hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Teryayevo
Teryayevo (Russian: Теряево) is the name of several rural localities in Russia:

Teryayevo, Ivanovo Oblast, a village in Gavrilovo-Posadsky District of Ivanovo Oblast

Teryayevo, Dmitrovsky District, Moscow Oblast, a village under the administrative jurisdiction of the Town of Dmitrov in Dmitrovsky District of Moscow Oblast

Teryayevo, Volokolamsky District, Moscow Oblast, a selo in Teryayevskoye Rural Settlement of Volokolamsky District of Moscow Oblast

Teryayevo, Nizhny Novgorod Oblast, a village in Aleshkovsky Selsoviet of Bogorodsky District of Nizhny Novgorod Oblast

Teryayevo, Oryol Oblast, a village in Berezovsky Selsoviet of Pokrovsky District of Oryol Oblast

Teryayevo, Vologda Oblast, a village in Ferapontovsky Selsoviet of Kirillovsky District of Vologda Oblast

Teryayevo, Yaroslavl Oblast, a village in Abbakumtsevsky Rural Okrug of Nekrasovsky District of Yaroslavl Oblast

Dmitrovsky District, Moscow Oblast
Dmitrovsky District (Russian: Дми́тровский райо́н) is an administrative and municipal district (raion), one of the thirty-six in Moscow Oblast, Russia. It is located in the north of the oblast and borders with Tver Oblast in the northwest, Klinsky District in the west, Solnechnogorsky District in the southwest, Taldomsky District in the north, Sergiyevo-Posadsky District in the east, Pushkinsky District in the southeast, and with Mytishchinsky District in the south. The area of the district is 2,182.02 square kilometers (842.48 sq mi). Its administrative center is the town of Dmitrov. Population: 151,448 (2010 Census); 149,793 (2002 Census); 92,080 (1989 Soviet census). The population of Dmitrov accounts for 40.5% of the district's total population.
Didi Zanavi
Didi Zanavi (Georgian: დიდი ზანავი) is a village in the Adigeni Municipality in Georgia's southern region Samtskhe-Javakheti. It is located on the southern slope of the Meskheti Range, part of the Lesser Caucasus, on the left bank of the small river Kvabliani, 1480 metres above sea level. The village lies 4 km northeast of Adigeni, the municipality's chief town, and itself serves as a center of the Zanavi territorial unit. As of the 2014 census, the village had a population of 297.

Didi Zanavi is home to the Zanavi fortress and the Zanavi church, two medieval monuments inscribed on the registry of Immovable Cultural Monuments of National Significance of Georgia in 2007.

Kvabliani (river)
Kvabliani (Georgian: ქვაბლიანი) is a river on the southern slope of the Meskheti Range, in the Khulo and Adigeni municipalities. It originates at 2355 m above sea level. Attached to the river Potskhovistskali from the left. Length 41 km, basin area 900 km. It feeds on snow, rain and groundwater. Floods are known in spring, waterlogging in summer and winter, and floods in autumn. 52% of annual runoff flows in spring, 16% in summer, 20% in autumn and 12% in winter. Frostbite, toss, drizzle, ice cover are common occurrences from November to March. The average annual flow at the confluence is 16.2 m3/ s. Used for irrigation.
Paspaul
Paspaul (Russian: Паспаул; Altay: Паспауул, Paspauul) is a rural locality (a selo) and the administrative centre of Paspaulskoye Rural Settlement of Choysky District, the Altai Republic, Russia. The population was 1243 as of 2016. There are 21 streets.

Choysky District
Choysky District (Russian: Чо́йский райо́н; Altay: Чоо аймак, Çoo aymak) is an administrative and municipal district (raion), one of the ten in the Altai Republic, Russia. It is located in the north of the republic. The district covers 4,526 square kilometers (1,747 sq mi). Its administrative center is the rural locality (a selo) of Choya. As of the 2010 Census, the district's total population was 8,348, with Choya accounting for 23.0% of that number.
Advanced Technical Intelligence Center
The Advanced Technical Intelligence Center for Human Capital Development (ATIC) is a university and industry-focused research, education, and training nonprofit corporation within the Dayton Region. It consolidates technical intelligence education and training in the DoD, national agencies, and civilian institutes and industry.

ATIC incorporates on-site and distance learning environments and a research lab. It is close to the National Air and Space Intelligence Center (NASIC), a technical intelligence exploitation center; the scientists and engineers of the Air Force Research Laboratory (AFRL); the Air Force Institute of Technology (AFIT), an Associate member of the National Intelligence University System; and the large and growing contractor base in the Dayton region. ATIC reinforces Wright Patterson Air Force Base’s (WPAFB) reputation as the leader in education, training, research, development and operational employment of intelligence data.

Military education and training
Military education and training is a process which intends to establish and improve the capabilities of military personnel in their respective roles. Military training may be voluntary or compulsory duty. It begins with recruit training, proceeds to education and training specific to military roles, and sometimes includes additional training during a military career. Directing staff are the military personnel who comprise the instructional staff at a military training institution.

In some countries, military education and training are parts of the compulsory education. The organizers believe that military education can bring some benefits and experiences that cannot be obtained from normal class like setback education. Moreover, participants are able to learn survival skills during the military education, like co-operations and resilience, which help participants improve the capabilities of military personnel in their respective roles.
Gordon L. Clark
Gordon Leslie Clark, FBA FAcSS  (born September 10, 1950) is an Australian economic geographer, academic, and consultant. He is former Executive Director of the Smith School of Enterprise and the Environment, University of Oxford (2013-2018) with cross appointments in the Saïd Business School and the School of Geography and the Environment. Clark's latest work focuses on the geographical structure and performance of financial markets and organisations. He wrote and co-wrote multiple books in these subjects, including The Geography of Finance (OUP 2007), Sovereign Wealth Funds (Princeton 2012), and Institutional Investors in Global Markets (OUP 2017).

Economic geography
Economic geography is the subfield of human geography that studies economic activity and factors affecting it. It can also be considered a subfield or method in economics.

Economic geography takes a variety of approaches to many different topics, including the location of industries, economies of agglomeration (also known as "linkages"), transportation, international trade, development, real estate, gentrification, ethnic economies, gendered economies, core-periphery theory, the economics of urban form, the relationship between the environment and the economy (tying into a long history of geographers studying culture-environment interaction), and globalization.
Mayelis Caripá
Mayelis Yesenia Caripá Castillo (born 16 August 1980 in Valencia) is a Venezuelan freestyle wrestler. She competed at the 2004, 2008 and 2012 Summer Olympics.

In 2004, she did not get out of her pool in the 48 kg freestyle event.  
At the 2008 Summer Olympics, she lost to Vanessa Boubryemm in the first round of the 48 kg event.  She competed in the freestyle 48 kg event at the 2012 Summer Olympics; she defeated Alexandra Engelhardt in the 1/8 finals and was eliminated by Irini Merleni in the quarterfinals.

Wrestling at the 2012 Summer Olympics – Women's freestyle 48 kg
Women's freestyle 48 kilograms competition at the 2012 Summer Olympics in London, United Kingdom, took place on 8 August at ExCeL London.

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.

Each bout consists of up to three rounds, lasting two minutes apiece. The wrestler who scores more points in each round is the winner of that rounds; the bout ends when one wrestler has won two rounds (and thus the match).
Rio Mulatos-Potosí line
The Rio Mulatos-Potosí line is a railway line in Bolivia, containing Cóndor station, the Western Hemisphere's highest railway station (4,594 m or 15,072 ft). It was the world's second (after Ticlio, in Peru) until the completion of the Tanggula railway station on the Qinghai–Tibet Railway (5,072 m or 16,640 ft) in the Tanggula Mountains, Tibet.

Western Hemisphere
The Western Hemisphere is the half of the planet Earth that lies west of the Prime Meridian and east of the 180th meridian. The other half is called the Eastern Hemisphere. In the United States, the term "Western Hemisphere" is often used as a metonym for the Americas, even though geographically, the hemisphere also includes parts of other continents.
Minoan Genius
The Minoan Genius is a legendary creature that was common in the Minoan art of the Bronze Age Minoan civilization in ancient Crete. It is portrayed sometimes with the head of a lion, or of a hippopotamus, or of other animals.  It is mostly seen on Minoan seals, often in pairs as supporters of deities. It is also sometimes called a "demon", though it seems generally to be a benign figure in Minoan religion; the meaning is that of a daemon in later classical religions.

It is often portrayed with water vessels, such as ewers, so it seems to play a role as a libation bearer to deities.

History of Crete
The history of Crete goes back to the 7th millennium BC, preceding the ancient Minoan civilization by more than four millennia. The Minoan civilization was the first civilization in Europe.

During the Iron Age, Crete developed an Ancient Greece-influenced organization of city-states, then successively became part of the Roman Empire, the Byzantine Empire, the Venetian Republic, the Ottoman Empire, an autonomous state, and the modern state of Greece.
Goin' Down the Road (song)
"Goin' Down the Road" is a 1974 single, which was written and produced by Roy Wood. Wood played all of the musical instruments on the recording, including the bagpipes, as well as supplying lead and multi-tracked backing vocals. The single bore the subtitle "(A Scottish Reggae Song)". The song was globally published by Carlin Music Corp.

The track reached number 13 in the UK Singles Chart. The single remained in the UK chart for seven weeks, starting in June 1974. It was also released as a single in New Zealand, Germany, Sweden, Switzerland, and Ireland.

"Goin' Down the Road" has appeared on numerous compilation albums, including Wood's own Singles (1993, Connoisseur Records) and The Wizzard!: Greatest Hits & More - The EMI Years.

The record still commands national radio play in the UK; the most recent airing being on BBC Radio 2's Pick of the Pops on 13 July 2019.

Carlin America
Carlin America is an American music publisher with a catalog of over 100,000 titles.  The company, created under its current name in 1995 by its founder Freddy Bienstock, is headquartered on East 38th Street in Manhattan. Bienstock died on September 29, 2009, after which Carlin Music was run by his children Robert and Caroline (after whom the publisher was named).

As of January 2018, Carlin operates as a division of American music publisher Round Hill Music.
Synthetic molecular motor
Synthetic molecular motors are molecular machines capable of continuous directional rotation under an energy input. Although the term "molecular motor" has traditionally referred to a naturally occurring protein that induces motion (via protein dynamics), some groups also use the term when referring to non-biological, non-peptide synthetic motors. Many chemists are pursuing the synthesis of such molecular motors.

The basic requirements for a synthetic motor are repetitive 360° motion, the consumption of energy and unidirectional rotation. The first two efforts in this direction, the chemically driven motor by Dr. T. Ross Kelly of Boston College with co-workers and the light-driven motor by Ben Feringa and co-workers, were published in 1999 in the same issue of Nature.

As of 2020, the smallest atomically precise molecular machine has a rotor that consists of four atoms.

Protein dynamics
In molecular biology, proteins are generally thought to adopt unique structures determined by their amino acid sequences. However, proteins are not strictly static objects, but rather populate ensembles of (sometimes similar) conformations. Transitions between these states occur on a variety of length scales (tenths of angstroms to nm) and time scales (ns to s),
and have been linked to functionally relevant phenomena such as allosteric signaling and enzyme catalysis.

The study of protein dynamics is most directly concerned with the transitions between these states, but can also involve the nature and equilibrium populations of the states themselves.
These two perspectives—kinetics and thermodynamics, respectively—can be conceptually synthesized in an "energy landscape" paradigm:
highly populated states and the kinetics of transitions between them can be described by the depths of energy wells and the heights of energy barriers, respectively.
2019 Seniors Irish Masters
The 2019 Seniors Irish Masters was a senior snooker tournament that took place from 5 to 6 January 2019 at Goffs in Kill, County Kildare, Ireland. It was the second event on the 2018/2019 World Seniors Tour.

Patrick Wallace and Rodney Goggins qualified for the event through qualification tournaments in Celbridge and Dublin respectively. They took their places in the tournament alongside 2018 World Seniors Champion Aaron Canavan and five legends of the sport.

Steve Davis won the 2018 event, beating Jonathan Bagley 4–0 in the final, but chose not to defend his title.

Jimmy White won the event with a 4–1 victory in the final against Rodney Goggins.

Celbridge
Celbridge (/ˈsɛlbrɪdʒ/; Irish: Cill Droichid [ˌciːl̠ʲ ˈd̪ˠɾˠeːdʲ]) is a town and townland on the River Liffey in County Kildare, Ireland. It is 23 km (14 mi) west of Dublin. Both a local centre and a commuter town within the Greater Dublin Area, it is located at the intersection of the R403 and R405 regional roads. As of the 2022 census, Celbridge was the third largest town in County Kildare by population, with 20,601 residents.

The town originated in the 13th century, the name Cill Droichid being anglicised to Celbridge after 1714.
Bob Breitbard
Robert Breitbard (April 28, 1919 – May 17, 2010) was an American football coach and professional sports owner. He served as the head football coach at San Diego State University in 1945. A member of the Greater San Diego Sports Council, Breitbard was instrumental in the construction of the San Diego Sports Arena. He was the first principal owner of the San Diego Rockets franchise of the National Basketball Association, which he owned from 1967 to 1972. He also owned the San Diego Gulls of the Western Hockey League.

San Diego Gulls (1966–1974)
The San Diego Gulls were a professional ice hockey team based in San Diego, California, that competed in the Western Hockey League (WHL). The team, the first to use the Gulls nickname, was founded in 1966. The Gulls ceased operations in 1974, when the World Hockey Association's Jersey Knights relocated to San Diego, becoming the San Diego Mariners. The team played its home games at the San Diego Sports Arena.
Semaphore Flag Signaling System
In computer networking, Semaphore Flag Signaling System (SFSS) is a humorous proposal to carry Internet Protocol (IP) traffic by semaphores.  Semaphore Flag Signaling System was initially described in RFC 4824, an April Fools' Day RFC issued by the Internet Engineering Task Force edited by J. Hofmueller, et al. and released on April Fools' Day 2007. It is one of several  April 1 RFCs.

Internet Engineering Task Force
The Internet Engineering Task Force (IETF) is a standards organization for the Internet responsible for the technical standards of the Internet protocol suite (TCP/IP). It has no formal membership roster or requirements and all its participants are volunteers. Their work is usually funded by employers or other sponsors.

The IETF was initially supported by the federal government of the United States but since 1993 has operated under the auspices of the Internet Society, an American non-profit organization with local chapters around the world.
Ala Hlehel
Ala Hlehel (Arabic: علاء حليحل; born 1974) is a Palestinian writer. He was born in Jish in Galilee, northern Israel. He studied at the University of Haifa and went on to work in both print and broadcast media in Haifa.

Trained as a scriptwriter in Tel Aviv, he has written stage plays and scripts for both film and television. He has presented his work at prestigious theatres such as the Royal Court Theatre in London and the Schaubühne in Berlin.

Hlehel has also published novels and short stories in the humorously realistic tradition of Palestinian literature. His stories have appeared in venues such as Banipal and World Literature Today. His novels include Au revoir Acre and the award-winning Al-Sirk.

He lives in Acre in northern Israel.

University of Haifa
The University of Haifa (Hebrew: אוניברסיטת חיפה, Arabic: جامعة حيفا) is a public research university located on Mount Carmel in Haifa, Israel. Founded in 1963 as a branch of the Hebrew University of Jerusalem, the University of Haifa received full academic accreditation as an independent university in 1972, becoming Israel's sixth academic institution and the fourth university. The university has the largest university library in Israel. As of 2019, approximately 18,000 students were enrolled at the University of Haifa. Among Israeli higher education institutions the University of Haifa has the largest percentage (41%) of Arab-Israeli students.
Mary-Anne Arsenault
Mary-Anne Arsenault (born August 19, 1968 in Scarborough, Ontario, also known as Mary-Anne Waye when she was married) is a Canadian former curler from Lake Country, British Columbia. She is a five-time Canadian Champion, and two-time World Curling Champion.

World Curling Championships
The World Curling Championships are the annual world championships for curling, organized by the World Curling Federation and contested by national championship teams. There are men's, women's and mixed doubles championships, as well as men's and women's versions of junior and senior championships. There is also a world championship for wheelchair curling. The men's championship started in 1959, while the women's started in 1979. The mixed doubles championship was started in 2008. Since 2005, the men's and women's championships have been held in different venues, with Canada hosting one of the two championships every year: the men's championship in odd years, and the women's championship in even years. Canada has dominated both the men's and women's championships since their inception, although Switzerland, Sweden, Denmark, Germany (West Germany), Scotland, the United States, Norway and China have all won at least one championship.
Brajendra Nath Seal
Sir Brajendra Nath Seal (Bengali: ব্রজেন্দ্রনাথ শীল; 3 September 1864 – 3 December 1938) was a Bengali Indian humanist philosopher. He served as the second vice chancellor of Mysore University.

He began his career as a lecturer at the Scottish Church College. His research works were published in some of leading journals during the British Raj, such as the Calcutta Review, Modern Review, New India, Dawn, Bulletin of Mathematical Society, Indian Culture, Hindustan Standard, British Medical Journal, Prabasi, Sabuj Patra, and Visva-Bharati.

Visva-Bharati University
Visva-Bharati (IAST: Viśva-Bhāratī) (Bengali: [biʃːobʱaroti]) is a public central university and an Institute of National Importance located in Shantiniketan, West Bengal, India. The foundation stone was laid on 8 Poush 1325 (24th December 1918) by Rabindranath Tagore, who called it Visva-Bharati, which means the communion of the world with India. Until independence it was a college. Soon after independence, the institution was given the status of a central university in 1951 by an act of the Parliament.
Tamagawa number
In mathematics, the Tamagawa number  of a semisimple algebraic group defined over a global field k is the measure of , where  is the adele ring of k. Tamagawa numbers were introduced by Tamagawa (1966), and named after him by Weil (1959).

Tsuneo Tamagawa's observation was that, starting from an invariant differential form ω on G, defined over k, the measure involved was well-defined: while ω could be replaced by cω with c a non-zero element of , the product formula for valuations in k is reflected by the independence from c of the measure of the quotient, for the product measure constructed from ω on each effective factor. The computation of Tamagawa numbers for semisimple groups contains important parts of classical quadratic form theory.

Well-defined expression
In mathematics, a well-defined expression or unambiguous expression is an expression whose definition assigns it a unique interpretation or value. Otherwise, the expression is said to be not well defined, ill defined or ambiguous. A function is well defined if it gives the same result when the representation of the input is changed without changing the value of the input. For instance, if  takes real numbers as input, and if  does not equal  then  is not well defined (and thus not a function). The term well-defined can also be used to indicate that a logical expression is unambiguous or uncontradictory.

A function that is not well defined is not the same as a function that is undefined. For example, if , then even though  is undefined, this does not mean that the function is not well defined; rather, 0 is not in the domain of .
George E. Metcalf
George Edgar ‘Eddie’ Metcalf, Chinese name 王懷仁 Wáng Huáirén, (Birmingham, 1879-Melbourne, 1956) was a British Protestant missionary serving in China with the China Inland Mission and credited with the first translation of the New Testament for the Eastern Lisu/Lipo minority.

OMF International
OMF International (formerly Overseas Missionary Fellowship and before 1964 the China Inland Mission) is an international and interdenominational Evangelical Christian missionary society with an international centre in Singapore. It was founded in Britain by Hudson Taylor on 25 June 1865.
Heidelberg Heights
Heidelberg Heights is a suburb of Melbourne, Victoria, Australia, 11 km north-east of Melbourne's Central Business District, located within the City of Banyule local government area. Heidelberg Heights recorded a population of 6,758 at the 2021 census.

City of Banyule
The City of Banyule is a local government area in Victoria, Australia in the north-eastern suburbs of Melbourne. It was created under the Local Government Act 1989 and established in 1994 as an amalgamation of former councils. It has an area of 63 square kilometres (24.3 sq mi) and lies between 7 and 21 km from central Melbourne. In 1994 it had a population of 116,000. In June 2018 Banyule had a population of 130,237. The Yarra River runs along the City's southern border while its western border is defined by Darebin Creek.

The City moved their main offices from Ivanhoe to Greensborough in 2017. A brand-new civic centre was constructed, including three-level offices to accommodate 320 council staff, community and function rooms.