hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
2013 Philippines men's national basketball team results
The Philippines national basketball team in 2013 was led by head coach Chot Reyes. The national team finished second at the 2013 FIBA Asia Championship gaining one of the three Asian berths for the 2014 FIBA Basketball World Cup. The Philippines secured its place at the FIBA World Cup after 36 years of absence.

Chot Reyes
Vincent "Chot" P. Reyes (born August 1, 1964) is a Filipino basketball coach who is the head coach for the TNT Tropang 5G of the Philippine Basketball Association (PBA). He also served as the head coach for the Philippine national basketball team, which he led to a silver medal finish at the 2013 FIBA Asia Championship and its subsequent appearance at the 2014 FIBA World Cup; the country's first in 36 years. He also coached the team in the 2023 FIBA World Cup.

In the Philippine Basketball Association (PBA), Reyes has won nine championships as head coach and has been recognized as a seven-time PBA Coach of the Year.

He was also the president and chief executive officer of TV5 Network from 2016 to 2019; as well as president of TV5 sales arm, Media5 Marketing.
Konaklı, Artuklu
Konaklı (Kurdish: Xirbê Qeblo) is a neighbourhood in the municipality and district of Artuklu, Mardin Province in Turkey. The village is populated by Kurds of the Omerkan tribe and had a population of 322 in 2021.

Mardin Province
Mardin Province (Turkish: Mardin ili; Kurdish: Parêzgeha Mêrdîn; Arabic: محافظة ماردين; Classical Syriac: ܡܪܕܝܢ ܗܘܦܪܟܝܐ) is a province and metropolitan municipality in Turkey. Its area is 8,780 km2, and its population is 870,374 (2022). The largest city in the province is Kızıltepe, while the capital Mardin is the second largest city.
Interaction point
In particle physics, an interaction point (IP) is the place where particles collide in an accelerator experiment. The nominal interaction point is the design position, which may differ from the real or physics interaction point, where the particles actually collide. A related, but distinct, concept is the primary vertex: the reconstructed location of an individual particle collision.

For fixed target experiments, the interaction point is the point where beam and target interact. For colliders, it is the place where the beams interact.
Experiments (detectors) at particle accelerators are built around the nominal interaction points of the accelerators. The whole region around the interaction point (the experimental hall) is called an interaction region.
Particle colliders such as LEP, HERA, RHIC, Tevatron and LHC can host several interaction regions and therefore several experiments taking advantage of the same beam.

Large Electron–Positron Collider
The Large Electron–Positron Collider  (LEP) was one of the largest particle accelerators ever constructed. It was built at CERN, a multi-national centre for research in nuclear and particle physics near Geneva, Switzerland.

LEP collided electrons with positrons at energies that reached 209 GeV. It was a circular collider with a circumference of 27 kilometres built in a tunnel roughly 100 m (300 ft) underground and passing through Switzerland and France. LEP was used from 1989 until 2000. Around 2001 it was dismantled to make way for the Large Hadron Collider, which re-used the LEP tunnel. To date, LEP is the most powerful accelerator of leptons ever built.
Shimura correspondence
In number theory, the Shimura correspondence is a correspondence between modular forms F of half integral weight k+1/2, and modular forms f of even weight 2k, discovered by Goro Shimura (1973). It has the property that the eigenvalue of a Hecke operator Tn2 on F is equal to the eigenvalue of Tn on f.

Let  be a holomorphic cusp form with weight  and character  . For any prime number p, let

where  's are the eigenvalues of the Hecke operators  determined by p.

Using the functional equation of L-function, Shimura showed that

is a holomorphic modular function with weight 2k and character  .

Shimura's proof uses the Rankin-Selberg convolution of  with the theta series  for various Dirichlet characters  then applies Weil's converse theorem.

Functional equation (L-function)
In mathematics, the L-functions of number theory are expected to have several characteristic properties, one of which is that they satisfy certain functional equations. There is an elaborate theory of what these equations should be, much of which is still conjectural.
2009 GDF SUEZ Grand Prix – Doubles
Alizé Cornet and Janette Husárová were the defending champions, but Husárová chose not to participate this year.Cornet partnered with Eleni Daniilidou, but lost in the first round to Sharon Fichman and Katalin Marosi.

Alisa Kleybanova and Monica Niculescu won in the final 6–4, 7–6(7–5) against Alona Bondarenko and Kateryna Bondarenko.

Sharon Fichman
Sharon Fichman (/ˈfɪtʃmən/ FITCH-mən; born December 3, 1990) is a Canadian former tennis player. She achieved career-high WTA rankings of 77 in singles (May 2014) and 21 in doubles (January 2022).

In 2005, Fichman won the gold medal in women's singles at the 2005 Maccabiah Games in Israel, at the age of 14. She was ranked No. 5 on the ITF Junior Circuit in December 2006.

Fichman was inactive from May 2016 to April 2018, but returned to tennis in doubles at the 60k event in Indian Harbour Beach, reaching the quarterfinals with Jamie Loeb. She qualified for the 2021 WTA Finals with Giuliana Olmos.
Volnay, Sarthe
Volnay (French pronunciation: [vɔlnɛ]) is a former commune in the Sarthe department in the region of Pays de la Loire in north-western France. On 1 January 2025, it was merged into the new commune of Val-de-la-Hune.

Sarthe
Sarthe (French pronunciation: [saʁt] ⓘ) is a department of the French region of Pays de la Loire, and the province of Maine, situated in the Grand-Ouest of the country. It is named after the river Sarthe, which flows from east of Le Mans to just north of Angers. It had a population of 566,412 in 2019.
Governor of Taganrog
The Governor of Taganrog (Russian: Таганрогское градоначальство) was the head of the Taganrog borough or governorate (incorporated municipality with privileges given by royal charter), between October 8, 1802 and May 19, 1887.

Taganrog was also the center of uezd (including the cities of Rostov on Don, Nakhichevan on Don and Mariupol) from 1816 to 1834. Rostov was subordinated to Yekaterinoslav Governorate in 1834, while Nakhichevan and Mariupol remained within Taganrog's governorate until 1859.

Uezd
An uezd (also spelled uyezd or uiezd; Russian: уе́зд (pre-1918: уѣздъ), IPA: [ʊˈjest]), or povit in a Ukrainian context (Ukrainian: повіт), was a type of administrative subdivision of the Grand Duchy of Moscow, the Tsardom of Russia, the Russian Empire, the Russian SFSR, and the early Soviet Union, which was in use from the 13th century. For most of Russian history, uezds were a second-level administrative division. By sense, but not by etymology, uezd approximately corresponds to the English "county".
Sarwo Edhie Wibowo
Sarwo Edhie Wibowo (25 July 1925 – 9 November 1989) was an Indonesian military leader and the father of Kristiani Herrawati, the former first lady of Indonesia, and the wife of President Susilo Bambang Yudhoyono and also the father of Chief of Staff Pramono Edhie Wibowo. As an army colonel, he played a direct role in directing troops during the Indonesian mass killings of 1965–66, in which more than half a million Indonesian civilians died. With Suharto's blessing, Wibowo initiated the slaughter. Later, he served as Chairman of the BP-7 center, as Indonesia's ambassador to South Korea, and as governor of the Indonesian Military Academy.

On November 10, 2025, he was awarded the title of national hero by President Prabowo Subianto.

Military academy
A military academy or service academy is an educational institution which prepares candidates for service in the officer corps. It normally provides education in a military environment, the exact definition depending on the country concerned.

Three types of academy exist: pre-collegiate-level institutions awarding academic qualifications, university-level institutions awarding bachelor's-degree-level qualifications, and those preparing officer cadets for commissioning into the armed services of the state.

A naval academy is either a type of military academy (in the broad sense of that term) or is distinguished from one (in the narrow sense). In U.S. usage, the Military, Merchant Marine, Naval, Coast Guard, and the Air Force Academy serve as military academies under the categorization of service academies in that country.
Shibahara
Shibahara (written: 柴原 or 芝原) is a Japanese surname. Notable people with the surname include:

Chiyako Shibahara (芝原 チヤコ, born 1970), Japanese voice actress

Ena Shibahara (柴原 瑛菜, born 1998), Japanese-American tennis player

Hiroshi Shibahara (柴原 洋, born 1974), Japanese baseball player

Makoto Shibahara (柴原 誠, born 1992), Japanese footballer

Tsuneo Shibahara (柴原 恒雄, born 1917), Japanese diver

Chiyako Shibahara
Chiyako Shibahara (芝原 チヤコ, Shibahara Chiyako; born August 9, 1970 in Saitama Prefecture) is a Japanese voice actress. Previously affiliated with 81 Produce, she became a freelancer as of November 30, 2022.
2006 Minnesota House of Representatives election
The 2006 Minnesota House of Representatives election was held in the U.S. state of Minnesota on November 7, 2006, to elect members to the House of Representatives of the 85th Minnesota Legislature. A primary election was held in several districts on September 12, 2006.

The Minnesota Democratic–Farmer–Labor Party (DFL) won a majority of seats, defeating the Republican Party of Minnesota, which had a majority since defeating the DFL in the 1998 election. The new Legislature convened on January 3, 2007.

85th Minnesota Legislature
The eighty-fifth Minnesota Legislature first convened on January 3, 2007. The 67 members of the Minnesota Senate and the 134 members of the Minnesota House of Representatives were all elected during the General Election on November 7, 2006.
Leslie Williams (politician)
Leslie Gladys Williams (born 1960 or 1961) is an Australian former politician who served as a member of the New South Wales Legislative Assembly, representing the seat of Port Macquarie from the 2011 state election until her resignation in 2025.

Williams was a member of the National Party until switching to the Liberal Party in 2020. She was the New South Wales Assistant Minister for Education, Minister for Aboriginal Affairs, and Minister for Early Childhood Education from 2 April 2015 until 23 January 2017 when she was replaced in Gladys Berejiklian's cabinet by Sarah Mitchell. From 7 May 2019 until 9 May 2023, she was the Deputy Speaker of the Legislative Assembly.

Minister for Education and Early Learning
The New South Wales Minister for Education and Early Learning is a minister in the New South Wales Government and has responsibilities that includes all schools and institutes of higher education in New South Wales, Australia.

Together, the ministers administer the portfolio through the Education cluster, in particular the Department of Education, TAFE NSW, and a range of other government agencies.

Ultimately, the ministers are responsible to the Parliament of New South Wales.
1984 Pittsburgh Open – Singles
Ginny Purdy was the defending champion, but she chose to compete at Marco Island during the same week, losing in the first round to Laura Gildemeister.

Andrea Leand won the title by defeating Pascale Paradis 0–6, 6–2, 6–4 in the final.

Pascale Paradis
Pascale Paradis-Mangon (born 24 April 1966) is a former professional tennis player from France.

Paradis was the World Junior Champion in women's singles in 1983. She reached the quarterfinals at Wimbledon in 1988, defeating Manuela Maleeva, Nathalie Herreman, Robin White and Anne Minter, and then she lost to Steffi Graf. She finished 1988 ranked number 20 on the WTA rankings. She won two doubles titles on the WTA Tour during her career. She retired in 1993 with a 137–158 win–loss record in singles.
Florida scrub
Florida scrub is a forest ecoregion found throughout Florida in the United States. It is found on coastal and inland sand ridges and is characterized by an evergreen xeromorphic plant community dominated by shrubs and dwarf oaks. Because the low-nutrient sandy soils do not retain moisture, the ecosystem is effectively an arid one. Wildfires infrequently occur in the Florida scrub. Most of the annual rainfall (about 135 cm or 53 in) falls in summer.

The ecosystem is endangered by residential, commercial and agricultural development. The largest remaining block lies in and around the Ocala National Forest. Lake Wales Ridge National Wildlife Refuge also holds a high proportion of remaining scrub habitat, while the Archbold Biological Station near Lake Placid contains about 20 km2 (7.7 sq mi) of scrub habitat and sponsors biological research on it.

Aridity
Aridity is the condition of geographical regions which make up approximately 43% of total global available land area, characterized by low annual precipitation, increased temperatures, and limited water availability. These areas tend to fall upon degraded soils, and their health and functioning are key necessities of regulating ecosystems’ atmospheric components.
Cita Potokar
Cita Potokar (28 November 1915 – 28 November 1993) was a Slovene painter also known for her illustrations of children's books. Many of her best known works draw from her experience as an internee during the Second World War as a result of her activities in the Slovene Liberation Front.

She won the Levstik Award for her illustrations of Branka Jurca's book Lizike za vse (Lollipops for All).

Civilian internee
A civilian internee is a civilian detained by a belligerent to a war for security reasons. Internees are usually forced to reside in internment camps. Historical examples include internment of Japanese and German Americans in the United States during World War II. Japan also interned 130,000 Dutch, British, and American civilians in Asia during World War II.
Miss Dominican Republic 1987
Concurso Nacional de Belleza 1987 was held on December 10, 1986. There were 28 candidates who competed for the national crown. The winner represented the Dominican Republic at Miss Universe 1987. The Señorita República Dominicana Mundo entered Miss World 1987. The Señorita República Dominicana Café entered Reinado Internacional del Café 1987. Only the 19 delegates  participated representing the National District and provinces. The pageant was held for the first time in Santiago de los Caballeros at the Centro Español. The top 10 they showed their evening gowns and answered questions to go to the top 5. In the top 5 they answered more questions.

Reinado Internacional del Café
Reinado Internacional del Café (in English: International Queen of Coffee) is a women's beauty pageant held annually since its first edition in 1957. From its beginning until 1971, the event was called Continental Coffee Queen, as it only included countries from the American continent. The purpose of the event is to celebrate, within the Feria de Manizales, the cultivation and production of coffee among the countries that send their beauty ambassadors. Manizales has become the industrial hub of Colombia’s coffee industry, located in the region now known as the Coffee Axis (Eje Cafetero). The current titleholder is the Venezuelan Lady Di Mosquera.
Ring star problem
The ring star problem (RSP) is a NP-hard problem in combinatorial optimization. In a complete weighted mixed graph, the ring star problem aims to find a minimum cost ring star subgraph formed by a cycle (ring part) and a set of arcs (star part) such that each arc's child node belongs to the cycle and each arc's parent node does not. The costs for the arcs are usually different than the cycle's costs. The cycle must contains at least one node which is called the depot or the root.

RSP is a generalization of the traveling salesman problem. When the costs of the arcs are infinite and the ring contains all nodes, the RSP reduces to TSP. Some applications of RSP arise in the context of telecommunications, transports or logistics.

Complete graph
In the mathematical field of graph theory, a complete graph is a simple undirected graph in which every pair of distinct vertices is connected by a unique edge.  A complete digraph is a directed graph in which every pair of distinct vertices is connected by a pair of unique edges (one in each direction).

Graph theory itself is typically dated as beginning with Leonhard Euler's 1736 work on the Seven Bridges of Königsberg. However, drawings of complete graphs, with their vertices placed on the points of a regular polygon, had already appeared in the 13th century, in the work of Ramon Llull. Such a drawing is sometimes referred to as a mystic rose.
Anthony Nossiter
Anthony Nossiter (born 1973) is an Australian sailor and Olympic medalist. He competed at the 2000, 2004 and 2008 Summer Olympics. His best Olympic result is a sixth place in the Finn class in Athens in 2004. He was an Australian Institute of Sport scholarship holder.

He sailed with +39 Challenge in the 2007 Louis Vuitton Cup and has twice competed in the Volvo Ocean Race; in 2001–02 on Djuice Dragons and in 2011–12 on Azzam.

+39 Challenge
+39 Challenge was a yacht racing team established in 2004 that competed for the Louis Vuitton Cup 2007, the challenger series held prior to the America's Cup. The teams was based at the Yacht club "Circolo Vela Gargnano" in Gargnano, Italy, and was owned by Lorenzo Rizzardi, the president of the club. Originally named the "Clan Des Team", +39 was the first team to join BMW Oracle Racing on the challenger list for the 2007 America's Cup.
Buyeo Gonji
Buyeo Gonji (? – July, 477) was a member of the royal family of Baekje, one of the Three Kingdoms of Korea. He was a son of the 21st king, Gaero of Baekje and younger brother of the 22nd king, Munju of Baekje.

Samguk sagi
Samguk sagi (Korean: 삼국사기; Hanja: 三國史記; lit. History of the Three Kingdoms) is a historical record of the Three Kingdoms of Korea: Goguryeo, Baekje, and Silla. Completed in 1145, it is well-known in Korea as the oldest surviving chronicle of Korean history.

The Samguk sagi is written in Classical Chinese, the written language of the literati of ancient Korea. Its compilation was ordered by King Injong of Goryeo (r. 1122–1146) and undertaken by a government official and historian named Kim Pusik with his team of junior scholars. The document has been digitized by the National Institute of Korean History and is available online with Modern Korean translation in Hangul.
Sekondi Nurses and Midwifery Training College
The Sekondi Nurses Training College is public tertiary health institution in the Sekondi in the Western Region of Ghana.  The college is in the Sekondi Takoradi Metropolitan Assembly.  The school is located at the Effia-Nkwanta Regional Hospital. The activities of the institution is supervised by the Ministry of Education. The University of Ghana awards a Diploma in Nursing after students from the institution have successfully completed a three-year nursing training programme. The institution is accredited by the National Accreditation Board. The Nurses and Midwifery Council is the regulates the activities, curriculum and examination of the. The council's mandate Is enshrined under section 4(1) of N.R.C.D. 117.

Shrine
A shrine (Latin: scrinium "case or chest for books or papers"; Old French: escrin "box or case") is a sacred space dedicated to a specific deity, ancestor, hero, martyr, saint, daemon, or similar figure of respect, wherein they are venerated or worshipped. Shrines often contain idols, relics, or other such objects associated with the figure being venerated. A shrine at which votive offerings are made is called an altar.

Shrines are found in many of the world's religions, including Christianity, Islam, Hinduism, Buddhism, Chinese folk religion, Shinto, indigenous Philippine folk religions, and Germanic paganism as well as in secular and non-religious settings such as a war memorial. Shrines can be found in various settings, such as churches, temples, cemeteries, or as household shrines. Portable shrines are also found in some cultures.
Ilda Conceição
Ilda Maria da Conceição (born 23 November 1957), whose resistance names were Lalo Imin (independence or death, never integration) and Wairaha Gae Imin (a big star that rises before the sun in the morning), is a politician from East Timor. She is a member of the FRETILIN party.

Fretilin
The Revolutionary Front for an Independent East Timor (Portuguese: Frente Revolucionária do Timor-Leste Independente, abbreviated as Fretilin) is a centre-left political party and former national liberation movement in Timor-Leste. It presently holds 19 of 65 seats in the National Parliament. Fretilin formed the government in East Timor until its independence in 2002. It obtained the presidency in 2017 under Francisco Guterres but lost in the 2022 East Timorese presidential election.

Fretilin began as a resistance movement that fought for the independence of East Timor from Portugal in 1974 and proceeded to resist the Indonesian occupation of East Timor until 1999. Upon gaining her total independence in 2002, Fretilin became one of several parties competing for power in a multi-party system.
Aso, Kumamoto
Aso (阿蘇市, Aso-shi; Japanese pronunciation: [aꜜ.so, a.soꜜ.ɕi]) is a city located in Kumamoto Prefecture, Japan. As of 31 July 2024, the city had an estimated population of 24,240 in 11741 households, and a  population density of 64 persons per km2. The total area of the city is 376.30 km2 (145.29 sq mi).

Kumamoto Prefecture
Kumamoto Prefecture (熊本県, Kumamoto-ken; Japanese pronunciation: [kɯ.ma.mo.to, -toꜜ.keɴ]) is a prefecture of Japan located on the island of Kyūshū. Kumamoto Prefecture has a population of 1,683,115 (as of 1 October 2025) and has a geographic area of 7,409 square kilometres (2,861 sq mi). Kumamoto Prefecture borders Fukuoka Prefecture to the north, Ōita Prefecture to the northeast, Miyazaki Prefecture to the southeast, and Kagoshima Prefecture to the south.

Kumamoto is the capital and largest city of Kumamoto Prefecture, with other major cities including Yatsushiro, Amakusa, and Tamana. Kumamoto Prefecture is located in the center of Kyūshū on the coast of the Ariake Sea, across from Nagasaki Prefecture, with the mainland separated from the East China Sea by the Amakusa Archipelago. Kumamoto Prefecture is home to Mount Aso, the largest active volcano in Japan and among the largest in the world, with its peak 1,592 metres (5,223 ft) above sea level.
Prue Williams
Prudence Helen Williams CRSNZ is a New Zealand soil scientist, and public servant. She is a senior manager in the Ministry of Business, Innovation and Employment, and serves on the board of the Global Research Council. She was awarded a Public Service Medal, and was elected a Companion of the Royal Society Te Apārangi in 2023.

Ministry of Business, Innovation and Employment
The Ministry of Business, Innovation and Employment (MBIE; Māori: Hīkina Whakatutuki) is the public service department of New Zealand charged with "delivering policy, services, advice and regulation to support business growth".
Hudson, Edmonton
Hudson is a newer residential neighbourhood in north west Edmonton, Alberta, Canada. Before development, the site was home of Edmonton International Speedway, a drive-in theatre, and a driving range.

Almost four out of five (78%) of residences in the neighbourhood are single-family dwellings.  All but one of the remainder are duplexes.  Almost all residences are owner-occupied.

Single-family detached home
A single-family detached home – also called a single-detached dwelling, single-family residence (SFR), separate house, or other similar terms – is a free-standing residential building. It is defined in opposition to a multi-family residential dwelling.