hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Monción
Monción is one of the 3 municipalities of the province in Santiago Rodriguez, Dominican Republic.

Previously it was called Guaraguanó, a name from the Taíno, but in 1898, the President of the Republic at that time, Ulises Heureaux, assigned the name of Monción, in honor of the hero of the Dominican Restoration War, General Benito Monción. In 1907, Monción became the official municipality of the Monte Cristi Province. Then in 1948, when the Province of Santiago Rodríguez was created, it became its municipality. It is located specifically in the southwest part of the province.

Its main economic source is the production of Cassava, being this municipality, the largest producer of this product in the country, for this reason it is known as the capital of Cassava.

Anthony of Padua
Anthony of Padua, OFM, or Anthony of Lisbon; born Fernando Martins de Bulhões (15 August 1195 – 13 June 1231) was a Portuguese Catholic priest and member of the Order of Friars Minor.

Anthony was born to and raised by a wealthy family in Lisbon, Portugal, and died in Padua, Italy. Noted by his contemporaries for his powerful preaching, expert knowledge of scripture, and undying love and devotion to the poor and the sick, he was one of the most quickly canonized saints in church history, being canonized less than a year after his death.

He was proclaimed a Doctor of the Church by Pope Pius XII on 16 January 1946.
Langi Ghiran State Park
The Langi Ghiran State Park is 14 km east of Ararat in the state of Victoria, Australia. The park covers an area of 2695 ha.

The park can be used for camping, walking and driving.  It has steep granite peaks and gentle sloping open woodland sections.  The name Langi Ghiran, a corruption of "Lar-ne-jeering" in the language of the local Djab Wurrung people, means "Home of the Yellow-tailed Black Cockatoos".

Other parks nearby are Mount Buangor to the east and the Grampians/Gariwerd to the distant west.

Grampians National Park
The Grampians National Park, commonly known as the Grampians, is a national park located in the Grampians region of Victoria, Australia. The Jardwadjali name for the mountain range itself is Gariwerd.

The 167,219-hectare (413,210-acre) national park is situated between Stawell and Horsham on the Western Highway and Dunkeld on the Glenelg Highway, 260 kilometres (160 mi) west of Melbourne and 460 kilometres (290 mi) east of Adelaide. Proclaimed as a national park on 1 July 1984, the park was listed on the National Heritage List on 15 December 2006 for its outstanding natural beauty and being one of the richest Aboriginal rock art sites in south-eastern Australia.

The Grampians feature a striking series of mountain ranges of sandstone. The Gariwerd area features about 90% of the rock art in the state.
Prince Bagrat of Imereti
Bagrat (Georgian: ბაგრატი) (1741–1800) was a Georgian royal prince (batonishvili) of the Bagrationi dynasty of Imereti. He was the common ancestor of all male-line descendants of the kings of Imereti, surviving into the 21st century.

Prince Bagrat was a younger of King Alexander V of Imereti by his wife, Tamar née Abashidze. He was, thus, a younger brother of King Solomon I of Imereti and an uncle of Solomon II, the last reigning monarch of Imereti. Prince Bagrat was married to Mariam (1741–1820), daughter of Prince Giorgi, Eristavi of Guria. He had two children:

Prince Simon (born 1771), a natural son, forefather of the noble (aznauri) family of Bagration, which is the only branch of the Imeretian Bagrationi still surviving in Georgia in a male line.

David (1781-1820), a son by Princess Mariam. He was the ancestor of the Princes Bagration, which became extinct in male line in 1937.

Batonishvili
Batonishvili (Georgian: ბატონიშვილი, lit. 'a child of a lord or sovereign') is a title for royal princes and princesses who descend from the Kings of Georgia from the Bagrationi dynasty.

Batonishvili is suffixed after or before the given names e.g. David Batonishvili or Batonishvili Ioane, etc.
Marine Parade Constituency
Marine Parade Constituency was a single-member constituency in Marine Parade, Singapore. It was formed in 1976 after the land reclamation works to build Marine Parade were completed and carved out from Joo Chiat Constituency.

Goh Chok Tong made his political debut in the constituency when it was formed in 1976. He would later become the second Prime Minister of Singapore.

In 1988, the constituency was merged into Marine Parade Group Representation Constituency.

Joo Chiat Single Member Constituency
Joo Chiat Single Member Constituency is a former  single member constituency (SMC) that was located in the eastern region of Singapore. The SMC formerly encompassed the areas of Joo Chiat, Katong, Opera Estate, Siglap and a portion of Telok Kurau. It had  existed from 1959 until 1988, when it was merged with neighbouring constituencies to form Bedok Group Representation Constituency (Bedok GRC). It was reformed just before the 2001 general election after being carved out from East Coast Group Representation Constituency. The seat has been held by the People's Action Party since its reformation that year and was contested again in 2006.
Highfield House Condominium
Highfield House is a high-rise condominium in the Tuscany-Canterbury neighborhood of Baltimore, Maryland, United States.  It was designed by Mies van der Rohe and completed in 1964. It was the second of two buildings designed by Mies in Baltimore; One Charles Center was the first.

Highfield House was added to the National Register of Historic Places in 2007  as an outstanding example of International Style residential architecture.

Highfield House was featured in The Baltimore Modernism Project held at the D Center Baltimore in 2012. In October 2014, Highfield House celebrated its 50th anniversary by revealing a new plaque noting its addition to the National Register of Historic Places. Architectural plans for Highfield House are held in the Mies van der Rohe archives at the Museum of Modern Art. Artist Philip Tomaru has published a three-part series of artists' books about Highfield House held in the Museum of Modern Art Library.

Tuscany-Canterbury, Baltimore
Tuscany-Canterbury is a historic neighborhood in northern Baltimore, Maryland, United States.
Its history, development, and flavor are outlined in Eileen Higham's book Tuscany-Canterbury: A Baltimore Neighborhood History.

It was listed on the National Register of Historic Places in 2001.
Broomehill East, Western Australia
Broomehill East is a rural locality of the Shire of Broomehill–Tambellup of the Great Southern region of Western Australia, adjacent to the town of Broomehill. The Great Southern Highway and the Great Southern Railway, for the most part, form the western border of the locality. The majority of the gazetted townsite of Peringillup and parts of the Peringillup Nature Reserve are located within Broomehill East.

Shire of Broomehill–Tambellup
The Shire of Broomehill-Tambellup is a local government area in the Great Southern region of Western Australia, 320 kilometres (200 mi) south-southeast of the state capital, Perth. The Shire covers an area of 2,609.1 square kilometres (1,007.4 sq mi), and its seat of government is the town of Tambellup. It came into existence in 2008 through the amalgamation of the former Shire of Broomehill and Shire of Tambellup.
Yoana Martínez
Yoana Martínez Barbero (born 18 November 1980) is a Spanish badminton player. Martínez played at the 2001 World Badminton Championships where she was defeated by Nicole Grether in the first round. In 2004, she won her first senior national title in the women's singles and doubles event. In 2006, she qualified to compete at the World Championships, but was defeated by Xu Huaiwen of Germany in the second round. Martínez competed in badminton at the 2008 Summer Olympics in women's singles. She beat Erin Carroll in the first round and was defeated in the second round by Maria Kristin Yulianti.

Huaiwen Xu
Huaiwen Xu (simplified Chinese: 徐怀雯; traditional Chinese: 徐懷雯; pinyin: Xú Huáiwén; born 2 August 1975) is a German badminton player.  Born in Guiyang, Guizhou, China, she decided to play for Germany because the Chinese thought that she was too short to play professional world badminton.
Basis of Union (Presbyterian Church of Australia)
The Basis of Union of the Presbyterian Church of Australia is the document under which the constituent state churches agreed to unite at its first General Assembly on 24 July 1901, and is still a foundational text for the Uniting Church. The Basis of Union appears in Acts of Parliament concerning the Presbyterian Church of Australia.

Presbyterian Church of Australia
The Presbyterian Church of Australia (PCA), founded in 1901, is the largest Presbyterian and Reformed denomination in Australia. The PCA is the largest conservative, evangelical and complementarian Christian denomination in Australia. The Presbyterian Church of Australia is Reformed in theology and has a Presbyterian polity.
2014 E3 Harelbeke
The 2014 E3 Harelbeke was the 57th running of the E3 Harelbeke single-day cycling race. It was held on 28 March 2014, over a distance of 212 kilometres (131.7 miles) and was the sixth race of the 2014 UCI World Tour season. The race  is often seen as a preparation race for the Tour of Flanders. The race was won by Peter Sagan in a four-man sprint finish.

E3 Saxo Bank Classic
E3 Saxo Bank Classic, previously known as E3 BinckBank Classic, E3 Harelbeke, Harelbeke–Antwerp–Harelbeke and E3-Prijs Vlaanderen, is an annual road cycling race in Flanders, Belgium. The race starts and finishes in Harelbeke mainly in the Flemish Ardennes.

First raced in 1958, it is one of the more recently founded one-day classics, but has developed into a prestigious and desirable event. It is on the UCI World Tour calendar, as part of a series of cobbled classics in Belgium and Northern France in March and April.

Belgian Tom Boonen holds the record for number of victories with five wins, trailed by cycling icon Rik Van Looy who won four times.
Beitunia
Beitunia (Arabic: بيتونيا), also Bitunya, is a Palestinian city located 3 kilometers (1.9 mi) west of Ramallah and 14 kilometers (8.7 mi) north of Jerusalem, in the Ramallah and al-Bireh Governorate of Palestine, in the central West Bank. According to the Palestinian Central Bureau of Statistics, the city had a population of 26,604 in 2017, making it the third largest locality in its governorate after al-Bireh and Ramallah.

Dunam
A dunam (Ottoman Turkish, Arabic: دونم; Turkish: dönüm; Hebrew: דונם; Yiddish: דונאם), also known as a donum or dunum and as the old, Turkish, or Ottoman stremma, was the Ottoman unit of area analogous in role (but not equal) to the Greek stremma or English acre, representing the amount of land that could be ploughed by a team of oxen in a day. The legal definition was "forty standard paces in length and breadth", but its actual area varied considerably from place to place, from a little more than 900 square metres [9,690 sq ft] in Ottoman Palestine to around 2,500 square metres [26,910 square feet] in Iraq.

The unit is still in use in many areas previously ruled by the Ottomans, although the new or metric dunam has been redefined as exactly one decare (1,000 square metres [10,760 square feet]), which is 1/10 hectare (1/10 × 10,000 square metres [107,640 square feet]), like the modern Greek royal stremma.
2023 CAFA Nations Cup squads
The following is a list of squads for each nation competing in the 2023 CAFA Nations Cup, held from 10 to 20 June in the cities of (Tashkent, Uzbekistan) and (Bishkek, Kyrgyzstan). Each nation needed to submit a squad of 26 players, including 3 goalkeepers. Iran won the 2023 CAFA championship after beating the Tajikistan team and gaining 12 points. The 2023 CAFA Nations Cup is the first edition of the CAFA Nations Cup, the biennial international men's football championship of Central Asia organized by Central Asian Football Association (CAFA).

2023 CAFA Nations Cup
The 2023 CAFA  Nations Cup was the first edition of the CAFA Nations Cup, the biennial international men's football championship of Central Asia organized by the Central Asian Football Association (CAFA). The event was held in Kyrgyzstan and Uzbekistan from June 10 to 20.
Parliamentary committees in the Riksdag
There are fifteen parliamentary committees in the Riksdag, Sweden's parliament. Each committee is made up of seventeen elected MPs, with at least one member from each political party. Additionally, the Committee on European Union Affairs, while not one of the standing committees, has a similar role.

Third Law Committee
The Third Law Committee (Swedish: Tredje lagutskottet, R LU), was a committee in the Swedish Riksdag, created in 1949 during the bicameral period of Sweden. The committee's areas of responsibility of the Second Law Committee concern, the legislation of Sweden's agriculture. The committee was replaced in the unicameral parliament by the agriculture committee.

The committee was defunct at the abolition of the bicameral Riksdag in 1971 along with the First Law Committee, and the Second Law Committee.
Avionics
Avionics (a portmanteau of aviation and electronics) are the electronic systems used on aircraft. Avionic systems include communications, navigation, the display and management of multiple systems, and the hundreds of systems that are fitted to aircraft to perform individual functions. These can be as simple as a searchlight for a police helicopter or as complicated as the tactical system for an airborne early warning platform.

Aircraft Data Network
Aircraft Data Network (ADN), as defined in the Airlines Electronic Engineering Committee (AEEC)'s ARINC 664 specification, is a standardized approach to data networking within commercial aircraft. The specification adapts commercial off-the-shelf networking standards, like those used in everyday computers and the internet, to meet the specific requirements of aviation. ARINC 664 details how common networking devices—such as bridges, switches, routers, and hubs—can be used within an aircraft's network to ensure reliable and efficient data transfer between avionics systems.  This specification leverages established internet and IEEE networking standards and is based on the Open Systems Interconnection (OSI) model, providing a framework for interoperability between different aircraft systems.
Clyde River (New York)
The Clyde River is a main tributary which feeds the Seneca River in Seneca County, New York, United States. It begins at the hamlet of Lyons in nearby Wayne County and meanders for approximately 27 miles (43 kilometers) from west to east before emptying into the Seneca River in the town of Tyre at Montezuma National Wildlife Refuge. Much of the original river has been channeled through to form part of the Erie Canal. A number of tributaries feed the Clyde River along its route.

The Clyde River is part of the Seneca River watershed which feeds the Oswego River. From there, the Oswego River enters Lake Ontario. It is a primary spot for fishing, flatwater canoeing and kayaking.

Oswego River (New York)
The Oswego River (/ɒsˈwiːɡoʊ/) is a river in upstate New York in the United States. It is the second-largest river (after the Niagara River) flowing into Lake Ontario. James Fenimore Cooper’s novel The Pathfinder, or The Inland Sea is set in the Oswego River valley.

The name Oswego is a Mohawk name that means "flowing out", or specifically, "small water flowing into that which is large".
Thakurli
Thakurli is a neighborhood of Dombivli, Maharashtra, India.

The official language is Marathi. It operates under the Indian Standard Time (UTC+5:30).

It has its own Thakurli railway station on the Central Line of the Mumbai Suburban Railway, with two platforms and full electrification.

Colonial-Era Heritage:

Thakurli was originally established as a British-era railway colony, and remnants like old railway bungalows and the steam-based “Chola Power House” (a power plant for the railway substation) still exist.

The coal-based Thakurli power station was built in 1932 to power suburban rail; it was shut in 1988 after a boiler blast and remained unused for decades.

Dombivli
Dombivli (pronunciation: [ɖoːmbiʋliː]) is a Mumbai suburban city located on the banks of Ulhas River in Thane district of Maharashtra, India. It is part of Mumbai Metropolitan Region. One of the busiest railway stations of the Central Railway, Dombivli railway station is located here making Dombivli an important hub. This city is a cultural hub and an economically developing city along with its larger counterpart, Kalyan. Kalyan-Dombivli have been declared as a satellite city to Mumbai and is also becoming a Smart City with rapid development. Dombivli along with Kalyan has one of the highest literacy rate of 93% in the state of Maharashtra. It is today, the hub of many industries, however, which also impacts the city, somehow in residential matters.
Dreamboats and Petticoats
Dreamboats and Petticoats is a jukebox musical based on popular songs from the fifties and early sixties. The musical, featuring those songs of the rock 'n' roll era, is set around the years 1957 to 1963 and was written by Laurence Marks and Maurice Gran.

It was first performed at The Churchill Theatre in Bromley, England, in February 2009, followed by a UK tour. This run received rave critical reviews and widespread audience acclaim. It subsequently moved to the Savoy Theatre in London's West End from July to September in 2009 and then returned to London in a new location at the Playhouse Theatre, where it ran until 4 August 2012 before transferring to the Wyndham's Theatre. Alongside the West End runs, the show toured the UK extensively, between 2009 and 2014. The current tour is a sequel, entitled Dreamboats and Miniskirts.

Jukebox musical
A jukebox musical is a stage musical or musical film in which a majority of the songs are well-known, pre-existing popular music songs, rather than original music composed for the musical.

Some jukebox musicals use a wide variety of songs, while others confine themselves to songs previously performed by one singer or band, or written by one songwriter. In such cases, the plot is often a biography of the artist or artists. In other jukebox musicals, the plot is purely fictional. For musicals about a musician or musical act, some of the songs can be diegetic, meaning that they are performed within the world of the play or film. Works in which all of the music is diegetic, however, such as a biographical film about a singer who is at times shown performing their songs, are generally not considered jukebox musicals.

Revues that lack a plot are also usually not described as jukebox musicals, although plotless shows that include a dance element sometimes are.
Torstenson War
The Torstenson War, 1643 to 1645, was fought between Sweden and Denmark–Norway. The name derives from Swedish general Lennart Torstenson, and it is considered a related conflict of the Thirty Years' War.

Denmark–Norway had withdrawn from the Thirty Years' War in the 1629 Treaty of Lübeck. After its victories in the war, Sweden felt it had to attack Denmark–Norway due to its advantageous geographical position in relation to Sweden. Sweden invaded in a short two-year war. In the Second Treaty of Brömsebro (1645), which concluded the war, Denmark–Norway had to make huge territorial concessions and exempt Sweden from the Sound Dues, de facto acknowledging the end of the Danish-Norwegian, and the start of the Swedish, dominium maris baltici. Dano–Norwegian efforts to reverse this result in the Second Northern, Scanian and Great Northern wars failed.

Härjedalen
Härjedalen (Swedish: [ˈhæ̂rjɛˌdɑːlɛn] ⓘ) is a historical province (landskap) in the centre of Sweden. It borders the Norwegian county of Trøndelag, as well as the provinces of Dalarna, Hälsingland, Medelpad and Jämtland. The province originally belonged to Norway, but was ceded to Sweden in the Second Treaty of Brömsebro in 1645. The province forms the bulk of Härjedalen Municipality of which the village of Sveg is the seat.
1956 Claxton Shield
The 1956 Claxton Shield was the 17th annual Claxton Shield, it was held in Adelaide, South Australia. The participants were South Australia, New South Wales, Victoria and Western Australia. The series was won by Victoria in due to a controversial decision in the final game. They claimed their fifth Shield title. The 1956 Olympic Baseball team was selected from the tournament.

Victoria Aces
The Victoria Aces are an Australian baseball team who compete in the Claxton Shield Baseball Championship. One of the founding teams of the Claxton Shield in 1934, they competed until 1988. Thereafter the Claxton Shield was awarded to the winner of the Australian Baseball League until 2002.  In 1999 the Victoria Aces accepted an invitation to join the International Baseball League of Australia. They competed in the League for two seasons (1999–2000 and 2002); after this point the Claxton Shield reverted to a competition similar to 1988.

Baseball Victoria (BV) selects the Victoria Aces team to compete in the Claxton Shield. BV also governs all levels of baseball in the state of Victoria, and directly runs the State League, which is the top level of competition in the state and the source of the majority of Australian-based players selected for the Victoria Aces.
Khimki
Khimki (Russian: Химки, IPA: [ˈxʲimkʲɪ]) is a city in Moscow Oblast, Russia. It is located approximately 18 kilometres (11 mi) northwest from central Moscow, and is part of the Moscow metropolitan area.

Moscow Canal
The Moscow Canal (Russian: Кана́л и́мени Москвы́), named the Moskva–Volga Canal until 1947, is a canal in Russia that connects the Moskva (river) with the Volga.  It is located in Moscow itself and in the Moscow Oblast. The canal connects to the Moskva River in Tushino (an area in the north-west of Moscow), from which it runs approximately north to meet the Volga River in the town of Dubna, just upstream of the dam of the Ivankovo Reservoir. The length of the canal is 128.1 kilometres (79.6 mi).

It was constructed between 1932 and 1937 by 200,000 gulag prisoners, under direction of the Soviet secret police and Matvei Berman.
Reflection principle
In set theory, a branch of mathematics, a reflection principle says that it is possible to find sets that, with respect to any given property, resemble the class of all sets. There are several different forms of the reflection principle depending on exactly what is meant by "resemble". Weak forms of the reflection principle are theorems of Zermelo–Fraenkel set theory (ZF) due to Montague (1961), while stronger forms can be new and very powerful axioms for set theory.

The name "reflection principle" comes from the fact that properties of the universe of all sets are "reflected" down to a smaller set.

Axiom of infinity
In axiomatic set theory and the branches of mathematics and philosophy that use it, the axiom of infinity is one of the axioms of Zermelo–Fraenkel set theory.  It guarantees the existence of at least one infinite set, namely a set containing the natural numbers. It was first published by Ernst Zermelo as part of his set theory in 1908.