hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Eemmeerdijk Wind Park
Eemmeerdijk Wind Park was a wind park situated at Zeewolde, Netherlands.
It is one of the few wind parks using wind turbines with just two blades. It was built in 1998 and used
19 wind turbines manufactured by NedWind with a 60-metre tall tower and a 55-metre large rotor. However, turbines 6 and 9 have been decommissioned and dismantled after a nick was found in the pylon of turbine 6 in 2006. And after lightning hit a blade from turbine 9. Turbine 7 has fallen down on January 4, 2023, due to the heavy winds and a faulty blade pitch and braking system. The breaking of turbine 7 was the reason for the shutdown of the rest of the wind farm. The plan was to thoroughly examine all other turbines for faults and then switch the ones that were in good condition back on. But Vattenfall decided that it would not make sense to do the examination because the wind turbines were scheduled for removal before October 2023. So the windturbines were switched off until destruction.

Vattenfall Nederland
Vattenfall Nederland B.V. (former name: N.V. Nuon Energy) is a utility company based in Amsterdam, Netherlands. It provides electricity, natural gas, and heat. The company belongs to the group of Vattenfall.
Alexander Ilyin (mathematician)
Alexander Ilyin (Russian: Алекса́ндр Влади́мирович Ильи́н, (born January 11, 1973) is a Russian mathematician, Professor, Dr. Sc., a professor at the Faculty of Computer Science at the Moscow State University, Corresponding Member of the Russian Academy of Sciences. Expert in robust control theory.

He defended the thesis «Robust inversion of dynamic systems» for the degree of Doctor of Physical and Mathematical Sciences (2009).

He has authored four books and more than 90 scientific articles.

He is the son of famed mathematician Vladimir Ilyin.

Corresponding member
The corresponding member is one of the possible membership types in some organizations, especially in the learned societies and scientific academies.

This title existed or exists in the Soviet Union, GDR, Polish People's Republic, Czechoslovak Socialist Republic, France, Ukraine, Belarus, Poland, Russia.
Kirawsk
Kirawsk or Kirovsk (Belarusian: Кіраўск, romanized: Kiraŭsk; Russian: Кировск) is a town in Mogilev Region, Belarus. It serves as the administrative center of Kirawsk District. In 2009, its population was 8,756. As of 2025, it has a population of 7,806.

Mogilev region
Mogilev region, also known as Mogilev oblast or Mahilyow voblasts, is one of the regions of Belarus. Its administrative center is the city of Mogilev.

Important cities within the region include Mogilev, Asipovichy and Babruysk.
Macarostola tegulata
Macarostola tegulata is a moth of the family Gracillariidae. It is known from Meghalaya, India.

The head of this species is whitish, sides of face crimson-pink, crown partially yellow suffused, collar crimson-pink. Palpi smooth scaled, crimson-pink, terminal joint and apex of second white. Antennae ochreous-whitish. Thorax crimson, posteriorly yellow with a crimson spot.

Gracillariidae
Gracillariidae is an important family of insects in the order Lepidoptera and the principal family of leaf miners that includes several economic, horticultural or recently invasive pest species such as the horse-chestnut leaf miner, Cameraria ohridella.
Central Newfoundland (electoral district)
Central Newfoundland (formerly Coast of Bays—Central—Notre Dame) is a federal electoral district in Newfoundland and Labrador, Canada. It was created from the portions of the island of Newfoundland previously included in the electoral districts of Bonavista—Gander—Grand Falls—Windsor (72%), Humber—St. Barbe—Baie Verte (18%) and Random—Burin—St. George's (10%).

Coast of Bays—Central—Notre Dame was created by the 2012 federal electoral boundaries redistribution and was legally defined in the 2013 representation order. It came into effect upon the call of the 2015 Canadian federal election, held October 19, 2015.

Following the 2022 Canadian federal electoral redistribution, this riding was renamed Central Newfoundland.

2012 Canadian federal electoral redistribution
The federal electoral redistribution of 2012 was a redistribution of electoral districts ("ridings") in Canada following the results of the 2011 Canadian census. As a result of amendments to the Constitution Act, 1867, the number of seats in the House of Commons of Canada increased from 308 to 338. The previous electoral redistribution was in 2003.

The redistribution was implemented by proclamation under the Electoral Boundaries Readjustment Act on October 5, 2013, and came into effect upon the dissolution of the 41st Canadian Parliament on August 2, 2015. The resulting electoral districts and boundaries were used in the 2015, 2019, and 2021 federal elections.

Federal electoral districts were redistributed in 2022, which came into effect upon the dissolution of the 44th Canadian Parliament on April 23, 2025.
Atlas F.C. (women)
Atlas Fútbol Club Femenil (Atlas Femenil) is a Mexican women's football club based in Guadalajara, Jalisco. The club has been the women's section of Club Atlas since 2017. The team currently plays in the Liga MX Femenil which started in July 2017.

Atlas F.C.
Atlas Fútbol Club, simplified as Atlas FC, is a Mexican professional football club based in Guadalajara, Jalisco. It competes in Liga MX, the top division of Mexican football, and plays its home matches at the Estadio Jalisco. Founded in 1916, Atlas was one of ten founding members in 1943 of the first professional and national league in Mexico, named Liga Mayor (current Liga MX). Nicknamed Rojinegros due to their traditional colors (red and black) on the club's crest and uniform.

Domestically, Atlas FC has won 3 Liga MX titles, 4 Copa MX titles and 5 Campeón de Campeones.

Los Rojinegros had their golden era in the 1950s and 60s. They became one of the few "bicampeones" (back-to-back champions) of Mexican football in 2021 and 2022. Atlas has a big rivalry with city rivals Guadalajara called El Clásico Tapatío.
Os Santásticos
Os Santásticos (Brazilian Portuguese: [us sɐ̃ˈtastʃikus], The Santastics) is the nickname for the group of Santos Futebol Clube players coached by Lula and Antoninho that won a total of 25 titles between 1959 and 1974, including two Copa Libertadores. The group is considered one of the strongest teams ever assembled in any sport, scoring over 3000 goals during this period, with an average of over 2.5 goals per match.

Also known as O Balé Branco (Portuguese: [u baˈlɛ ˈbɾɐ̃ku], The White Ballet) or Time dos Sonhos (Portuguese: [ˈtʃĩmi dus ˈsõɲus], Dream Team), they dominated Brazilian football and became a symbol of O Jogo Bonito thanks to figures such as Zito, Gilmar, Mauro, Mengálvio, Coutinho, Pepe and the iconic Pelé. Pelé made Santos FC famous around the world in this revolutionary era, therefore his lesser-known teammates are best known as "Pelé's friends."

The beautiful game
The beautiful game (Portuguese: o jogo bonito, pronounced [u ˈʒoɡu boˈnitu]) is a nickname for association football. It was popularised by Brazilian footballer Pelé, who played from 1957 to 1977. It was a term widely used in Brazil, though the exact origin of the phrase is disputed. Stuart Hall, an English football commentator, used it in 1958. Hall admired Peter Doherty when he went to see Manchester City play at Maine Road and used the term the beautiful game to describe football as a whole. During his career, the Brazilian footballer Ronaldinho was an exponent of the jogo bonito ('nice game' or 'cute game') style of play. Although made famous around the world, the phrase jogo bonito in Brazil has been replaced with futebol-arte ("Art Football") which means the same.
Adjacency matrix
In graph theory and computer science, an adjacency matrix is a square matrix used to represent a finite graph. The elements of the matrix indicate whether pairs of vertices are adjacent or not within the graph.

In the special case of a finite simple graph, the adjacency matrix is a (0,1)-matrix with zeros on its diagonal. If the graph is undirected (i.e. all of its edges are bidirectional), the adjacency matrix is symmetric. 
The relationship between a graph and the eigenvalues and eigenvectors of its adjacency matrix is studied in spectral graph theory.

The adjacency matrix of a graph should be distinguished from its incidence matrix, a different matrix representation whose elements indicate whether vertex–edge pairs are incident or not, and its degree matrix, which contains information about the degree of each vertex.

Incidence (graph)
In graph theory, a vertex is incident with an edge if the vertex is one of the two vertices the edge connects.

An incidence is a pair  where  is a vertex and 
is an edge incident with . Two distinct incidences  and  are adjacent if and only if , , or the edge  equals  or .

A graph can be formally defined as an ordered triple , where  is the set of vertices,  is the set of edges, and  is an incidence function (or incidence mapping) that maps each edge to a pair of vertices. For an edge , if , then  and  are called the end-vertices (or endpoints) of the edge , and the edge  is said to be incident with vertices  and .

A graph can also be specified as an incidence structure , where  is a set of "points" (the vertices),  is a set of "blocks" (the edges), and  is the incidence relation between them.
Tanaka Giichi
Baron Tanaka Giichi (Japanese: 田中 義一; IPA: [ta̠na̠ka̠ ɡʲiːt͡ɕi]; 22 June 1864 – 29 September 1929) was a Japanese general and politician who served as Prime Minister of Japan from 1927 to 1929.

Born to a samurai family in the Chōshū Domain, Tanaka became an officer in the Imperial Japanese Army and rose through the ranks. He served as Minister of the Army under Prime Ministers Hara Takashi and Yamamoto Gonnohyōe. After retiring from active duty he accepted the presidency of the Rikken Seiyūkai, a major conservative party. Following the resignation of the Wakatsuki Cabinet in 1927, Tanaka was appointed Prime Minister. In foreign affairs, he pursued a hawkish policy; in domestic affairs, he sought to suppress communist and socialist movements. Criticised for his handling of the unauthorised assassination of Zhang Zuolin by a Kwangtung Army officer, he resigned in 1929 and died soon afterwards.

Order of the Golden Kite
The Order of the Golden Kite (金鵄勲章, Kinshi Kunshō) was an order of the Empire of Japan, established on 12 February 1890 by Emperor Meiji "in commemoration of Jimmu Tennō, the Romulus of Japan". It was abolished 1947 by the Supreme Commander for the Allied Powers (SCAP) during the occupation of Japan, after World War II.
2016 Ulster Senior Football Championship
The 2016 Ulster Senior Football Championship was the 128th instalment of the annual Ulster Senior Football Championship held under the auspices of the Ulster GAA. It is one of the four provincial competitions of the 2016 All-Ireland Senior Football Championship. The competition ran from to 15 May to 17 July 2016.

The draw for the Championship was made on 16 October 2015. As in the previous two seasons, the two sides were named as A and B, to allow for teams to more easily predict the dates of their qualifier matches. Armagh, Cavan, Derry, and Tyrone were named to the A side, with Antrim, Donegal, Down, Fermanagh and Monaghan on the B side.

Monaghan were the defending champions following their victory over Donegal in the final of the 2015 Championship.

Tyrone beat Donegal 0-13 to 0-11 in the 2016 final.

Cavan GAA
The Cavan County Board (Irish: Cumann Lúthchleas Gael Coiste Chontae an Chabháin) or Cavan GAA is one of the 32 county boards of the Gaelic Athletic Association (GAA) in Ireland, and is responsible for the administration of Gaelic games in County Cavan.

The County Board is responsible for preparing the Cavan county teams in the various Gaelic sporting codes; football, hurling, camogie and handball.

The county football team won 5 All-Ireland Senior Football Championships before going into decline after 1970. The team won its 39th and 40th Ulster Senior Football Championships after gaps of 28 and 23 years, in 1997 and 2020 respectively.
Emamzadeh Taher and Mansour
Emamzadeh Taher and Mansour is a historical structure in Kashan, Iran. The construction of the building was completed in 1536, which is mentioned on the door of the tomb under the name of twelve shiites Imams. The Emamzadeh has a turquoise dome and minaret and also a wooden shrine.

Turquoise (color)
Turquoise is a cyan color, based on the mineral of the same name. The word turquoise dates to the 17th century and is derived from the French turquois, meaning 'Turkish', because the mineral was first brought to Europe through Turkey from mines in the historical Khorasan province of Iran (Persia) and Afghanistan today. The first recorded use of turquoise as a color name in English was in 1573.

The X11 color named turquoise is displayed on the right.
Callevophthalmus
Callevophthalmus is a genus of Australian cribellate araneomorph spiders in the family Dictynidae, and was first described by Eugène Simon in 1906. As of May 2019 it contains only two species: C. albus and C. maculatus. Originally placed in the Amaurobiidae, it was moved to the Dictynidae in 1967.

Eugène Simon
Eugène Louis Simon (French pronunciation: [øʒɛn lwi simɔ̃]; 30 April 1848 – 17 November 1924) was a French naturalist who worked particularly on insects and spiders, but also on birds and plants. He is by far the most prolific spider taxonomist in history, describing over 4,000 species.
Institute of Biochemistry, Molecular Biology and Biotechnology
The Institute of Biochemistry, Molecular Biology and Biotechnology (IBMBB), Sri Lanka, is the National Node for European Molecular Biology Network (EMBnet) and is designated as a Resource Centre for Molecular Life Sciences by the International Programme in Chemical Sciences, University of Uppsala, Sweden.

EMBnet
The European Molecular Biology network (EMBnet) is an international scientific network and interest group that aims to enhance bioinformatics services by bringing together bioinformatics expertises and capacities. On 2011 EMBnet has 37 nodes spread over 32 countries.  The nodes include bioinformatics related university departments, research institutes and national service providers.
Hamadi
Hamadi is an Arabic surname. Notable people with the surname include:

Abdel Wahab al-Hamadi (born 1979), Kuweiti writer

Ahmed Mulay Ali Hamadi (born 1954), Sahrawi diplomat

Ali Al-Hamadi (born 2002), English-Iraqi footballer

Fadane Hamadi (born 1992), Comorian track and field athlete

Hamadi Ould Baba Ould Hamadi (born 1948), Mauritanian politician

Hassane Hamadi, Comorian politician

Muhammad Shamte Hamadi (1907–1964), Zanzibari politician

Najah Hamadi (born 1984), Tunisian footballer

Osama Al Hamady (born 1975), Libyan football player

Sa'dun Hammadi (1930–2007), Iraqi Prime Minister

Osama Al Hamadi
Osama Al Hamadi (Arabic: اسامه الحمادي)  (born June 7, 1975) is a former Libyan football defender. He was a member of the Libya national football team.

Al Hamadi featured for Libya at the 2009 African Championship of Nations.
Longwood Range
The Longwood Range is a range of hills to the west of the Southland Plains, Southland, New Zealand. From the 1860s until the 1950s gold mining was prevalent in the Longwood Ranges. There are many small towns and localities situated around the periphery of these hills: clockwise from the south-east, these include Riverton, Pourakino Valley, Colac Bay, Pahia, Orepuki, Tuatapere, Otautau and Thornbury.

The Te Araroa Trail runs through the forest.

The highest point of the range is Bald Hill, west of Otautau, and is used for a cellphone tower.

Tuatapere
Tuatapere is a small rural town in Southland, New Zealand. It is the self declared "Sausage Capital of New Zealand". Tuatapere is located eight kilometres from the southern coast. The Waiau River flows through the town before reaching Te Waewae Bay, where it has its outflow into Foveaux Strait. The main local industries are forestry and farming.

Tuatapere has a logging museum and is located on the Southern Scenic Route from Invercargill to Te Anau making it a well-travelled tourist stop. The Clifden Suspension Bridge and Clifden War Memorial are located near State Highway 99 outside Tuatapere.
Tin Mountain pegmatite
The Tin Mountain pegmatite is an igneous intrusion located in the southern Black Hills, South Dakota. It is a part of the Harney Peak Granite dome that formed in the Late Paleoproterozoic around 1.7 billion years ago. The Harney Peak Granite system includes thousands of pegmatites, one of which is the Tin Mountain. The Tin Mountain pegmatite is rich in lithium, but was first mined in search of tin, which gave the mountain its name.

Albite
Albite is a plagioclase feldspar mineral. It is the sodium endmember of the plagioclase solid solution series. It represents a plagioclase with less than 10% anorthite content. The pure albite endmember has the formula NaAlSi3O8. It is a tectosilicate. Its color is usually pure white, hence its name from Latin, albus. It is a common constituent in felsic rocks.
12.8 cm Pak 44
The 12.8 cm Pak 44 (Pak from German Panzerjägerkanone "anti-tank gun") is a German anti-tank gun used during World War II. It was designed as a result of experiences on the Eastern front in 1943. The German Army came upon the Soviet 122 mm field guns and issued a requirement for a similar weapon. Development initially concentrated on a field gun known as the Kanone K 44. However, once heavier Soviet tanks such as the IS-2 started to appear, the design requirements were altered to include an anti-armour role.

The Pak 44 has short to medium-range performance similar to the 8.8 cm Pak 43, but the 12.8 cm Pak 44 better maintained its anti-tank performance over long to extreme-long ranges – 1,800–2,700 m (2,000–3,000 yd) and beyond - while also doubling as an effective field gun when firing high-explosive shells.

Field gun
A field gun is a field artillery piece. Originally the term referred to smaller guns that could accompany a field army on the march, that when in combat could be moved about the battlefield in response to changing circumstances (field artillery), as opposed to guns installed in a fort (garrison artillery or coastal artillery), or to siege cannons and mortars which are too large to be moved quickly, and would be used only in a prolonged siege.

Perhaps the most famous use of the field gun in terms of advanced tactics was Napoleon Bonaparte's use of very large wheels on the guns that allowed them to be moved quickly even during a battle. By moving the guns from point to point during a battle, enemy formations could be broken up to be handled by the infantry or cavalry wherever they were massing, dramatically increasing the overall effectiveness of the attack.
University of Maine at Presque Isle
The University of Maine at Presque Isle (UMaine Presque Isle or UMPI) is a public college in Presque Isle, Maine. It is part of the University of Maine System and one of two University of Maine System schools in Aroostook County (the other being the University of Maine at Fort Kent).

Kappa Delta Phi (fraternity)
Kappa Delta Phi (ΚΔΦ), also known as KDPhi, is a social fraternity that was founded on April 14, 1900, at the Bridgewater State Normal School, now known as Bridgewater State University. The fraternity currently boasts 9 active chapters. A sorority, Kappa Delta Phi National Affiliated Sorority or NAS, was formed in 1971, and remains closely affiliated with the fraternity.
Space complexity
The space complexity of an algorithm or a data structure is the amount of memory space required to solve an instance of the computational problem as a function of characteristics of the input. It is the memory required by an algorithm until it executes completely. This includes the memory space used by its inputs, called input space, and any other (auxiliary) memory it uses during execution, which is called auxiliary space.

Similar to time complexity, space complexity is often expressed asymptotically in big O notation, such as 
   etc., where n is a characteristic of the input influencing space complexity.

Data structure
In computer science, a data structure is a data organization and storage format that is usually chosen for efficient access to data. More precisely, a data structure is a collection of data values, the relationships among them, and the functions or operations that can be applied to the data, i.e., it is an algebraic structure about data.
2017 Tre Valli Varesine
The 2017 Tre Valli Varesine was the 97th edition of the Tre Valli Varesine road cycling one day race. It was held on 3 October 2017 as part of the 2017 UCI Europe Tour in category 1.HC, over a distance of 192.9 km, starting in Saronno and ending in Varese.

The race was won by Alexandre Geniez of AG2R La Mondiale.

Decathlon CMA CGM Team
Decathlon CMA CGM (UCI team code: DCT) is a French cycling team with UCI WorldTeam status. Its title sponsors are French sporting goods retailer Decathlon and French shipping and logistics company CMA CGM. The team is predominantly French.
Fence (woodworking)
A fence is a part of many woodworking tools; it is typically used to guide or secure a workpiece while it is being sawn, planed, routed or marked. Fences play an important role for both accuracy and safety. Fences are usually straight and vertical, and made from metal, wood or plastic.: 194

Most fences either remain static with the workpiece guided along it, or are moved relative to the blade.

Jointer
A jointer or in some configurations, a jointer-planer (also known in the UK and Australia as a planer or surface planer, and sometimes also as a buzzer or flat top) is a woodworking machine used to produce a flat surface along a board's length.  As a jointer, the machine operates on the narrow edge of boards, preparing them for use as butt joint or gluing into panels. A planer-jointer setup has the width that enables smoothing ('surface planing') and leveling the faces (widths) of boards small enough to fit the tables.
Battle of Gurby
The Battle of Gurby (Ukrainian: Бій під Гурбами), according to the Institute of History of the National Academy of Sciences of Ukraine, the largest battle that took place 21–25 April 1944 near the village of Gurby (also spelled Hurby) in the south of Zdolbuniv Raion, between the USSR NKVD troops and UPA forces. It ended with breakthrough of Ukrainian fighters from the encirclement. The number of military and civilian casualties is not precisely known.

The battle took place during the transition of UPA units across the Soviet-German front. The defeated German troops were no longer a threat to the UPA units, so the NKVD departments were the greatest danger to the Ukrainian insurgents.

Vasyl Kuk
Vasyl Stepanovych Kuk (Ukrainian: Василь Степанович Кук; 11 January 1913 – 9 September 2007) was a Ukrainian nationalist activist and militant who was the last leader of the Ukrainian Insurgent Army, following the death of Roman Shukhevych. In 1954, he was captured by Soviet KGB troops and spent six years in prison without a court sentence.