hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Slovaks in Serbia
Slovaks are recognized ethnic minority in Serbia. According to data from the 2022 census, the population of ethnic Slovaks in Serbia is 41,730, constituting 0.6% of the total population.

They mainly live in Vojvodina, where they number 39,807 being the third largest ethnic group (after Serbs and Hungarians) and make up 2.3% of the province's population. Unlike most other ethnic Slovaks, both in Slovakia and in the diaspora, Slovaks in Serbia are predominantly Protestant (Evangelical-Augsburg Church, a Lutheran Protestant denomination) by faith and not Catholic.

Bački Petrovac
Bački Petrovac (Serbian Cyrillic: Бачки Петровац; Slovak: Báčsky Petrovec; Hungarian: Petrőc) is a town and municipality located in the South Bačka District, province of Vojvodina, Serbia. The town has a population of 5,227, while the municipality has 11,512 inhabitants.
Kholmogorsky District
Kholmogorsky District (Russian: Холмого́рский райо́н) is an administrative district (raion), one of the twenty-one in Arkhangelsk Oblast, Russia. Municipally, it is incorporated as Kholmogorsky Municipal District. It is located in the center of the oblast and borders with Pinezhsky District in the east, Vinogradovsky District in the southeast, the territory of the town of oblast significance of Mirny in the south, Plesetsky District in the southwest, and with Primorsky District in the northwest. The area of the district is 16,827 square kilometers (6,497 sq mi). Its administrative center is the rural locality (a selo) of Kholmogory. District's population:  25,061 (2010 Census); 30,797 (2002 Census); 35,891 (1989 Soviet census). The population of Kholmogory accounts for 16.6% of the district's total population.

Vinogradovsky District
Vinogradovsky District (Russian: Виногра́довский райо́н) is an administrative district (raion), one of the twenty-one in Arkhangelsk Oblast, Russia. As a municipal division, it is incorporated as Vinogradovsky Municipal District. It is located in the center of the oblast and borders with Pinezhsky District in the northeast, Verkhnetoyemsky District in the southeast, Shenkursky District in the south, Plesetsky District in the southwest, the town of oblast significance of Mirny in the west, and with Kholmogorsky District in the northwest. The area of the district is 12,600 square kilometers (4,900 sq mi). Its administrative center is the urban locality (an urban-type settlement) of Bereznik. Population:  16,753 (2010 Census); 20,862 (2002 Census); 24,834 (1989 Soviet census). The population of Bereznik accounts for 35.9% of the district's total population.
Rea, Missouri
Rea (pronounced ray /reɪ/) is a village in Platte Township, Andrew County, Missouri, United States. The population was 46 at the 2020 census. It is part of the St. Joseph, MO–KS Metropolitan Statistical Area.

Andrew County, Missouri
Andrew County is a county located in the northwestern part of the U.S. state of Missouri. As of the 2020 census, the county had a population of 18,135. Its county seat is Savannah. The county was organized January 29, 1841, and named for Andrew Jackson Davis, a lawyer and prominent citizen of St. Louis.

Andrew County is part of the St. Joseph, MO–KS Metropolitan Statistical Area, which is included in the Kansas City, MO–KS Combined statistical area.
Hohenlepte
Hohenlepte (German pronunciation: [ˈhoːənlɛptə]) is a village and a former municipality in the district of Anhalt-Bitterfeld, in Saxony-Anhalt, Germany. Since 1 January 2010, it is part of the town Zerbst. Hohenlepte has 234 inhabitants and lies some 71 mi (or 115 km) southwest of Berlin.

Zerbst
Zerbst (German pronunciation: [ˈtsɛʁpst] ⓘ) is a town in the district of Anhalt-Bitterfeld, in Saxony-Anhalt, Germany. Until an administrative reform in 2007, Zerbst was the capital of the former Anhalt-Zerbst district.
Cheney School District
Cheney School District No. 360 is a public school district in Spokane County, Washington and serves the towns of Cheney, Airway Heights, and the surrounding area. The district offers classes from Kindergarten to Grade 12.

As of 2018, the district had an enrollment of 4,743 and serves an area of 378 square miles (980 km2).

Cheney, Washington
Cheney (/ˈtʃiːni/ CHEE-nee) is a city in Spokane County, Washington, United States. The full-time resident population was 13,255 as of the 2020 census. Eastern Washington University is located in Cheney. When classes are in session at EWU, the city's population reaches approximately 17,600 people temporarily.
Mount Emily Reservoir
Mount Emily Reservoir was a reservoir originally designed to bring water supply to the town of Singapore. It was in operation from 1878 until it was not required with the completion of Fort Canning Reservoir in 1929. It was converted into a swimming pool and was reopened in 1931.

Mount Emily Park
Mount Emily Park covers 3.1 hectares in Singapore.

The park is located in District 9, next to Istana and close to the areas known as Little India and Bugis. It contains a stand of mature trees, which serve to moderate the climate in nearby areas.
Riverside Museum
The Riverside Museum (replacing the preceding Glasgow Museum of Transport) is a museum in the Partick area of Glasgow, Scotland,  housed in a building designed by Zaha Hadid Architects, with its River Clyde frontage at the new Pointhouse Quay. It forms part of the Glasgow Harbour regeneration project.  The building opened in June 2011, winning the 2013 European Museum of the Year Award. It houses many exhibits of national and international importance. The Govan–Partick Bridge, which provides a pedestrian and cycle path link from the museum across the Clyde to Govan, opened in 2024.

A. & J. Inglis
A & J Inglis Limited, was a shipbuilding firm founded by Anthony Inglis and his brother John, engineers and shipbuilders in the Partick area of Glasgow, Scotland in 1862. The firm built over 500 ships in a period of just over 100 years. Their Pointhouse Shipyard was at the confluence of the rivers Clyde and Kelvin. They constructed a wide range of ships, including Clyde steamers, paddle steamers and small ocean liners. In wartime, they built small warships, and in the period after World War II, they built a number of whalers.
Professional Bull Riders: Heroes and Legends
The Professional Bull Riders Heroes and Legends celebration honors five divisions in the Professional Bull Riders (PBR) and Professional Rodeo Cowboys Association (PRCA), including the best bucking bulls.

Adriano Morães
Adriano Silva Morães (born April 20, 1970) is a Brazilian former professional rodeo cowboy who specialized in bull riding. He was one of the leading bull riders in the world from the mid-1990s to 2000s, with two titles at the National Finals Rodeo (NFR) and three Professional Bull Riders (PBR) world titles to his credit.

In 2023, Morães was ranked No. 4 on the list of the top 30 bull riders in PBR history.
Borough of Fareham
The Borough of Fareham is a local government district with borough status in Hampshire, England. Its council is based in Fareham. Other places within the borough include Portchester, Hill Head, Sarisbury, Stubbington, Titchfield and Warsash. The borough covers much of the semi-urban area between the cities of Southampton and Portsmouth, and is part of the South Hampshire conurbation. The neighbouring districts are Eastleigh, Winchester, Portsmouth and Gosport. The district's southern boundary is the coast of the Solent.

Warsash
Warsash is a seaside village in southern Hampshire, England, situated at the mouth of the River Hamble, west of the area known as Locks Heath and south of Sarisbury. Boating plays an important part in the village's economy, and the village has a sailing club. It is also home to the Warsash Maritime Academy, part of Southampton Solent University, which provides training for Merchant Navy Officers from around the world.

The Locks Heath, Warsash and Whiteley urban area had a combined population of 43,359 according to 2011 Census. This also includes Park Gate and Swanwick and forms a subdivision of the South Hampshire built up area.

Warsash is in the borough of Fareham, and is part of the Hamble Valley parliamentary constituency. The village lies in the Hook-with-Warsash parish, with the hamlet of Hook.
Ejan, Ghana
Ejan, or Agyan, is a town in the Western Region of Ghana. The town is southeast of Domunli on the Atlantic coast of Ghana. It is located 100 kilometres (62 mi) west of the regional capital, Takoradi, and is in the Jomoro District.  Other towns that surround Ejan are Domunli, Domun, Agufo, and Dentokrom.

Dentokrom
Dentokrom (also written Dentukrom) is a town in the Western Region of Ghana. The town is north of Domunli on the Atlantic coast of Ghana. It is located 100 kilometres (62 mi) west of the regional capital, Takoradi, in the region of Western Region, and is in the Jomoro District. Other towns that surround Dentokrom are Domunli, Domun, Ejan, and Agufo.
Tenshin Shōden Katori Shintō-ryū
Tenshin Shōden Katori Shintō-ryū (天真正伝香取神道流) is one of the oldest extant Japanese martial arts and an exemplar of bujutsu. It was founded by Iizasa Ienao, who lived near Katori Shrine (Sawara City, Chiba Prefecture) at the time. The ryū is purported to have been founded in 1447, but some scholars state that it was about 1480.

Japanese martial arts
Japanese martial arts refers to the variety of martial arts native to the country of Japan. At least three Japanese terms (budō, bujutsu, and bugei) are used interchangeably with the English phrase Japanese martial arts.

The usage of the term budō (武道) to mean martial arts is a modern one: historically the term meant a way of life encompassing physical, spiritual and moral dimensions with a focus on self-improvement, fulfillment or personal growth. The terms bujutsu (武術) and bugei (武芸) have different meanings from budō, at least historically speaking. Bujutsu refers specifically to the practical application of martial tactics and techniques in actual combat. Bugei refers to the adaptation or refinement of those tactics and techniques to facilitate systematic instruction and dissemination within a formal learning environment.
History of parliamentary constituencies and boundaries in Tyne and Wear
The ceremonial county of Tyne and Wear was created under the Local Government Act 1972, which came into effect on 1 April 1974, comprising the urban areas around the mouths of the Rivers Tyne and Wear, previously parts of the historic counties of Northumberland and Durham. It returned 12 MPs to the UK Parliament from 2010 to 2024. Under the 2023 review of Westminster constituencies, coming into effect for the 2024 general election, the boundary commission proposed two cross-county boundary seats with Northumberland and one with Durham, in addition to 10 constituencies wholly within the county boundaries, .

Jarrow (UK Parliament constituency)
Jarrow was a constituency represented in the House of Commons of the UK Parliament from 2019 until its abolition for the 2024 general election by Kate Osborne of the Labour Party.

The seat was created in the Redistribution of Seats Act 1885. and abolished in the 2023 periodic review of Westminster constituencies. With moderate boundary changes the constituency was replaced by the new Jarrow and Gateshead East, to be first contested in the 2024 general election.
OER Commons
OER Commons (OER for open educational resources) is a freely accessible online library that allows teachers and others to search and discover open educational resources (OER) and other freely available instructional materials.

Open education
Open education is an international learning standards and education policy open standards movement based on open source openness.

It was created inspired by the historiography of history of education educational movements of the twentieth century such as popular education, community education, and critical pedagogy, all of which promote the widening participation and inclusiveness in society based on open access with the aim of information access to learning and training in informal and formal education systems, mainly through online and distance education.

Its main products are open educational resources (OER), open source software educational technologies (edtech), open science, open research projects, and open educational practices.
Sports club
A sports club or sporting club, sometimes an athletics club or sports society or sports association, is a group of people formed for the purpose of playing sports.

Sports clubs range from organisations whose members play together, unpaid, and may play other similar clubs on occasion, watched mostly by family and friends, to large commercial organisations with professional players which have teams that regularly compete against those of other clubs and sometimes attract very large crowds of paying spectators. Clubs may be dedicated to a single sport or to several (multi-sport clubs).

The term "athletics club" is sometimes used for a general sports club, rather than one dedicated to athletics proper.

Friedrich Ludwig Jahn's Turner movement, first realised at Volkspark Hasenheide in Berlin in 1811, was the origin of the modern sports clubs.

Football club (association football)
In association football, a football club (or association football club, alternatively soccer club) is a sports club that acts as an entity through which association football teams organise their sporting activities. The club can exist either as an independent unit or as part of a larger sports organization as a subsidiary of the parent club or organization.

The sport of association football allows teams that partake in some sort of club activity to participate in tournaments such as leagues and other competitions. Teams must register their players as well as staff and other personnel to be eligible to represent the club in any activity as it regards to association football competitions.
Cavite Economic Zone
The Cavite Economic Zone (CEZ), also known as the Cavite Export Processing Zone (CEPZ) and colloquially as EPZA (after the Export Processing Zone Authority), comprises 275 hectares (680 acres) of land encompassing the municipality of Rosario and the city of General Trias in the province of Cavite. It is located 30 kilometers (19 mi) south of Manila. It was developed in five phases.

Philippine Economic Zone Authority
The Philippine Economic Zone Authority (PEZA), formerly known as the Foreign Trade Zone Authority (FTZA) and Export Processing Zone Authority (EPZA), is a Philippine government agency attached to the Department of Trade and Industry.

It was created to help promote investments in the export-oriented manufacturing industry into the country by assisting investors in registering and facilitating their business operations and providing tax incentives. PEZA also assists investors who locate in service facilities inside special economic zones in the country (areas are called PEZA Special Economic Zones) which are usually business process outsourcing and knowledge process outsourcing firms. Other activities also eligible for PEZA registration and incentives include establishment and operation within special economic zones for tourism, medical tourism, logistics and warehousing services, economic zone development and operation and facilities providers.
196th Infantry Brigade (United States)
The 196th Infantry Brigade ("Chargers"), also known as the Charger Brigade was first formed on 24 June 1921 as part of the United States Army Reserve's 98th Division with the responsibility of training soldiers.

1st Infantry Regiment (United States)
The 1st Infantry Regiment is a regiment of the United States Army that draws its lineage from a line of post American Revolutionary War units and is decorated with thirty-nine campaign streamers. The 1st Battalion, 1st Infantry is assigned as support to the United States Military Academy at West Point, New York and to furnish the enlisted garrison for the academy and the Stewart Army Subpost. 2nd Battalion, 1st Infantry Regiment is an infantry component serving with the 2nd Stryker Brigade, 2nd Infantry Division at Joint Base Lewis–McChord, Washington.
Baryon number
In particle physics, the baryon number (B) is an  additive quantum number of a system. It is defined as

where ⁠⁠ is the number of quarks, and ⁠⁠ is the number of antiquarks. Baryons (three quarks) have B = +1, mesons (one quark, one antiquark) have B = 0, and antibaryons (three antiquarks) have B = −1. Exotic hadrons like pentaquarks (four quarks, one antiquark) and tetraquarks (two quarks, two antiquarks) are also classified as baryons and mesons depending on their baryon number. In the Standard Model B conservation is an accidental symmetry which means that it appears in the Standard Model but is often violated when going beyond it. Physics beyond the Standard Model theories that contain baryon number violation are, for example, Standard Model with extra dimensions, Supersymmetry, Grand Unified Theory and String theory.

Quantum number
In quantum physics and chemistry, quantum numbers are quantities that characterize the possible states of the system. 
To fully specify the state of the electron in a hydrogen atom, four quantum numbers are needed. The traditional set of quantum numbers includes the principal, azimuthal, magnetic, and spin quantum numbers. To describe other systems, different quantum numbers are required. For subatomic particles, one needs to introduce new quantum numbers, such as the flavour of quarks, which have no classical correspondence.

Quantum numbers are closely related to eigenvalues of observables. When the corresponding observable commutes with the Hamiltonian of the system, the quantum number is said to be "good", and acts as a constant of motion in the quantum dynamics.
Sanda Station
Sanda Station (三田駅, Sanda-eki) is a junction passenger railway station located in the city of Sanda, Hyōgo Prefecture, Japan. It is jointly operated by the West Japan Railway Company (JR West) and the private transportation company, Kobe Electric Railway (Shintetsu).

Sanda, Hyōgo
Sanda (三田市, Sanda-shi) is a city located in Hyōgo Prefecture, Japan. As of 1 November 2022, the city had an estimated population of 108,452 in 47,018 households and a population density of 520 persons per km2. The total area of the city is 210.32 square kilometres (81.21 sq mi).
University Neighborhood, Syracuse
The University Neighborhood is one of Syracuse, New York's 26 officially recognized neighborhoods. It borders the neighborhoods of Westcott to the north, University Hill to the west, Outer Comstock to the southwest, Skytop (South Campus) to the south, and Meadowbrook to the east.

The University Neighborhood is mostly residential, with only a few convenience stores located throughout. The neighborhood is close to retail and dining, however, with Westcott Street being lined with small shops and restaurants immediately to the north, and the Nottingham Plaza across East Colvin Street at its southeastern corner. This plaza has a grocery store, Eckerd drug store, liquor store, barber shop, as well as a UPS Store behind it. Additionally, Marshall Street, the main retail area of adjacent University Hill is within a short walk of the northwestern corner of the neighborhood. The neighborhood is also home to the city's only cooperative grocery store, the Syracuse Real Food Co-op.

Meadowbrook, Syracuse
Meadowbrook is a Syracuse, New York neighborhood, located in the southeastern corner of the city. It corresponds to Onondaga County Census Tract 46. It is named after Meadow Brook, which runs through it and into Butternut Creek.
Tata Nano Singur controversy
The Tata Nano Singur controversy was a controversy generated by land acquisition for a proposed Tata Motors automobile factory at Singur in Hooghly district, West Bengal, India. The factory would have been used to build the compact car Tata Nano.

The erstwhile state government of West Bengal created the controversy by citing the Land Acquisition Act, 1894 rule to conduct an eminent domain takeover of 997 acres (4.03 km2) of farmland on which Tata Motors was supposed to build its factory. The rule is meant for public improvement projects, and the state government wanted Tata to build in its state. The project was opposed by activists and opposition parties in West Bengal.

Leadership positions within the Singur Krishi Jami Raksha Committee (SKJRC - The Committee to Save the Farmland of Singur) were held by the locally dominant Mahishya community, who are the chasjami malik (landholder) or owner-cultivators of the region.

Tata Group
The Tata Group (/ˈtɑːtɑː/) is an Indian  multinational conglomerate headquartered in Mumbai. Established in 1868, it is India's largest business conglomerate.

Tata Group comprises numerous affiliate companies, with Tata Sons as the holding company and promoter. As of August 2025, there are 29 publicly listed affiliate companies, with a combined market capitalisation of ₹37.84 trillion (US$446 billion).
Northeast Maritime Institute
Northeast Maritime Institute (also called NMI) is a private, coeducational, maritime college offering an Associate in Applied Science in Nautical Science degree.  Established in 1981, Northeast Maritime Institute is the only private degree-conferring maritime college in the US.  The college is in the Town of Fairhaven, Massachusetts located in the United States and is within walking distance from the Acushnet River across from New Bedford Harbor.  The college was originally established to provide an alternative to traditional maritime academy regimented-styled training and graduates of the college's Associate program are eligible to receive a United States Coast Guard Masters license upon graduation.  The college operates a training ship, the m/v Navigator, as well as the brigantine tall ship m/s Fritha.

Fairhaven, Massachusetts
Fairhaven (Massachusett: Sconticut) is a town in Bristol County, Massachusetts, United States. It is located on the South Coast of Massachusetts where the Acushnet River flows into Buzzards Bay, an arm of the Atlantic Ocean. The town shares a harbor with the city of New Bedford, a place well known for its whaling and fishing heritage; consequently, Fairhaven's history, economy, and culture are closely aligned with those of its larger neighbor. The population of Fairhaven was 15,924 at the time of the 2020 census.
Jodie Landon
Jodie Landon is a fictional character from the MTV animated series Daria. She was voiced by Jessica Cydnee Jackson.

In 2020, Comedy Central ordered a spinoff series, Jodie, which will depict the character as a Generation Z post-college graduate entering her first job at a tech company. Tracee Ellis Ross was announced as an executive producer for the show and would voice the title role. In May 2022, it was announced that Jodie would instead be an animated television film but it was dropped by MTV Entertainment Studios and Comedy Central with the producers having the ability to shop it elsewhere.

Daria
Daria is an American teen animated sitcom created by Glenn Eichler and Susie Lewis Lynn. The series ran from March 3, 1997, to January 21, 2002, on MTV. It centers on the titular character, Daria Morgendorffer, an intelligent, cynical high school student, voiced by Tracy Grandstaff, who had voiced the character in Mike Judge's earlier animated series, Beavis and Butt-Head.

It is a spin-off of Beavis and Butt-Head, in which Daria appeared as a recurring character. Although Judge allowed the character to star in a spin-off, he had no involvement in the production of Daria himself, as he was busy working on King of the Hill.