hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Bayevsky District
Bayevsky District (Russian: Ба́евский райо́н) is an administrative and municipal district (raion), one of the fifty-nine in Altai Krai, Russia. It is located in the northwest of the krai. The area of the district is 2,740 square kilometers (1,060 sq mi). Its administrative center is the rural locality (a selo) of Bayevo. Population:  10,979 (2010 census); 13,601 (2002 census); 14,963 (1989 Soviet census). The population of Bayevo accounts for 42.9% of the district's total population.

Krai
A krai or kray is one of the types of federal subjects of modern Russia, and was a type of geographical administrative division in the Russian Empire and the Russian SFSR.

Etymologically, the word is related to the verb кроить (kroítǐ [krɐˈitʲ]), meaning 'to cut'. Historically, krais were vast territories located along the periphery of the Russian state, since the word krai also means 'border' or 'edge', i.e., 'a place of the cut-off'. In English the term is often translated as 'territory'. As of 2015, the administrative usage of the term is mostly traditional, as some oblasts also fit this description and there is no difference in constitutional legal status in Russia between the krais and the oblasts.
Doxygen
Doxygen (/ˈdɒksidʒən/ DOK-see-jən) is a documentation generator that works with many programming languages. It extracts information from specially-formatted source code comments and saves the information in one of various supported formats.

Doxygen supports static analysis of a codebase. It uses the parse tree parsed from the codebase to generate diagrams and charts of the code structure. It provides cross-referencing that a reader can use to refer back to the source code from the generated documentation.

Doxygen can be used in many programming contexts. It supports many languages including C, C++, C#, D, Fortran, IDL, Java, Objective-C, Perl, PHP, Python, and VHDL. It can run on many computers, including Unix-like, macOS, and Windows systems. It is free software, released under the terms of the GNU General Public License version 2 (GPLv2).

Interface description language
An interface description language or interface definition language (IDL) is a generic term for a language that lets a program or object written in one language communicate with another program written in an unknown language. IDLs are usually used to describe data types and interfaces in a language-independent way, for example, between those written in C++ and those written in Java.

IDLs are commonly used in remote procedure call software. In these cases the machines at either end of the link may be using different operating systems and computer languages. IDLs offer a bridge between the two different systems.

Software systems based on IDLs include Sun's ONC RPC, The Open Group's Distributed Computing Environment, IBM's System Object Model, the Object Management Group's CORBA (which implements OMG IDL, an IDL based on DCE/RPC) and Data Distribution Service, Mozilla's XPCOM, Microsoft's Microsoft RPC (which evolved into COM and DCOM), Facebook's Thrift and WSDL for Web services.
Magie Faure-Vidot
Magie Faure-Vidot (also known as Mrs. Maggie Vijay-Kumar or Magic Mags) is a French-language poet from the Seychelles who has also published work in English and Seychellois Creole. She is regional director for East Africa and Asia at the writers forum, Motivational Strips. She is also a member of the Institut Académique de Paris and the Académie Internationale de Lutèce. She has received prizes including the Coupe de la Ville de Paris, a Lyre d'honneur, and medals in various international literary competitions. Her work has been discussed in critical studies of Seychellois literature, and she has gained recognition as an oral performer. Her work has been featured at national and international poetry and literary festivals.

Seychellois Creole
Seychellois Creole (/seɪˈʃɛlwɑː/), also known as Kreol, Seselwa Creole French, and Seselwa Creole is the French-based creole language spoken by the Seychelles Creole people of the Seychelles. It is one of the national languages of the Seychelles.
King Arthur and the Knights of the Round Table
King Arthur and the Knights of the Round Table can refer to:

The legend of King Arthur and the Knights of the Round Table

King Arthur and the Knights of the Round Table, a 2017 movie.

King Arthur & the Knights of the Round Table, or simply King Arthur (TV series), a 1979 Japanese anime series

King Arthur and the Knights of the Round Table, an alternate title for Howard Pyle's The Story of King Arthur and His Knights

King Arthur and the Knights of the Round Table, a non-fiction book by Anne Berthelot

The Myths and Legends of King Arthur and the Knights of the Round Table, an album by Rick Wakeman

King Arthur (TV series)
King Arthur and the Knights of the Round Table (円卓の騎士物語 燃えろアーサー, Entaku no Kishi Monogatari Moero Āsā, lit. Story of the Knights of the Round Table: Blazing Arthur) is a Japanese anime series based on Arthurian legend. Produced by Toei Animation, the series consists of 30 half-hour episodes released between September 9, 1979 and March 3, 1980. The series achieved great popularity in its non-English translations.

The series tells the story of King Arthur and the Knights of the Round Table, featuring 'Arthurian' characters such as Lancelot, Guinevere, Tristan, Percival, Merlin, Uther Pendragon, and Igraine and other familiar elements of Arthurian lore, including the castle Camelot and Arthurian relics such as Excalibur. The series is not entirely faithful to the original legends since it adds new characters and stories which make the plot less brutal. The second season had an even lighter tone.
Montelukast
Montelukast, sold under the brand name Singulair among others, is a medication used in the maintenance treatment of asthma. It is generally less preferred for this use than inhaled corticosteroids. It is not useful for acute asthma attacks. Other uses include allergic rhinitis and hives of long duration. For allergic rhinitis it is a second-line treatment.

Common side effects include abdominal pain, cough, and headache. Severe side effects may include allergic reactions, such as anaphylaxis and eosinophilia. Use in pregnancy appears to be safe. Montelukast is in the leukotriene receptor antagonist family of medications. It works by blocking the action of leukotriene D4 in the lungs resulting in decreased inflammation and relaxation of smooth muscle.

Montelukast was approved for medical use in the United States in 1998. It is available as a generic medication. In 2023, it was the 20th most commonly prescribed medication in the United States, with more than 25 million prescriptions.

Abdominal pain
Abdominal pain, also known as a stomach ache, is a symptom associated with both non-serious and serious medical issues. Since the abdomen contains most of the body's vital organs, it can be an indicator of a wide variety of diseases. Given that, approaching the examination of a person and planning of a differential diagnosis is extremely important.

Common causes of pain in the abdomen include gastroenteritis and irritable bowel syndrome. About 15% of people have a more serious underlying condition such as appendicitis, leaking or ruptured abdominal aortic aneurysm, diverticulitis, or ectopic pregnancy. In a third of cases, the exact cause is unclear.
Great Kurultáj
The Great Kurultáj, or simply Kurultáj, is a traditional event of Central Asian nomadic origins, which takes place in the first week of August in Bugac, Hungary. The aim of this event is to strengthen the unity of the Eurasian steppe-nomadic horse culture and traditions between Hungarians and their cultural relatives, eastern Turkic peoples and Altaic peoples. The first Kurultáj was held in the Torgay Region of Kazakhstan in 2007. The first Kurultáj in Hungary was held in 2008. These events contributed much to the revival of the Altaic self-awareness.

Kurultáj is a widely attended event for professional horsemen and fans of horse riding. Each Kurultáj holds the parade of horsemen, horse races, traditional horsemen wrestling and various tournaments.

Hungary is the only European nation to have preserved the traditional kokpar game, a strategic team sport for riders.

Team sport
A team sport is a type of sport where the fundamental nature of the game or sport requires the participation of multiple individuals working together as a team, and it is inherently impossible or highly impractical to execute the sport as a single-player endeavour. In team sports, the cooperative effort of team members is essential for the sport to function and achieve its objectives. The objective often involves teammates facilitating the movement of a ball or similar bob in accordance with a set of rules in order to score points. Examples are basketball, volleyball, rugby league, rugby union, water polo, handball, lacrosse, cricket, baseball, and the various forms of football and hockey. These sports emphasize teamwork, strategy, and coordination among team members while competing against opposing teams to achieve a common goal. Team sports do not include individual or individual-to-team events within a sport.
Nadaswaram
The nadaswaram (Tamil:நாதஸ்வரம்) is a double reed wind instrument from Tamil Nadu. It is used as a traditional classical instrument in Tamil Nadu, Andhra Pradesh, Telangana, Karnataka, Kerala and in the northern and eastern parts of Sri Lanka.

This instrument is "among the world's loudest non-brass acoustic instruments". It is a wind instrument partially similar to the North Indian shehnai, but much longer, with a hardwood body, and a large flaring bell made of wood or metal.

In South Indian culture, the nadasvaram is considered to be very auspicious, and it is a key musical instrument played in almost all Hindu weddings and temples of the South Indian tradition. It is part of the family of instruments known as mangala vadyam (lit. mangala "auspicious", vadya "instrument"). The instrument is usually played in pairs, and accompanied by a pair of drums called thavil; it can also be accompanied with a drone from a similar oboe, called the ottu.

Double reed
A double reed is a type of reed used to produce sound in various wind instruments. In contrast with a single-reed instrument, where the instrument is played by channeling air against one piece of cane which vibrates against the mouthpiece and creates a sound, a double reed features two pieces of cane vibrating against each other. This means, for instruments with the double reed fully exposed, that the air flow can be controlled by the embouchure from the top, bottom and sides of the reed. The term double reeds can also refer collectively to the class of instruments which use double reeds.
Misamis Occidental's at-large congressional district
Misamis Occidental's at-large congressional district is an obsolete congressional district of the Philippines that encompassed the entire province of Misamis Occidental. It was created ahead of the 1931 Philippine House of Representatives elections following the 1929 division of Misamis into two provinces. The district elected one member to the final two meetings of the Philippine Assembly from 1931 to 1935 and to the Commonwealth National Assembly from 1935 to 1941.

Two members represented the district in the Second Republic National Assembly from 1943 to 1944. It returned to a single-member constituency for the restored House of Representatives in both the Commonwealth Congress from 1945 to 1946 and all seven meetings post-independence until 1972. The district was last contested at the 1984 Philippine parliamentary election and was abolished following the 1987 reapportionment under a new constitution.

1931 Philippine House of Representatives elections
Elections for the members of the House of Representatives were held on June 2, 1931 pursuant to the Philippine Organic Act of 1902, which prescribed elections for every three years. The ruling Nacionalista Consolidado retained their majority in the House of Representatives. The elected representatives would serve in the 9th Philippine Legislature from 1931 to 1934.
Kennedy Blades
Kennedy Alexis Blades (born September 4, 2003) is an American wrestler. She currently competes in the Middleweight division of Real American Freestyle (RAF), where she is the current RAF Women's Middleweight Champion.

She won the silver medal in the women's 76 kg event at the 2024 Summer Olympics in Paris, France. She also won a bronze medal in the women's 68 kg event at the  2025 World Championships.

2025 World Wrestling Championships – Women's freestyle 68 kg
The women's freestyle 68 kilograms is a competition featured at the 2025 World Wrestling Championships, and was held in Zagreb, Croatia on 17 and 18 September 2025.

This freestyle wrestling competition consists of a single-elimination tournament, with a repechage used to determine the winner of two bronze medals. The two finalists face off for gold and silver medals. Each wrestler who loses to one of the two finalists moves into the repechage, culminating in a pair of bronze medal matches, featuring the semifinal losers each facing the remaining repechage opponent from their half of the bracket.
Manidvipa
Manidvipa (Sanskrit: मणिद्वीप, lit. 'island of gems'; IAST: Maṇidvīpa) is the celestial abode of Mahadevi, the supreme goddess, according to the Shaktism tradition in Hinduism. It is an island situated in the middle of an ocean called the Sudha Samudra (the ocean of nectar). In the Devi Bhagavata Purana, Manidvipa is portrayed as the Sarvaloka, the highest world that is superior to Goloka, the realm of Krishna and Radha, Saketa the realm of Rama and Sita, Vaikuntha, the realm of Vishnu and Lakshmi, Kailasa, the realm of Shiva and Parvati, and Brahmaloka, the realm of Brahma and Saraswati. This is consistent with the scripture's portrayal of goddess Tripura Sundari being greater than any of the Trimurti. In her form as Tripura Sundari, Devi is the ruler of Manidvipa. It is believed that Mahadevi created this island according to her will.

Goloka
Goloka (Sanskrit: गोलोक) or Goloka Vrindavan (IAST: Goloka Vṛndāvana) is the celestial abode of the Hindu god Krishna and his chief consort Radha. In the Bhagavata Purana and Garga Samhita, Krishna is portrayed as the highest person who resides in Goloka along with Radha.

Goloka is often represented as the celestial realm containing flowing streams and lovely gardens, and is inhabited by cows and enchanting maidens – Gopis.

Goloka is revered in various Vaishnavism traditions including Gaudiya Vaishnavism, Swaminarayan Sampradaya, Pranami Sampraday, Pushtimarg and Nimbarka Sampradaya. Besides Bhagvata Purana,  Goloka is also mentioned in Sanskrit scriptures such as the Pancharatra texts, Garga Samhita, Brahma Samhita, Brahma Vaivarta Purana, and Devi-Bhagavata Purana.
Afghan Files (Australia)
The Afghan Files are a set of Australian Defence Force documents about the operation of Australia's special forces in Afghanistan. The documents were leaked to the Australian Broadcasting Corporation (ABC) by David McBride, and seven stories were ultimately published as a result. The documents covered a wide range of topics, however most notably it detailed multiple cases of possible unlawful killings of unarmed men and children. In response to the leak, the Australian Federal Police raided the ABC's offices in June 2019, confiscating all material related to the matter.

The main author of the Afghan Files, ABC investigative journalist Dan Oakes, was later awarded a Medal of the Order of Australia for "service to journalism" regarding his work on the Afghan Files.

Special forces of Australia
The special forces of the Australian Defence Force are units of Special Operations Command and associated units of the Royal Australian Navy and the Royal Australian Air Force that conduct and or support special operations to advance and protect the national security of the Commonwealth of Australia. The special forces of Australia have a lineage to a variety of units raised in the Second World War such as the Independent and Commando Companies, Z Special Unit, Navy Beach Commandos, and the Coastwatchers. Australian special forces have most recently been deployed to Iraq in Operation Okra as the Special Operations Task Group, as the Special Operations Task Group in Afghanistan, in Afghanistan in support of the Australian Secret Intelligence Service and regularly for counter-terrorism pre-deploy to locations of major domestic events throughout Australia in readiness to support law enforcement such as the 2014 G20 Brisbane summit.
Arpan Khanna
Arpan Khanna MP (born July 9, 1990) is a Canadian politician and lawyer who has served Oxford in the House of Commons of Canada since winning a by-election on June 19, 2023. A member of the Conservative Party of Canada, Khanna has been noted as one of the party’s rising figures, named by The National Post in 2023 as one of "12 to watch," and in 2024, he was named one of the Top 25 most influential Conservatives in federal politics by the Hill Times.

2023 Oxford federal by-election
A by-election was held in the federal riding of Oxford in Ontario on June 19, 2023, following the resignation of Conservative MP Dave MacKenzie.

The by-election was held on the same day as three others; Notre-Dame-de-Grâce—Westmount, Portage—Lisgar and Winnipeg South Centre.
Northern Division (AFL)
The Northern Division of the Arena Football League was formed for the 1992 season and was disbanded after the end of the season. It consisted of the Albany Firebirds, Cincinnati Rockers, Cleveland Thunderbolts, and Detroit Drive. The Drive won the division in its only year of existence. The Firebirds were a 1990 expansion team, the Rockers were a 1992 expansion team, The ThunderBolts relocated from Columbus, Ohio following the 1991 season (their first in the league), and the Drive were a 1988 expansion team. A spiritual successor of the Northern Division was the Central Division.

Cincinnati Rockers
The Cincinnati Rockers were an arena football team based in Cincinnati, Ohio. They began play in 1992 as an expansion team in the Arena Football League and competed through the 1993 season before they suspended operations due to low attendance. The Rockers played their home games at the Riverfront Coliseum.
CTL
CTL can refer to:

Champions Tennis League, a tennis championship league in India

Chronic training load, cumulative sports training

Circuit Total Limitation, US standard for electrical panels

Coal to liquids, coal liquefaction

Combat Tank, Light such as the Marmon-Herrington CTLS

Commission de transport de la Ville de Laval

Complex Text Layout in typesetting

Core Transfer Library, a list of college courses for transfer credit among educational institutions in Indiana

Cut-to-length logging

Cytotoxic T lymphocyte

Constructive total loss, in marine insurance

Chronic training load
Chronic training load (CTL) is the cumulative amount of athletic training that builds up over a long period of time. CTL is especially popular as a metric in cycling among athletes who use a cycling power meter, which simplifies the collection and review of training data. The main concept is that an appropriate level of CTL will cause the body of an athlete to go through fitness adaptations. The time span over which it is measured ranges from weeks to months. CTL is often used in comparison to that of acute training load to plan or examine the results of a training program.

CTL is a reflection of the consistency, duration and intensity of the last 6 weeks to several months or more of your training. Your body's response to this training determines your current level of real-world fitness
George James Peirce
George James Peirce (March 13, 1868 – October 15, 1954) was an American botanist known for his work on plant physiology. He was an active member of the Palo Alto, California community for over 50 years.

Plant physiology
Plant physiology is a subdiscipline of botany concerned with the functioning, or physiology, of plants. A professional in this field is called a Plant physiologist.

Plant physiologists study fundamental processes of plants, such as photosynthesis, respiration, plant nutrition, plant hormone functions, tropisms, nastic movements, photoperiodism, photomorphogenesis, circadian rhythms, environmental stress physiology, seed germination, dormancy and stomata function, and transpiration. Plant physiology interacts with the fields of plant morphology (structure of plants), plant ecology (interactions with the environment), phytochemistry (biochemistry of plants), cell biology, genetics, biophysics and molecular biology.
Josh Bostock
Joshua "Josh" Bostock (born 24 January 1974) is an Australian former professional rugby league footballer who played in the 1990s. He played at club level for the Western Suburbs Red Devils (c. 1995), the Balmain Tigers, the Adelong Batlow Bears (in Batlow, New South Wales, 17-miles south of Adelong, New South Wales, previously of Group 9 Rugby League), Wakefield Trinity, and Oldham, as a wing or centre.

Adelong, New South Wales
Adelong is a small town in the Riverina region of New South Wales, Australia, on the banks of the Adelong Creek.
Adelong sits on the Snowy Mountains Highway and is a part of the Snowy Valleys Council. At the 2021 census, Adelong had an urban population of 856.
Thalheimer
Thalheimer is a surname. Notable people with the surname include:

August Thalheimer (1884–1948), a German Marxist theorist

Bertha Thalheimer (1883–1959), a German Communist Party member

Paul Thalheimer (1884–1948), a German painter

Peter Thalheimer (1936–2018), a Canadian lawyer and politician

Ricardo Thalheimer (born 1992), a Brazilian footballer

Richard Thalheimer, an American investor

Peter Thalheimer
Peter Thalheimer (June 4, 1936 – April 17, 2018) was a member of the House of Commons of Canada from 1993 to 1997. He was a lawyer by career, joining the Ontario bar in 1964 after studying at the University of Ottawa.

Thalheimer established a legal practice in Timmins and served as a municipal solicitor there.

He first campaigned for a seat in federal Parliament in the 1988 federal election but lost to NDP candidate Cid Samson at the Timmins—Chapleau electoral district. In the 1993 federal election, Thalheimer beat Samson in the riding and served on the 35th Canadian Parliament. After completing his term of office, Thalheimer did not seek re-election in 1997 indicating that his departure from federal politics was due to health problems.
Little q-Laguerre polynomials
In mathematics, the little q-Laguerre polynomials pn(x;a|q) or  Wall polynomials Wn(x; b,q) are a family of basic hypergeometric orthogonal polynomials in the basic Askey scheme closely related to a continued fraction studied by Wall (1941). (The term "Wall polynomial" is also used for an unrelated Wall polynomial in the theory of classical groups.)
Roelof Koekoek, Peter A. Lesky, and René F. Swarttouw (2010, 14) give a detailed list of their properties.

Hubert Stanley Wall
Hubert Stanley Wall (December 2, 1902 – September 12, 1971)
was an American mathematician who worked primarily in the field of continued fractions. He is also known as one of the leading proponents of the Moore method of teaching.
Jaggayyapeta
Jaggayyapeta, also spelled “Jaggaiahpet”, is a census town in NTR district of the Indian state of Andhra Pradesh, located just southwest of the border with Telangana. It is also the mandal headquarters of Jaggayyapeta mandal of Nandigama revenue division. Jaggayyapet is the second biggest town in the district followed by Vijayawada.The town is located on the banks of the Paleru River which is a tributary of the Krishna River.

Nandigama revenue division
Nandigama revenue division is an administrative division in the NTR district of the Indian state of Andhra Pradesh. It is one of the 3 revenue divisions in the district with 7 mandals under its administration and is formed on 4 April 2022 as part of a reorganisation of districts in the state. Nandigama serves as the headquarters of the division.