hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Mary Esther, Florida
Mary Esther is a city in Okaloosa County, Florida, United States. It is part of the Crestview–Fort Walton Beach–Destin, Florida Metropolitan Statistical Area. The population was 3,982 at the 2020 US census, up from 3,851 at the 2010 census.

Fort Walton Beach, Florida
Fort Walton Beach, often referred to by the initialism FWB, is a city in southern Okaloosa County, Florida, United States. As of the 2020 census, Fort Walton Beach had a population of 20,922. It is a principal city of the Crestview−Fort Walton Beach−Destin, Florida Metropolitan Statistical Area.

Fort Walton Beach is a year-round fishing and beach resort community. Its busiest time of the year is the summer, causing a boost to the local economy because of tourism.
Irati (river)
The Irati river (Basque: Iratiko erreka) is a right bank tributary of the Aragon in Sangüesa, Navarre. It begins in the Irati Forest, then feeds the water retenue of 'Itoiz.

Flowing northward, the river receives its French tributary, l’Iratiko. Before reaching Irabia, it is dammed to form Lake Irabia, a reservoir created in 1921. This picturesque lake, located in the heart of the forest, is also fed by the Urrio River, another northern tributary.

Aragón (river)
The Aragón (Spanish: Río Aragón; Basque: Aragon Ibaia) is a river in northern Spain, one of the left-hand tributaries of the river Ebro. It rises at Astún (province of Huesca) in the central Pyrenees Mountains, passes southwest through Jaca and Sangüesa (Navarre), and joins the Ebro at Milagro (Navarre), near Tudela. The name Aragón is related to the birth area of the former kingdom, which corresponds to the modern autonomous community of Aragón in Spain.
Felmingham
Felmingham is a village and civil parish in the English county of Norfolk.

Felmingham is located 2 miles (3.2 km) west of North Walsham and 13 miles (21 km) north of Norwich, along the B1145 between King's Lynn and Mundesley.

Mundesley
Mundesley /ˈmʌn.zli/ is a coastal village and a civil parish in the English county of Norfolk. The village is 20 miles (32 km) north-northeast of Norwich, 7 miles (11 km) southeast of Cromer and 6 miles (9.7 km) north-northeast of the town of North Walsham.
Midwest Rail Rangers
Midwest Rail Rangers is a non-profit organization specializing with on-board educational programs to railroad passengers in the Midwestern United States with information regarding history, ecology, and geology.

Guides with Midwest Rail Rangers provide interpretive programs on-board the South Shore Line between Chicago, Illinois and South Bend, Indiana.

The organization is based in Luck, Wisconsin.

South Shore Line
The South Shore Line (reporting mark NICD) is an electrically powered commuter rail line operated by the Northern Indiana Commuter Transportation District (NICTD) between Millennium Station in downtown Chicago, Illinois, and the South Bend Airport station in South Bend, Indiana, United States. The name refers to both the physical line and the service operated over that route. It primarily serves the Indiana portion of the Chicago metropolitan area.

The line was built in 1901–1908 by predecessors of the Chicago South Shore and South Bend Railroad, which continues to operate freight service. Passenger operation was assumed by the NICTD in 1989, who also purchased the track in 1990. The South Shore Line is one of the last surviving non-Amtrak interurban trains in the United States. In 2025, the system had a ridership of 2,029,900, or about 6,300 per weekday as of the fourth quarter of 2025.
Kamen Rider Saber
Kamen Rider Saber (仮面ライダーセイバー（聖刃）, Kamen Raidā Seibā) is a Japanese tokusatsu drama, the 31st entry of Toei Company's Kamen Rider franchise, and the second series to debut during the Reiwa period. The series premiered on September 6, 2020, joining Mashin Sentai Kiramager, and later, Kikai Sentai Zenkaiger in the Super Hero Time line-up after the finale of Kamen Rider Zero-One before being succeeded by Kamen Rider Revice on September 5, 2021. The series is notable for its use of a fantasy setting and its storybook theming.

Kamen Rider Zero-One
Kamen Rider Zero-One (仮面ライダーゼロワン, Kamen Raidā Zerowan) is a Japanese tokusatsu drama series produced by Toei Company and TV Asahi. It is the 30th series in the Kamen Rider franchise and the first series in the Reiwa period. The show premiered on September 1, 2019, following the finale of Kamen Rider Zi-O, and joined Kishiryu Sentai Ryusoulger, and later, Mashin Sentai Kiramager in the Super Hero Time lineup before concluding on August 30, 2020.

The series' theme revolves around technological singularity and artificial intelligence, a theme shared with the company, Hiden Intelligence, who face threats from the cyber-terrorist group, MetsubouJinrai.net, who want to take over and bring extinction to the human race via a tech uprising.
Torr
The torr (symbol: Torr) is a unit of pressure based on an absolute scale, defined as exactly ⁠1/760⁠ of a standard atmosphere (101325 Pa).  Thus one torr is exactly ⁠101325/760⁠ pascals (≈ 133.32 Pa).

Historically, one torr was intended to be the same as one "millimetre of mercury", but subsequent redefinitions of the two units made the torr marginally lower (by less than 0.000015%).

The torr is not part of the International System of Units (SI). Even so, it is often combined with the metric prefix milli to name one millitorr (mTorr), equal to 0.001 Torr.

The unit was named after Evangelista Torricelli, an Italian physicist and mathematician who discovered the principle of the barometer in 1644.

Standard atmosphere (unit)
The standard atmosphere (symbol: atm) is a unit of pressure defined as 101325 Pa. It is sometimes used as a reference pressure or standard pressure. It is approximately equal to Earth's average atmospheric pressure at sea level.
A Special Kind of Hero
"A Special Kind of Hero" is a song by Stephanie Lawrence that was served as the theme song of Hero (1986 FIFA World Cup Official Film)

The World Cup Greatest Hits album on which this track is allegedly re-released in fact does not contain this song. Somehow there was a mix-up resulting in the  Official FIFA Anthem that was first used in the 1994 World Cup replacing it, but still being labeled as Special Kind of Hero. The only source from which the real song can be heard today is Hero - The Official Film of 1986 FIFA World Cup: Hero.

It was written by Rick Wakeman.

Hero (1987 film)
Hero (1987) is the official documentary film of the 1986 FIFA World Cup held in Mexico. The film was narrated by Michael Caine and the music score was written by Rick Wakeman. It focuses on the major matches of the 1986 World Cup, focusing on the background of the important players, their contributions to the team, and the major moments that occurred throughout the tournament.

Hero found the most success in Argentina since the focal point of the film was Diego Maradona and his role in the quarter-final match against England, more specifically the Hand of God goal and the Goal of the Century. The match and the championship were eventually won by Argentina. The film also enjoys cult status in the UK.
British Junior Open Squash 2015
The British Junior Open 2015 is the 2015 edition of the British Junior Open for Squash, which is a World Junior Squash Circuit event Tier 2. The event took place in Sheffield in England from 2 to 6 January.

British Junior Open Squash
The British Junior Open is considered the second most prestigious junior open squash championship after the World Junior Squash Championships. It is one of the five Tier 2 events in the WSF World Junior Squash Circuit. British Junior Open is divided into ten categories: Boys under-19, boys under-17, boys under-15, boys under-13, boys under-11, girls under-19, girls under-17, girls under-15, girls under-13, and girls under-11.

The under-19 boys category was known as the Drysdale Cup before 1999; the under-16 and under-14 categories were both held prior to 1999, until they were replaced by the under-15 and under-17 categories. The under-13 categories were also introduced in the same year. The tournament moved to Birmingham from 2018 onwards, where the under-11 categories were introduced.
Hausdorff maximal principle
In mathematics, the Hausdorff maximal principle is an alternate and earlier formulation of Zorn's lemma proved by Felix Hausdorff in 1914 (Moore 1982:168). It states that in any partially ordered set, every totally ordered subset is contained in a maximal totally ordered subset, where "maximal" is with respect to set inclusion.

In a partially ordered set, a totally ordered subset is also called a chain. Thus, the maximal principle says every chain in the set extends to a maximal chain.

The Hausdorff maximal principle is one of many statements equivalent to the axiom of choice over ZF (Zermelo–Fraenkel set theory without the axiom of choice). The principle is also called the Hausdorff maximality theorem or the Kuratowski lemma (Kelley 1955:33).

Partially ordered set
In mathematics, especially order theory, a partial order on a set is an arrangement such that, for certain pairs of elements, one precedes the other. The word partial is used to indicate that not every pair of elements needs to be comparable; that is, there may be pairs for which neither element precedes the other. Partial orders thus generalize total orders, in which every pair is comparable.

Formally, a partial order is a homogeneous binary relation that is reflexive, antisymmetric, and transitive. A partially ordered set (poset for short) is an ordered pair  consisting of a set  (called the ground set of ) and a partial order  on . When the meaning is clear from context and there is no ambiguity about the partial order, the set  itself is sometimes called a poset.
2009 National Games of China
The 11th National Games of China were held in various cities in Shandong from October 16 to October 28, 2009. Represented were 33 sports, 43 disciplines and 362 events, including 4 winter sports which were held in Shenyang, Changchun and Qingdao between January and April 2009.

In all, a total of 1241 medals were awarded. The host province of Shandong came first on the medals table with 63 gold, 40 silver and 43 bronze. The games saw the triumphant return from injury for Olympic 110m hurdles champion Liu Xiang. Swimmer Liu Zige also broke the world record in the women's 200 metres butterfly, taking 2 seconds off from the previous record.

The 11th National Games was labelled by some as "China's Olympics", which is reflective of growing significance of the National Games in China.

National Games of China
The National Games of the People's Republic of China is the highest-level comprehensive multi-sport event of China. It is hosted by the General Administration of Sport of China. The games is held every four years, usually in the summer or autumn of the year after the Summer Olympics.

The National Games was first held in 1959 in Beijing at the Workers' Stadium, when 10,658 athletes competed across 384 events in 42 sports.
Vicki Keith
Dr. Vicki Keith Munro, CM, O.Ont, LLD, ChPC (born 26 February 1961 in Winnipeg, Manitoba) is a Canadian retired marathon swimmer, coach and advocate for disabled athletes. Her accomplishments include the first crossing of all five Great Lakes, a 100-hour swim and the world record distance of 80.2 kilometers swum using the butterfly stroke. Many people consider Keith as the face of marathon swimming.

Order of Ontario
The Order of Ontario (French: Ordre de l'Ontario) is a civilian honour for merit in the Canadian province of Ontario. Instituted in 1986 by Lieutenant Governor Lincoln Alexander, on the advice of the Cabinet under Premier David Peterson, the civilian order is administered by the Lieutenant Governor-in-Council and is intended to honour current or former Ontario residents for conspicuous achievements in any field.
JTV Ethiopia
JTV Ethiopia is an Ethiopian free-to-air satellite television channel owned by Yosef Gebre, a journalist, singer and philanthropist who previously began his TV show in EBS TV before establishing his own channel. It is based in Phoenix, Arizona, U.S and launched in 2016 on Nilesat. In May 2020, the channel in its standard-definition (SD) television platform was officially closed as a result of poor revenue from each employee and the COVID-19 pandemic impacted the station for less advertising income. However, the channel still exists in HD and is transmitted via Ethiosat.

EBS TV (Ethiopia)
Ethiopian Broadcasting Service (EBS TV) is an Ethiopian free to air television network. Launched in 2008, the network is based in Ethiopia with correspondents both in United States at its headquarters in Silver Spring, Maryland, U.S. EBS TV broadcasts programs in mostly Amharic.  EBS TV is the first private channel launched in Ethiopia.

EBS TV focuses various entertainments related subjects such as talk shows, game shows, movies, dramas and others. EBS TV is known for the production of the first local late night talk show, Seifu on EBS, hosted by Seifu Fantahun. The channel is available via Nilesat 7°W position and it is also being distributed on DStv as of March 2017.
Ministry of Defence (Zimbabwe)
The Ministry of Defence is a Zimbabwe Government ministry, responsible for defence and national defence policy. The current incumbent minister is Oppah Muchinguri. Levi Mayihlome holds the portfolio of Deputy Minister of Defence. The Ministry is located in the capital of Harare.

It oversees the following uniformed services:

Zimbabwe Defence Forces
Zimbabwe National Army
Air Force of Zimbabwe

Zimbabwe Republic Police (joint with Ministry of Home Affairs)

It was established in July 1994 as the combined Zimbabwe Defence Forces Headquarters.

Ministry of Home Affairs and Cultural Heritage (Zimbabwe)
The Ministry of Home Affairs and Cultural Heritage is the home affairs ministry of the government of Zimbabwe. It governs several matters, including the following:

Zimbabwe Republic Police

Registrar General

Immigration

National Archives of Zimbabwe

National Museums and Monuments of Zimbabwe

Board of Censors

Lotteries and Gaming Board

It was a "sticking point" issue in the political negotiations between the three largest parties in the Parliament, which finally resolved to place two co-ministers from the two largest parliamentary parties over the ministry.
Truncated 6-orthoplexes
In six-dimensional geometry, a truncated 6-orthoplex is a convex uniform 6-polytope, being a truncation of the regular 6-orthoplex.

There are 5 degrees of truncation for the 6-orthoplex. Vertices of the truncated 6-orthoplex are located as pairs on the edge of the 6-orthoplex. Vertices of the bitruncated 6-orthoplex are located on the triangular faces of the 6-orthoplex. Vertices of the tritruncated 6-orthoplex are located inside the tetrahedral cells of the 6-orthoplex.

Uniform 6-polytope
In six-dimensional geometry, a uniform 6-polytope is a six-dimensional uniform polytope. A uniform polypeton is vertex-transitive, and all facets are uniform 5-polytopes.

The complete set of convex uniform 6-polytopes has not been determined, but most can be made as Wythoff constructions from a small set of symmetry groups. These construction operations are represented by the permutations of rings of the Coxeter-Dynkin diagrams. Each combination of at least one ring on every connected group of nodes in the diagram produces a uniform 6-polytope.

The simplest uniform polypeta are regular polytopes: the 6-simplex {3,3,3,3,3}, the 6-cube (hexeract) {4,3,3,3,3}, and the 6-orthoplex (hexacross) {3,3,3,3,4}.
Partition refinement
In the design of algorithms, partition refinement is a technique for representing a partition of a set as a data structure that allows the partition to be refined by splitting its sets into a larger number of smaller sets. In that sense it is dual to the union-find data structure, which also maintains a partition into disjoint sets but in which the operations merge pairs of sets. In some applications of partition refinement, such as lexicographic breadth-first search, the data structure maintains as well an ordering on the sets in the partition.

Partition refinement forms a key component of several efficient algorithms on graphs and finite automata, including DFA minimization, the Coffman–Graham algorithm for parallel scheduling, and lexicographic breadth-first search of graphs.

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.
2nd Infantry Brigade (United Kingdom)
The 2nd Infantry Brigade (later 2 (South East) Brigade) was a regional brigade of the British Army, active since before the First World War. It was the regional formation of the Army in the South East of England–the Brigade commanded and administered soldiers throughout Kent, Surrey and Sussex–but also Brunei. In December 2014 the Brigade merged with 145 (South) Brigade to form Headquarters 11th Infantry Brigade and Headquarters South East.

145th Infantry Brigade (United Kingdom)
The 145th Infantry Brigade was a regional brigade of the British Army that saw active service in both the First and the Second World Wars, disbanding in 1943 and being reformed in the 1990s. The Brigade was renamed Headquarters 11th Infantry Brigade and Headquarters South East in October 2014.
Iu Mien Americans
Iu Mien Americans (Meiv guoqc Mienh) are primarily former refugees of the Secret War in Laos and the Vietnam War. While some Iu Mien families were granted political asylum and the opportunity to resettle in the United States prior to 1980, the great majority of Iu Mien immigrants to the U.S. arrived following the Refugee Act of 1980. Between the late 1970s to the early 1990s, thousands of Mien immigrants resettled mainly on the West Coast of the U.S. Today, the Iu Mien American population is estimated to be at 50,000 - 70,000.

Iu Mien people
The Iu Mien people (Iu Mienh 勉) are a subgroup of the Yao people, which is the largest of the three major Yao groups according to the Nationalities Affairs Commission of Guangxi Zhuang Autonomous Region in China. The Iu Mien language is categorized as belonging to the Mien language family. Iu Mien populations can be found in Southern China (Hunan, Guangxi, Guizhou, Guangdong, Yunnan), Vietnam, Laos, Thailand, Burma, the United States, France, and other Western nations.
Four Horsemen Studios
Four Horsemen Studios is a collectible figure design studio and manufacturer, specializing in creating sculptures of toys and action figures.  The company was founded in the late 1990s as a contractor to Mattel, and have since grown to an independent studio creating their own lines of figures as well as manufacturing third party designs under license.

Mattel
Mattel, Inc. (/məˈtɛl/ mə-TEL) is an American multinational toy manufacturing and entertainment company headquartered in El Segundo, California. Founded in Los Angeles by Harold Matson and Ruth and Elliot Handler in January 1945, Mattel has a presence in 35 countries and territories. Its products are sold in more than 150 countries.

Mattel is the world's second largest toy maker in terms of revenue, after the Lego Group. Two of Mattel's major brands, Barbie and Hot Wheels, were named the top global toy property and the top-selling global toy of the year for 2020 and 2021 by the NPD Group.
1997–98 FA Cup qualifying rounds
The 1997–98 FA Cup qualifying rounds opened the 117th season of competition in England for 'The Football Association Challenge Cup' (FA Cup), the world's oldest association football single knockout competition.  A total of 563 clubs were accepted for the competition, down 11 from the previous season's 574.

The large number of clubs entering the tournament from lower down (Levels 5 through 8) in the English football pyramid meant that the competition started with five rounds of preliminary (1) and qualifying (4) knockouts for these non-League teams.  The 28 winning teams from fourth round qualifying progressed to the First round proper, where League teams tiered at Levels 3 and 4 entered the competition.

1997–98 FA Cup
The 1997–98 FA Cup (known as The FA Cup sponsored by Littlewoods for sponsorship reasons) was the 117th staging of the FA Cup. The competition was won by Arsenal with a 2–0 victory against Newcastle United at Wembley Stadium.
Throstle (horse)
Throstle (1891–1910) was a British Thoroughbred racehorse and broodmare. Born partially blind and considered a likely candidate for euthanasia as a foal she nevertheless proved herself one of the two best fillies of her generation in Britain. She showed considerable promise despite failing to win in three starts as a juvenile in 1893 and began her second season by running sixth to Amiable in the 1000 Guineas. In the summer of her second season she made rapid progress, winning the Coronation Stakes and Nassau Stakes as well as finishing fourth against very strong male opposition in the Eclipse Stakes. Poor form in training led to her starting at odds of 50/1 for the St Leger but she created a huge upset by defeating the Epsom Derby winner Ladas. She failed to win again and was retired from racing in 1895. She had little success as a dam of winners.

Amiable
Amiable (1891–1915) was a British Thoroughbred racehorse that won the 1894 Epsom Oaks and 1,000 Guineas Stakes despite having severe stringhalt in both hind limbs. Amiable raced until she was three years old, retiring in 1895 to the Duke of Portland's Welbeck Stud. Plagued with fertility problems, Amiable was a failure as a broodmare and produced only one foal that survived to adulthood. She was pensioned for the last 11 years of her life and was euthanized at the age of 24 in November 1915.
Deir ed-Darb
Deir ed-Darb (Arabic: دير الدرب, lit. 'The monastery of the road') is a monumental rock-cut tomb in the village of Qarawat Bani Hassan in the West Bank. The tomb displays architectural elements typical of late Second Temple Judea, with notable similarities to tombs from the same period in Jerusalem; based on these features, scholars date it to the 1st century BCE. The site was investigated by archaeologists in the 1970s.

Rock-cut tomb
A rock-cut tomb is a burial chamber that is cut into an existing, naturally occurring rock formation, so a type of rock-cut architecture. They are usually cut into a cliff or sloping rock face, but may go downward in fairly flat ground. It was a common form of burial for the wealthy in ancient times in several parts of the world.

Important examples are found in Egypt, most notably in the town of Deir el-Medina (Seet Maat), located between the Valley of the Kings and the Valley of the Queens. Other notable clusters include numerous Rock-cut tombs in ancient Israel (modern Israel and the Palestinian territories), at Naghsh-e Rostam necropolis in Iran, at Myra in Lycia (today in Turkey), Nabataean tombs in Petra (modern Jordan) and Mada'in Saleh (Saudi Arabia), Sicily (Pantalica) and Larnaca. Indian rock-cut architecture is very extensive, but does not feature tombs.