hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Joe Bergin (hurler)
Joseph Bergin (born 22 September 1987) is an Irish hurler who plays for Offaly Championship club Seir Kieran. He was a member of the Offaly senior hurling team for 14 seasons, during which time he usually lined out as a full-forward.

Offaly Senior Hurling Championship
The Offaly Senior Hurling Championship (known for sponsorship reasons as the Molloy Environmental Senior Hurling Championship) is an annual hurling competition contested by top-tier Offaly GAA clubs. The Offaly County Board of the Gaelic Athletic Association has organised it since 1896.

Kilcormac–Killoughey are the title-holders, defeating shinrone by 1–24 to 2–14 in the 2025 final.
Tim Aeby
Tim Aeby (born 27 April 1987) is a French music producer and songwriter. He has worked with Claydee, Lexy Panterra, Jenn Morel, Bang La Decks, Cammora, and many other artists. The song "Claydee feat. Lexy Panterra - Dame Dame", his most notable work so far received more than 28.000.000 views on YouTube within the first 6 months after its release. He produces mainly pop, dance and urban music.

Claydee
Klejdi Lupa (Greek: Κλέιντι Λούπα; born 7 June 1985), known professionally as Claydee, is a Greek-Albanian singer, songwriter and producer. He has produced works that fall into the dance-pop, RnB and house music categories. His songs have charted as Top 10 hits in countries such as Greece, Spain, Serbia, Russia, Poland, Cyprus and Albania. His songs have also surpassed 582 million streams and YouTube views combined.
Dobrá u Frýdku-Místku
Dobrá u Frýdku-Místku is a railway station located in Dobrá in the Moravian-Silesian Region of the Czech Republic. It is a part of the Cieszyn–Frýdek-Místek railway line, located at the 116.86 km (72.61 mi) mark.

Správa železnic
Správa železnic, státní organizace (lit. 'Railway Administration', formerly the Správa železniční dopravní cesty – SŽDC) is the national railway infrastructure manager in the Czech Republic. Its main customers include passenger train operator České dráhy and its cargo subsidiary ČD Cargo.
Nyzhnii Turiv
Nyzhnii Turiv (Ukrainian: Нижній Турів, Polish: Tureczki Niżne) is a village (selo) in Sambir Raion, Lviv Oblast, in south-west Ukraine. It belongs to Borynia settlement hromada, one of the hromadas of Ukraine.

The village was established in 1556. An Orthodox church was probably built soon afterwards. The currently standing wooden Orthodox church was built in 1914, in the Ukrainian national style.

Until 18 July 2020, Nyzhnii Turiv belonged to Turka Raion. The raion was abolished in July 2020 as part of the administrative reform of Ukraine, which reduced the number of raions of Lviv Oblast to seven. The area of Turka Raion was merged into Sambir Raion.

Sambir Raion
Sambir Raion (Ukrainian: Самбірський район) is a raion (district) in Lviv Oblast in western Ukraine. Its administrative center is Sambir. Population: 221,896 (2022 estimate). It was established in 1965.

On 18 July 2020, as part of the administrative reform of Ukraine, the number of raions of Lviv Oblast was reduced to seven, and the area of Sambir Raion was significantly expanded. Two abolished raions, Staryi Sambir and Turka Raions, as well as the city of Sambir, which was previously incorporated as a city of oblast significance and did not belong to the raion, were merged into Sambir Raion. The January 2020 estimate of the raion population was 67,063 (2020 est.).
Delinquent Daughters
Delinquent Daughters, or Accent on Crime, is a 1944 American teenage drama/exploitation film starring June Carlson, Fifi D'Orsay and Teala Loring.  Directed by Albert Herman, the PRC "Poverty Row" release is about a police investigation into the suicide death of a high school girl, and the local hard-partying, petty criming teenagers afterwards.

Poverty Row
Poverty Row is a slang term for small Hollywood studios that produced B movies from the 1920s to the 1950s, typically with much smaller budgets and lower production values than those of the major studios. Although many of these studios were based in the vicinity of Gower Street in Hollywood, the term does not necessarily relate to any specific physical location.

Many of the films produced by Poverty Row studios were those of series in the Western, comedy, adventure and crime genres.
Radosław Sobolewski
Radosław Sobolewski (Polish pronunciation: [raˈdɔswaf sɔbɔˈlɛfskʲi]; born 13 December 1976) is a Polish professional football manager and former player who played as a defensive midfielder. He is currently the manager of the Poland national under-18 team. He played for the Poland senior team, earning 32 caps and scoring once.

Wisła Płock
Wisła Płock Spółka Akcyjna (Wisła Płock S.A.), commonly referred to as Wisła Płock (Polish pronunciation: [ˈviswa ˈpwɔt͡sk]), is a Polish professional football club based in Płock, Masovian Voivodeship. They currently compete in the Ekstraklasa in the 2025–26 season after winning the 2024–25 I liga promotion play-offs.
Dongfeng, Ejin Banner
Dongfeng (simplified Chinese: 东风; traditional Chinese: 東風; pinyin: Dōngfēng; lit. 'east wind') is a town of Ejin Banner in western Inner Mongolia, China, located in the Gobi Desert near a cluster of dry lakes and 54 nautical miles (100 km; 62 mi) from the Jiuquan Satellite Launch Center. As of 2011, it has 3 villages under its administration.

Dry lake
A dry lake bed, also known as a playa (/ˈplaɪ-ə/), is a basin or depression that formerly contained a standing surface water body, which disappears when evaporation processes exceed recharge. If the floor of a dry lake is covered by deposits of alkaline compounds, it is known as an alkali flat. If covered with salt, it is known as a salt flat.
Blue's Clues (video game series)
Several video games based upon Blue's Clues, a children's educational television series by Nickelodeon, have been released, educational video games and web browser games based on the show. Most of the PC CD ROM-format titles were developed and published by Humongous Entertainment.

Educational game
Educational games are games explicitly designed with educational purposes, or which have incidental or secondary educational value. All types of games may be used in an educational environment, however educational games are games that are designed to help people learn about certain subjects, expand concepts, reinforce development, understand a historical event or culture, or assist them in learning a skill as they play. Game types include board, card, and video games.

As educators, governments, and parents realize the psychological need and benefits that gaming has on learning, this educational tool has become mainstream. Games are interactive play that teach goals, rules, adaptation, problem solving, interaction, all represented as a story. They satisfy a fundamental need to learn by providing enjoyment, passionate involvement, structure, motivation, ego gratification, adrenaline, creativity, social interaction and emotion in the game itself while the learning takes place.
Betagel
Betagel (βゲル in Japanese) is a material invented in Japan that utilizes gel and silicone to absorb violent shocks.

Japanese researchers developed "Alphagel", which was principally used in the manufacture of sneakers and as a shock-absorber for tennis racquets.  Betagel, a more effective formulation, was so named according to the Greek Alphabet (alpha, beta, gamma etc.), in which letters also serve as numerals. It is also principally used in sneakers.

The gel is also used in scientific applications.

Beta
Beta (UK: /ˈbiːtə/, US: /ˈbeɪtə/ ⓘ; uppercase Β, lowercase β, or cursive ϐ; Ancient Greek: βῆτα, romanized: bē̂ta or Greek: βήτα, romanized: víta) is the second letter of the Greek alphabet. In the system of Greek numerals, it has a value of 2. In Ancient Greek, beta represented the voiced bilabial plosive IPA: [b]. In Modern Greek, it represents the voiced bilabial fricative IPA: [β] while IPA: [b] in borrowed words is instead commonly transcribed as μπ. Letters that arose from beta include the Roman letter ⟨B⟩ and the Cyrillic letters ⟨Б⟩ and ⟨В⟩.
Crosscap number
In the mathematical field of knot theory, the crosscap number of a knot K is the minimum of

taken over all compact, connected, non-orientable surfaces S bounding K; here  is the Euler characteristic.  The crosscap number of the unknot is zero, as the Euler characteristic of the disk is one.

Euler characteristic
In mathematics, and more specifically in algebraic topology and polyhedral combinatorics, the Euler characteristic (or Euler number, or Euler–Poincaré characteristic) is a topological invariant, a number that describes a topological space's shape or structure regardless of the way it is bent. It is commonly denoted by  (Greek lower-case letter chi).

The Euler characteristic was originally defined for polyhedra and used to prove various theorems about them, including the classification of the Platonic solids. It was stated for Platonic solids in 1537 in an unpublished manuscript by Francesco Maurolico. Leonhard Euler, for whom the concept is named, introduced it for convex polyhedra more generally but failed to rigorously prove that it is an invariant. In modern mathematics, the Euler characteristic arises from homology and, more abstractly, homological algebra.
Pythium oligandrum
Pythium oligandrum is an oomycete.  It is a parasite of many fungi and other oomycetes including Botrytis, Fusarium and Phytophthora. It has been licensed as a biocontrol agent in the form of an oospore soil treatment, which reduces pathogen load and concomitant plant disease. P. oligandrum have been found to express several genes belonging to the CAZy-family when feeding on prey. P. oligandrum can grow within the roots of certain plants, including tomato and sugar beet. Production of auxin-like substances stimulate plant growth. Defense responses can be induced in the plant, which primes the plant from further infection by pathogenic fungi, oomycetes or bacteria.

Sugar beet
A sugar beet is a plant whose root contains a high concentration of sucrose and is grown commercially for sugar production. In plant breeding, it is known as the Altissima cultivar group of the common beet (Beta vulgaris). Together with other beet cultivars, such as beetroot and chard, it belongs to the subspecies Beta vulgaris subsp. vulgaris but is classified as var. saccharifera. Its closest wild relative is the sea beet (Beta vulgaris subsp. maritima).

Sugar beets are grown in climates that are too cold for sugarcane. In 2024, Russia and  Germany were the two largest sugar beet producers contributing to a world total of 294 million tonnes. Sugarcane accounts for most of the rest of sugar produced globally.
Gravel Switch, Livingston County, Kentucky
Gravel Switch is an area along the Paducah & Louisville Railway (PAL) between the Kentucky Dam on the Tennessee River and Grand Rivers in Livingston County, Kentucky, United States near the interchange of U.S. Route 62 and Kentucky Route 453. The gravel of the area was prized as one of the best cementing gravels for the construction of railroad track ballast. It remains a rail, barge, and transloading terminal for aggregates for Vulcan Materials Company's Grand Rivers Quarry.

Tennessee River
The Tennessee River is a 652 mi (1,049 km) long river located in the southeastern United States. Flowing through the Tennessee Valley in the states of Tennessee, Alabama, Mississippi, and Kentucky, it begins at the confluence of French Broad and Holston rivers at Knoxville, and drains into the Ohio River near Paducah, Kentucky. It is the largest tributary of the Ohio, and drains a basin of 40,876 sq mi (105,870 km2).

Its tributary, the Little Tennessee River, flows into it from Western North Carolina and northeastern Georgia.
Hawaii Intermediate Court of Appeals
The Hawaii State Intermediate Court of Appeals (ICA) is the intermediate appellate court of the Hawaii State Judiciary. It has jurisdiction over appeals from lower courts and agencies.

The ICA is composed of one chief judge and six associate judges, who sit in randomly selected panels of three. Each judge is appointed to an initial ten-year term by the Governor. Judges are nominated by the Governor from a list of four to six names submitted by the Judicial Selection Commission. A judge's nomination is subject to confirmation by the Hawaii Senate, but reappointments require only approval of the Judicial Selection Commission. Under article VI, §3 of the Hawaii Constitution, all judges of the Intermediate Court of Appeals, like the justices of the Supreme Court of Hawaii and the judges of the Hawaii State Circuit Courts, have a mandatory retirement age of 70.

Mandatory retirement
Mandatory retirement, also known as forced retirement, enforced retirement or compulsory retirement, is the set age at which people who hold certain jobs or offices are required by industry custom or by law to leave their employment, or retire.

As of 2017, as reported by the Organisation for Economic Co-operation and Development (OECD), only three European member states (UK, Denmark and Poland) and four OECD countries (Canada, Australia, New Zealand, United States) had laws banning mandatory retirement.
Emil Popov
Emil Popov is a fictional character and one of the main protagonists on the BNT crime series Pod Prikritie. He is portrayed by Vladimir Penev.  He is a Bulgarian policeman who works everything by the book.

Bulgarian National Television
The Bulgarian National Television (Bulgarian: Българска национална телевизия, Balgarska natsionalna televizia) or BNT (БНТ), stylized as ·Б·Н·Т· since 2018, is a public television broadcaster of Bulgaria. BNT was founded in 1959 and started broadcasting on December 26 of the same year. It was the first television service to broadcast on the territory of Bulgaria.

BNT is a member of International Radio and Television Organisation (to 31 December 1992), European Broadcasting Union (from 1 January 1993), EGTA, IMZ, CIRCOM Regional, FIAT and BBLF.
2010 Connecticut Secretary of the State election
The 2010 Connecticut Secretary of the State election took place on November 2, 2010, to elect the Secretary of the State of Connecticut. Incumbent Democrat Susan Bysiewicz did not seek re-election to a 4th term, instead opting to run for Governor of Connecticut.

Democratic nominee and Majority Leader of the Connecticut House of Representatives Denise Merrill defeated Republican nominee Jerry Farrell Jr.

Connecticut Republican Party
The Connecticut Republican Party is the Connecticut affiliate of the national Republican Party.

Republicans control neither chamber of the state legislature, no constitutional state offices, none of the state's five seats in the U.S. House, and neither of its two U.S. Senate seats. The last Republican to represent the state in the U.S. House was Chris Shays, who lost his seat in 2008 to Jim Himes. The last Republican to represent the state in the U.S. Senate was Lowell Weicker, who lost his seat in 1988 to Joe Lieberman.
Delmar Formation
The Delmar Formation is a geologic formation best exposed in seashore cliffs at Del Mar and Solana Beach in California, overlaid by Torrey Sandstone. The formation rocks comprise the barrier bar for Los Peñasquitos Lagoon and have three sub-facies that can be classified as ancient oyster reefs (Ostrea idrianensis), tidal flats and sublittoral channels and ponds The formation is a result of sedimentary infilling of a large Eocene Delmar lagoon and contains fossils from that period. First identified as "Delmar Sand" by Hanna in 1926. Frederiksen dates the formation as early Lutetian.

Oyster reef
An oyster reef is a dense aggregation of oysters forming a large colony. Because oyster larvae need to settle on hard substrates, new oyster reefs form on stone or hard marine debris. Later, the oyster reef will grow by spat settling on the shells of older or nonliving oysters. These dense aggregations of oysters are also called oyster reefs, oyster beds, oyster banks, oyster bottoms, or oyster bars,  with no clear distinction and with regional variation.
Arnica alpina
Arnica alpina is a botanical synonym of three species of plant:

Arnica angustifolia, synonym published in 1799 by Johan Henrick Olin & Johan Fredrik Ladau

Arnica montana, synonym published in 1821 by Ernst Gottlieb von Steudel

Doronicum pardalianches, synonym published in 1796 by Richard Anthony Salisbury

Doronicum pardalianches
Doronicum pardalianches, known as leopard's-bane, is a species of flowering plant in the family Asteraceae. Like other members of the genus Doronicum, it is a rhizomatous herbaceous perennial. It has upright stems growing to 80 cm (31 in), with heart-shaped basal leaves and yellow flowers, generally 3–4.5 cm (1.2–1.8 in) across. It is native to western Europe and was introduced to the British Isles, where it was first recorded in Northumberland in 1633.
Yamnoye, Voronezh Oblast
Yamnoye (Russian: Ямное) is a rural locality (a selo) and the administrative center of Yamenskoye Rural Settlement, Ramonsky District, Voronezh Oblast, Russia. The population was 6,062 (2021 Census); 2,309 as of 2010. There are 180 streets.

Ramonsky District
Ramonsky District (Russian: Рамо́нский райо́н) is an administrative and municipal district (raion), one of the thirty-two in Voronezh Oblast, Russia. It is located in the northwest of the oblast. The area of the district is 1,281 square kilometers (495 sq mi). Its administrative center is the urban locality (a work settlement) of Ramon. Population: 38,471 (2021 Census); 32,027 (2010 Census); 33,230 (2002 Census); 43,711 (1989 Soviet census). The population of Ramon accounts for 22.0% of the district's total population.
Khalid Khan (politician)
Khalid Khan a Pakistani politician hailing from Charsadda District, belonging to Pakistan Tehreek-e-Insaf, he did LLB from Peshawar University. Khan served as a member of the Provincial Assembly of Khyber Pakhtunkhwa from May 2013 to May 2018 and from August 2018 to January 2023. He also served as a member of different committees.

Charsadda District, Pakistan
Charsadda District (Pashto: چارسده ولسوالۍ, Urdu: ضلع چارسدہ) is a district in the Peshawar Division of the Khyber Pakhtunkhwa province of Pakistan. Prior to its establishment as a separate district in 1998, it was a tehsil within the Peshawar District. Mohamedzai Pashtuns make up the majority of the population of the district along with other minor tribes settled as well such as Uthmankhel, Mohmand, Kakakhel, Khattak. The district headquarter is the town of Charsadda, which was once part of the Peshawar ex-metropolitan region.
Port au Port Peninsula
The Port au Port Peninsula (French: péninsule de Port-au-Port; Mi'kmaq: Kitpu) is a peninsula in the Canadian province of Newfoundland and Labrador. Roughly triangular in shape, it is located on the west coast of the island of Newfoundland.

Mi'kmaq language
Miꞌkmaq (/ˈmɪɡmɑː/ MIG-mah; Mi'kmaq: [miːɡmax]) is an Eastern Algonquian language spoken by nearly 11,000 Miꞌkmaq in Canada and the United States; the total ethnic Miꞌkmaq population is roughly 20,000.

The native name of the language is Lnuismk, Miꞌkmawiꞌsimk or Miꞌkmwei (in some dialects). The word Miꞌkmaq is a plural word meaning 'my friends' (singular miꞌkm); the adjectival form is Miꞌkmaw.
Miꞌkmaq has historically been spelled and pronounced Micmac /ˈmɪkmæk/ in English. Contemporary spellings include Migmaw and Mikmaw in English, and Míkmaq, Míkmaw and Mìgmao in Miꞌkmaq.
Farooq Naeem
Farooq Naeem is a British-Canadian academic of South Asian origin academic who is known for his work on cultural adaptation of cognitive behaviour therapy. He is also the founder of PACT (Pakistan Association of Cognitive Therapists). He is a professor of psychiatry at the University of Toronto, Toronto, Canada.

Centre for Addiction and Mental Health
The Centre for Addiction and Mental Health (CAMH, pronounced /kæm.eɪtʃ/ KAM-aytch, French: Centre de toxicomanie et de santé mentale) is a psychiatric teaching hospital located in Toronto and ten community locations throughout the province of Ontario, Canada. It reports being the largest research facility in Canada for mental health and addictions. The hospital was formed in 1998 from the amalgamation of four separate institutions – the Queen Street Mental Health Centre, the Clarke Institute of Psychiatry, the Addiction Research Foundation, and the Donwood Institute. It is Canada's largest mental health teaching hospital, and the only stand-alone psychiatric emergency department in Ontario. CAMH has 90 distinct clinical services across inpatient, outpatient, day treatment, and partial hospitalization models. CAMH has been the site of major advancements in psychiatric research, including the discovery of the Dopamine receptor D2.
USS Farenholt
Two ships of United States Navy were named USS Farenholt for Admiral Oscar Farenholt.

The first USS Farenholt (DD-332) was commissioned in 1921 and decommissioned in 1930.

The second USS Farenholt (DD-491) was commissioned in 1942 and decommissioned in 1946.

USS Farenholt (DD-491)
USS Farenholt (DD-491) was a Benson-class destroyer in the United States Navy during World War II. She was the second ship named for Admiral Oscar Farenholt.

Farenholt was launched 19 November 1941 by Bethlehem Steel Company, Staten Island, New York; sponsored by Miss N. L. Garland, great-grandniece of Admiral Farenholt; and commissioned 2 April 1942.
Ali Pasha Mosque (Tokat)
Ali Pasha Mosque (Turkish: Ali Paşa Camii) is a mosque in the centre of the town of Tokat in the Anatolia region of Turkey. It is a work of the Ottoman period, built in 1572 during the reign of Sultan Selim II, and has a single dome and a minaret.

It is part of complex which also includes a Turkish bath and a mausoleum. The tomb of Ali Pasha and his son Mustafa Bey is in the courtyard.

Selim II
Selim II (Ottoman Turkish: سليم ثانى, romanized: Selīm-i sānī; Turkish: II. Selim; 28 May 1524 – 15 December 1574), also known as Selim the Blond (Turkish: Sarı Selim) or Selim the Drunkard (Sarhoş Selim), was the sultan of the Ottoman Empire from 1566 until his death in 1574. He was a son of Suleiman the Magnificent and his wife Hürrem Sultan.

During his reign, his grand vizier Sokollu Mehmed Pasha exerted significant control over state governance. The conquest of Cyprus and Tunis were notable achievements during his reign but setbacks occurred in the Battle of Lepanto and the failed capture of Astrakhan as part of the war with Russia.
Ariadne musica
Ariadne musica is a collection of organ music by Johann Caspar Ferdinand Fischer, first published in 1702. The main part of the collection is a cycle of 20 preludes and fugues in different keys, so Ariadne musica is considered an important precursor to Johann Sebastian Bach's The Well-Tempered Clavier, which has a similar structure.

The title refers to the Greek myth in which Theseus finds his way out of Minotaur's labyrinth using a ball of thread that Ariadne, daughter of King Minos of Crete, gave him. Similarly, the music in the collection can be said to guide the listener through a labyrinth of keys. Fischer also used Greek mythology to name the pieces in another large scale music collection of his, Musikalischer Parnassus.

The first edition of Ariadne musica was made in 1702 in Schlackenwerth. The work was reprinted several times during Fischer's life. The original print mentioned by Johann Gottfried Walther in Musicalisches Lexicon is now lost, but a manuscript copy survives.

Ostrov (Karlovy Vary District)
Ostrov (also called Ostrov nad Ohří; (Czech pronunciation: [ˈostrof] ⓘ; German: Schlackenwerth) is a town in Karlovy Vary District in the Karlovy Vary Region of the Czech Republic. It has about 16,000 inhabitants. The historic town centre is well preserved and is protected as an urban monument zone.