willimantic Footbridge.
Attar of Nishapur
Faridoddin Abu Hamed Mohammad Attar Nishapuri (Persian: فریدالدین ابوحامد محمد عطار نیشابوری; c. 1145 – c. 1221), better known by his pen-names Faridoddin (فریدالدین) and Attar of Nishapur (عطار نیشاپوری, Attar means apothecary), was a Persian poet, theoretician of Sufism, and hagiographer from Nishapur who had an immense and lasting influence on Persian poetry and Sufism. He wrote a collection of lyrical poems and number of long poems in the philosophical tradition of Islamic mysticism, as well as a prose work with biographies and sayings of famous Muslim mystics. The Conference of the Birds, Book of the Divine, and Memorial of the Saints are among his best known works.

The Conference of the Birds
The Conference of the Birds or Speech of the Birds (Arabic: منطق الطیر, Manṭiq-uṭ-Ṭayr, also known as مقامات الطیور Maqāmāt-uṭ-Ṭuyūr; 1177) is a Persian poem by Sufi poet Farid ud-Din Attar, commonly known as Attar of Nishapur. The title is taken directly from the Qur’an, 27:16, where Sulayman (Solomon) and Dāwūd (David) are said to have been taught the language, or speech, of the birds (manṭiq al-ṭayr).
David Horowitz
David Joel Horowitz (January 10, 1939 – April 29, 2025) was an American conservative writer and activist. He was a founder and president of the David Horowitz Freedom Center (DHFC); editor of the Center's website FrontPage Magazine; and director of Discover the Networks, a website that tracks individuals and groups on the political left. Horowitz also founded the organization Students for Academic Freedom.

Horowitz wrote several books with author Peter Collier, including four on prominent 20th-century American families. He and Collier collaborated on books about cultural criticism. Horowitz worked as a columnist for Salon.

From 1956 to 1975, Horowitz was an outspoken adherent of the New Left. He later rejected progressive ideas and became a defender of neoconservatism. Horowitz recounted his ideological journey in a series of retrospective books, culminating with his 1996 memoir Radical Son: A Generational Odyssey.

Peter Collier (writer)
Peter Anthony Dale Collier (/ˈkɒliər/; June 2, 1939 – November 1, 2019) was an American writer and publisher. He was the founding publisher of conservative Encounter Books in California and held that position from 1998 until he resigned in 2005. The company moved from San Francisco to New York City, and Collier was replaced as publisher by Roger Kimball.

With David Horowitz, Collier wrote many books that made The New York Times Best Seller list and was described by the New York Times Book Review as "the premier biographer of American dynastic tragedy." His book Medal of Honor: Profiles of Valor Beyond the Call of Duty (2003) profiled living recipients of the Medal.
Evolutionary acquisition of neural topologies
Evolutionary acquisition of neural topologies (EANT/EANT2) is an evolutionary reinforcement learning method that evolves both the topology and weights of artificial neural networks. It is closely related to the works of Angeline et al. and Stanley and Miikkulainen. Like the work of Angeline et al., the method uses a type of parametric mutation that comes from evolution strategies and evolutionary programming (now using the most advanced form of the evolution strategies CMA-ES in EANT2), in which adaptive step sizes are used for optimizing the weights of the neural networks.  Similar to the work of Stanley (NEAT), the method starts with minimal structures which gain complexity along the evolution path.

Neuroevolution of augmenting topologies
NeuroEvolution of Augmenting Topologies (NEAT) is a genetic algorithm (GA) for generating evolving artificial neural networks (a neuroevolution technique) developed by Kenneth Stanley and Risto Miikkulainen in 2002 while at The University of Texas at Austin. It alters both the weighting parameters and structures of networks, attempting to find a balance between the fitness of evolved solutions and their diversity. It is based on applying three key techniques: tracking genes with history markers to allow crossover among topologies, applying speciation (the evolution of species) to preserve innovations, and developing topologies incrementally from simple initial structures ("complexifying").
Tamil Nadu Badminton Association
Tamil Nadu Badminton Association (TNBA) is the central governing body of badminton in Tamil Nadu formed as back as late 1960’s. TNBA current president is Anbumani Ramadoss and the Secretary is V.E.Arunachalam. TNBA is duly recognized by Badminton Association of India. It is headquartered in Chennai, Tamil Nadu.

Badminton Association of India
Badminton Association of India, is the governing body of badminton in India. The association, which was formed in 1934, is registered under the societies act. The body has been hosting annual national-level badminton tournaments in India since 1936.

BAI has 28 state members that conduct badminton tournaments and have a two-times voting power compared to the affiliate members, who do not conduct tournaments and have a single vote in the association. It is headquartered in New Delhi, India.
Spencer Gifts
Spencer Gifts LLC, doing business as Spencer's, is an American mall retailer with over 600 stores in the United States and Canada. Its stores specialize in novelty and gag gifts, and also sell clothing, brand merchandise, sex toys, room decor, collectible figures, fashion and body jewelry, and fantasy and horror items. The company also owns and operates a pop-up seasonal retailer, Spirit Halloween.

Spirit Halloween
Spirit Halloween Superstores, LLC is an American seasonal retailer that supplies Halloween decorations, costumes, props and accessories. It is the United States' largest Halloween retailer. It is currently owned by Spencer Gifts. It was founded in 1983 and began in the Castro Valley "Village Shopping Center" in the San Francisco East Bay Area, California, and has headquarters in Egg Harbor Township, New Jersey. In 1999, the store had 60 seasonal locations. By 2020, the number of stores had grown to over 1,400 locations.
Torne (Finnish and Swedish river)
The Torne, also known as the Tornio (Finnish: Tornionjoki, Swedish: Torne älv, Torneälven, Northern Sami: Duortneseatnu, Meänkieli: Väylä), is a river in northern Sweden and Finland. For approximately half of its length, it defines the border between these two countries. In the upper parts, the river is situated in Sweden before it meets the Muonio River where it adjoins the Finland–Sweden border. It rises at the lake Torneträsk near the border with Norway and flows generally southeast for a distance of 522 kilometres (324 mi) into the Gulf of Bothnia. It is the largest river in Norrbotten County both by length and by watershed area.

At its source, the Torne is located close to the North Atlantic and Narvik on the other side of the watershed, with several thousands of kilometres between the locations via waterways.

Muonionjoki
Muonionjoki (Finnish: Muonionjoki or Kätkäsuvanto; Swedish: Muonio älv or Muonioälven [mʉˈǒːnɪɔ ˈɛlːv]; Meänkieli: Muonionväylä) is a river in northern Finland and Sweden. It is a tributary of the Tornio. Together the two rivers form the border between Finland and Sweden. The river is 230 kilometres long.
South High School (Minnesota)
Minneapolis South High School, commonly known as South, is a comprehensive public high school in the Corcoran neighborhood of Minneapolis, Minnesota. Founded in 1885, the school is housed in a building constructed in 1970 that features a blend of modern and historic architectural styles. As part of the Minneapolis Public Schools district, South is the oldest continuously operating public high school in Minneapolis. It is renowned for its strong academic programs and its focus on the arts, including theater and music, as well as its offerings in science, technology, engineering, and mathematics (STEM).

Minneapolis Public Schools
Minneapolis Public Schools (MPS)  or Special School District Number 1 is a public school district serving students in pre-kindergarten through twelfth grade from Minneapolis, Minnesota. Minneapolis Public Schools enrolls 36,370 students in public primary and secondary schools. The district administers about one hundred public schools including forty-five elementary schools, seven middle schools, seven high schools, eight special education schools, eight alternative schools, nineteen contract alternative schools, and five charter schools. With authority granted by the state legislature, the school board makes policy, selects the superintendent, and oversees the district's budget, curriculum, personnel, and facilities. Students speak ninety different languages at home and most school communications are printed in English, Hmong, Spanish, and Somali.
Nuklo
Nuklo (Robert Frank, Jr.) is a fictional character, a mutant appearing in American comic books published by Marvel Comics. He is the son of two characters featured in the Golden Age of Comic Books, the Whizzer and Miss America.

Miss America (Madeline Joyce)
Miss America (Madeline Joyce Frank) is a superhero appearing in American comic books published by Marvel Comics. Created by writer Otto Binder and artist Al Gabriele, the character first appeared in Marvel Mystery Comics #49 (November 1943) in the Golden Age of Comic Books. Madeline Joyce is the first incarnation of Miss America. The character has also been a member of the Invaders, Liberty Legion, and All-Winners Squad at various points in her history.
McGill Executive Institute
The McGill Executive Institute is the corporate education and management development unit of the McGill University Desautels Faculty of Management in Montreal, Quebec, Canada. It provides a variety of public business seminars as well as custom executive education and coaching for all levels of management.

Founded in 1956, the Institute has a full-time staff of learning design and program managers working with professors at McGill’s Faculties of Management, Law, Arts, Education and Medicine, external guest experts in specific fields, as well as visiting professors from universities worldwide. The Institute’s clientele includes businesses, not-for-profit organizations and government/public sector services.

Desautels Faculty of Management
The Desautels Faculty of Management is a faculty of McGill University in Montreal, Quebec, Canada. The faculty offers a range of undergraduate and graduate-level business programs, including the Bachelor of Commerce, Master of Business Administration and Doctor of Philosophy in management degrees. The Faculty of Management also offers a joint MBA/Law program with McGill's Faculty of Law.
Chirality (mathematics)
In geometry, a figure is chiral (and said to have chirality) if it is not identical to its mirror image, or, more precisely, if it cannot be mapped to its mirror image by rotations and translations alone. An object that is not chiral is said to be achiral.

A chiral object and its mirror image are said to be enantiomorphs. The word chirality is derived from the Greek χείρ (cheir), the hand, the most familiar chiral object; the word enantiomorph stems from the Greek ἐναντίος (enantios) 'opposite' + μορφή (morphe) 'form'.

Mirror image
A mirror image (in a plane mirror) is a reflected duplication of an object that appears almost identical, but is reversed in the direction perpendicular to the mirror surface. As an optical effect, it results from specular reflection off from surfaces of lustrous materials, especially a mirror or water. It is also a concept in geometry and can be used as a conceptualization process for 3D structures.
Stavros Lambrinidis
Stavros Lambrinidis (Greek: Σταύρος Λαμπρινίδης; born 6 February 1962) is a Greek lawyer and politician, currently serving as Ambassador of the European Union to the United Nations. He was previously Ambassador of the European Union to the United States from March 2019 until December 2023, European Union special representative for human rights from 2012 to 2019 and Minister for Foreign Affairs in Greece from June 2011 to November 2011.

Delegation of the European Union to the United States
The Delegation of the European Union to the United States represents the European Union in the United States, working in coordination with the diplomatic and consular missions of all 27 EU Member States. It is located at 2175 K Street, N.W., in the West End neighborhood of Washington, D.C.

The current Ambassador of the European Union to the United States is Jovita Neliupšienė, who started on January 1, 2024, and is the first female to hold the position. From 2019-2023, the Ambassador of the EU Delegation was Stavros Lambrinidis.
4-polytope
In geometry, a 4-polytope (sometimes also called a polychoron, polycell, or polyhedroid) is a four-dimensional polytope. It is a connected and closed figure, composed of lower-dimensional polytopal elements: vertices, edges, faces (polygons), and cells (polyhedra). Each face is shared by exactly two cells. The 4-polytopes were discovered by the Swiss mathematician Ludwig Schläfli before 1853.

The two-dimensional analogue of a 4-polytope is a polygon, and the three-dimensional analogue is a polyhedron.

Topologically 4-polytopes are closely related to the uniform honeycombs, such as the cubic honeycomb, which tessellate 3-space; similarly the 3D cube is related to the infinite 2D square tiling. Convex 4-polytopes can be cut and unfolded as nets in 3-space.

Net (polyhedron)
In geometry, a net of a polyhedron is an arrangement of non-overlapping edge-joined polygons in the plane that can be folded (along edges) to become the faces of the polyhedron. Polyhedral nets are a useful aid to the study of polyhedra and solid geometry in general, as they allow for physical models of polyhedra to be constructed from material such as thin cardboard.

An early instance of polyhedral nets appears in the works of Albrecht Dürer, whose 1525 book A Course in the Art of Measurement with Compass and Ruler (Unterweysung der Messung mit dem Zyrkel und Rychtscheyd) included nets for the Platonic solids and several of the Archimedean solids. These constructions were first called nets in 1543 by Augustin Hirschvogel.