hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
March 1874 Galway Borough by-election
The March 1874 Galway Borough by-election was held on 20 March 1874.  The by-election was held due to the succession to a peerage of the incumbent Home Rule MP, William St Lawrence.  It was won by the Home Rule candidate Frank Hugh O'Donnell. An election petition alleged bribery and intimidation on the part of O'Donnell's supporters, and his election was declared void under the Parliamentary Elections Act 1868. This resulted in another by-election in June.

Galway Borough
Galway Borough was a United Kingdom Parliament constituency in Ireland. It returned one MP from 1801 to 1832, two MPs from 1832 to 1885 and one MP from 1885 to 1918. It was an original constituency represented in Parliament when the Union of Great Britain and Ireland took effect on 1 January 1801.
Burn Notice season 3
The third season of the American television spy drama Burn Notice premiered on June 4, 2009, on the cable television channel USA Network. Season three consists of sixteen episodes, split between a nine-episode summer season and a seven-episode winter season.

Burn Notice
Burn Notice is an American spy drama television series created by Matt Nix. The show originally aired on the USA Network from June 28, 2007, to September 12, 2013. The show stars Jeffrey Donovan, Gabrielle Anwar, Bruce Campbell, Sharon Gless, and (beginning in season four) Coby Bell.

The show focuses on Michael Westen (Donovan), a former spy who was fired and cut off from the legitimate world by the agency he used to work for. Trapped in Miami with few resources, Westen takes jobs as an unlicensed private investigator while unraveling the mystery of who burned him and why.

Burn Notice received generally positive reviews from critics for its pace, its humor, its dialogue, and its combination of espionage and crime drama presented in an irreverent tone. In 2010, the series was the #2 cable scripted series by viewership with 6.7 million viewers, behind Royal Pains. The show also spawned a prequel movie and multiple tie-in novels.
2019 Sofia Open
The 2019 Sofia Open was a men's tennis tournament to be played on indoor hard courts. It was the fourth edition of the Sofia Open as part of the ATP Tour 250 series of the 2019 ATP Tour. It took place at the Arena Armeec in Sofia, Bulgaria, from 5 February until 11 February  2019. Third-seeded Daniil Medvedev won the singles title.

ATP Sofia Open
The Sofia Open was an ATP World Tour 250 series tournament played on indoor hardcourts. It was held for the first time as part of the 2016 ATP World Tour. The tournament took place at the Arena Sofia in Sofia, Bulgaria. In 2023 the tournament was held for one additional year, replacing the Tel Aviv Open, which was cancelled due to the outbreak of war in the region.
Multiple sclerosis drug pipeline
There are several ways for pharmaceuticals for treating multiple sclerosis (MS) to reach the market.

Novel pharmaceuticals cannot enter the US market without FDA approval, which typically requires evidence of safety and efficacy in human trials and large fees be submitted to the FDA and found to be adequate.

Pharmaceuticals already on the market, such as vitamin D, do not have to and may never have had do so, and the financial incentives to do so are relatively insignificant. Thus lack of approval of such drugs implies neither efficacy nor lack of efficacy.

In general, novel pharmaceuticals cannot enter a market without government approval; standards and political influences vary.

Alemtuzumab
Alemtuzumab, sold under the brand names Campath and Lemtrada among others, is a medication used to treat chronic lymphocytic leukemia and multiple sclerosis. In chronic lymphocytic leukemia, it has been used as both a first line and second line treatment. It is given by injection into a vein.

It is a monoclonal antibody that binds to CD52, a protein present on the surface of mature lymphocytes, but not on the stem cells from which these lymphocytes are derived. After treatment with alemtuzumab, these CD52-bearing lymphocytes are targeted for destruction.

Alemtuzumab was approved for medical use in the United States in 2001. (Mab)Campath was withdrawn from the markets in the US and the EU in 2012, to prepare for a higher-priced relaunch of Lemtrada aimed at multiple sclerosis.
Catholic University of Croatia
Catholic University of Croatia (Croatian: Hrvatsko katoličko sveučilište; Latin: Universitas Studiorum Catholica Croatica) is a private university of the Catholic Church in Croatia located in Zagreb, Croatia.

Ministry of Science and Education (Croatia)
The Ministry of Science, Education and Youth of Croatia (Croatian: Ministarstvo znanosti, obrazovanja i mladih or MZOM) is the ministry in the Government of Croatia which is in charge of primary, secondary and tertiary education, research institutions, sports and youth.
Education segregation in Wisconsin
Wisconsin has some of the most segregated schools in the United States. Despite laws demanding school integration, a 2012 study by the UCLA Civil Rights Project found that Wisconsin still has significant segregation in its classrooms.

Almost half of black students in Wisconsin attend a school where 90% or more of the students are non-white.

School integration in the United States
In the United States, school integration (also known as desegregation) is the process of ending race-based segregation within American public, and private schools. Racial segregation in schools existed throughout most of American history and remains an issue in contemporary education. During the civil rights movement school integration became a priority, but since then de facto segregation has again become prevalent.

School segregation declined rapidly during the late 1960s and early 1970s. Segregation appears to have increased since 1990. The disparity in the average poverty rate in the schools whites attend and blacks attend is the single most important factor in the educational achievement gap between white and black students.
Shelley Niro
Shelley Niro RCA (born 1954) is a Mohawks of the Bay of Quinte filmmaker and visual artist from New York and Ontario. She is known for her photographs using herself and female family members cast in contemporary positions to challenge the stereotypes and clichés of Native American women.

A multidisciplinary contemporary artist skilled in photography, painting, sculpting, beadwork, multimedia, and independent film, Niro is a member of the Turtle clan of the Kanienkehaka (Mohawk Nation) from Six Nations of the Grand River.

Brantford
Brantford is a city in Ontario, Canada, founded on the Grand River in Southwestern Ontario. It is surrounded by Brant County but is politically separate with a municipal government of its own that is fully independent of the county's municipal government.

Brantford is situated on the Haldimand Tract, and is named after Joseph Brant, a Mohawk leader, soldier, farmer and slave owner. Brant was an important Loyalist leader during the American Revolutionary War and later, after the Haudenosaunee moved to the Brantford area in Upper Canada. Many of his descendants and other First Nations people live on the nearby Six Nations of the Grand River reserve south of Brantford; it is the most populous reserve in Canada.

Brantford is known as the "Telephone City" because resident Alexander Graham Bell invented the first telephone at his father's homestead, Melville House, now the Bell Homestead National Historic Site, located in Tutela Heights south of the city.
Long Island Medium
Long Island Medium is an American reality television series starring Theresa Caputo, a self-professed medium who claims she can communicate with the dead. Much of the program, which premiered on September 25, 2011, takes place in Hicksville, New York, though it often follows Caputo as she meets with clients in other areas.

Scientific skeptics say mediumship performances are a con, and Caputo's specific claims have been deemed fictitious by critics, including magician James Randi, Inside Edition, and Jezebel.

James Randi Educational Foundation
The James Randi Educational Foundation (JREF) is an American grant-making institution founded in 1996 by magician and skeptic James Randi. As a nonprofit organization, the mission of JREF includes educating the public and the media on the dangers of accepting unproven claims, and to support research into paranormal claims in controlled scientific experimental conditions. The organization announced its change to a grant-making foundation in September 2015.

The organization previously administered the One Million Dollar Paranormal Challenge, a prize of one million U.S. dollars to anyone who could demonstrate a supernatural or paranormal ability under agreed-upon scientific testing criteria.

The organization has been funded through member contributions, grants, and conferences, though it ceased accepting memberships after 2015. For several years, the JREF website published the blog Swift, which included news and information as well as exposés of paranormal claimants.
Catholic semigroup
In mathematics, a catholic semigroup is a semigroup in which no two distinct elements have the same set of inverses. The terminology was introduced by B. M. Schein in a paper published in 1979. Every catholic semigroup either is a regular semigroup or has precisely one element that is not regular, much like the partitioners of most Catholic churches. The semigroup of all partial transformations of a set is a catholic semigroup. It follows that every semigroup is embeddable in a catholic semigroup. But the full transformation semigroup on a set is not catholic unless the set is a singleton set. Regular catholic semigroups are both left and right reductive, that is, their representations by inner left and right translations are faithful. A regular semigroup is both catholic and orthodox if and only if the semigroup is an inverse semigroup.

Transformation semigroup
In algebra, a transformation semigroup (or composition semigroup) is a collection of transformations (functions from a set to itself) that is closed under function composition. If it includes the identity function, it is a monoid, called a transformation (or composition) monoid. This is the semigroup analogue of a permutation group.

A transformation semigroup of a set has a tautological semigroup action on that set. Such actions are characterized by being faithful, i.e., if two elements of the semigroup have the same action, then they are equal.

An analogue of Cayley's theorem shows that any semigroup can be realized as a transformation semigroup of some set.

In automata theory, some authors use the term transformation semigroup to refer to a semigroup acting faithfully on a set of "states" different from the semigroup's base set. There is a correspondence between the two notions.
Athletics at the 1976 Summer Olympics – Men's marathon
The men's marathon at the 1976 Summer Olympics in Montreal, Canada, was held on Saturday July 31, 1976. The race started at 17:30 local time. There were 67 competitors from 36 countries. Seven of them did not finish. The maximum number of athletes per nation had been set at 3 since the 1930 Olympic Congress. The event was won by Waldemar Cierpinski of East Germany, the first Olympic marathon medal by any German runner. Frank Shorter of the United States and Karel Lismont of Belgium became the third and fourth men to win a second medal in the event, each one place behind their 1972 results. Ethiopia's four-Games marathon medal streak ended, as the nation boycotted the Games.

Athletics at the 1976 Summer Olympics
At the 1976 Summer Olympics in Montreal, 37 events were contested in athletics. There were a total number of 1005 participating athletes from 80 countries.

The men's 50 kilometres walk competition was dropped from the Olympic athletics programme, despite its constant presence at the games since 1932. The IAAF chose to host its own world championship event instead, a month and a half after the Olympics. This foreshadowed the creation of the IAAF World Championships in Athletics in the following years.
Crown-to-root ratio
Crown-to-root-ratio is the ratio of the length of the part of a tooth that appears above the alveolar bone versus what lies below it. It is an important consideration in the diagnosis, treatment planning and restoration of teeth, one that hopefully guides the plan of treatment to the proper end result.

Glossary of dentistry
This is a list of definitions of commonly used terms of location and direction in dentistry. This set of terms provides orientation within the oral cavity, much as anatomical terms of location provide orientation throughout the body.
Condenser (heat transfer)
In systems involving heat transfer, a condenser is a heat exchanger used to condense a gaseous substance into a liquid state through cooling. In doing so, the latent heat is released by the substance and transferred to the surrounding environment. Condensers are used for efficient heat rejection in many industrial systems. Condensers can be made according to numerous designs and come in many sizes ranging from rather small (hand-held) to very large (industrial-scale units used in plant processes). For example, a refrigerator uses a condenser to get rid of heat extracted from the interior of the unit to the outside air.

Condensers are used in air conditioning, industrial chemical processes such as distillation, steam power plants, and other heat-exchange systems. The use of cooling water or surrounding air as the coolant is common in many condensers.

Heat
In thermodynamics, heat is defined as the form of energy crossing the boundary of a thermodynamic system by virtue of a temperature difference across the boundary. A thermodynamic system does not contain heat. Nevertheless, the term is also often used to refer to the thermal energy contained in a system as a component of its internal energy and that is reflected in the temperature of the system.

Calorimetry is measurement of heat by its effect on the states of interacting bodies, for example, by the amount of ice melted or by change in temperature of a body.

In the International System of Units (SI), the unit of measurement for heat is the joule (J).
Shujian Road station
Shujian Road (Chinese: 曙建路; pinyin: Shǔjiàn Lù) is a metro station on the Line 15 of the Shanghai Metro. Located at the intersection of Shujian Road and South Lianhua Road in Minhang District, Shanghai, the station was scheduled to open with the rest of Line 15 in 2020. However, the station eventually opened on 23 January 2021 following a one-month postponement.

Line 15 (Shanghai Metro)
Line 15 of the Shanghai Metro is a north-south metro line in the city of Shanghai that opened on 23 January 2021. The line begins at Gucun Park in Baoshan District at its northern end, and terminates at Zizhu Hi-tech Park in Minhang District at its southern end, via Shanghai West Railway Station and Shanghai South Railway Station. It will be 42.3 kilometres (26.3 mi) in length and have 30 stations. The line is one of Shanghai Metro's new batch of high capacity fully automated and driverless lines along with Lines 14 and 18. The line is colored ivory on system maps.
WPA Women's world ranking
The WPA Women's world pool rankings are the official system of ranking professional Pool (cue sports) players to determine automatic qualification and seeding for tournaments sanctioned by the World Pool Association.

Pool (cue sports)
Pool is a group of cue sports played on a billiard table. The table has six pockets along the rails, into which balls are shot. Of the many different pool games, the most popular include: eight-ball, blackball, nine-ball, ten-ball, seven-ball, straight pool, one-pocket, and bank pool. Eight-ball is the most frequently played discipline of pool, and it is often thought of as synonymous with "pool".

The generic term pocket billiards is sometimes also used, and favored by some pool-industry bodies, but is technically a broader classification, including games such as snooker, Russian pyramid, and kaisa, which are not referred to as pool games. There are also hybrid games combining aspects of both pool and carom billiards, such as American four-ball billiards, bottle pool, cowboy pool, and English billiards.
Miller Mountain (Nevada)
Miller Mountain is located in the Candelaria Hills of Mineral County, Nevada. "Borax" Smith's board-and-batten cabin where he lived when he discovered a rich borax deposit at nearby Teel's Marsh was located here.

Teel's Marsh
Teel's Marsh is a playa in Nevada, United States.  It was the site of "Borax" Smith's first borax works at Marietta, Nevada in 1872, and became the start of his operations that soon became the largest borax operation in the world.
Raider Klan
Raider Klan (stylized as RVIDXR KLVN) was an American hip hop collective formed in the Carol City neighborhood of Miami Gardens, in 2008. It grew to include members from other U.S. cities, such as Memphis, Seattle (Thraxxhouse), Atlanta and Houston. They are widely regarded by fans, critics, and fellow artists as one of the most influential hip hop movements of the 2010s. In 2012, the Guardian cited them as one of the key acts bringing back hip hop groups.

At its peak, the collective enjoyed a period of rapid growth, emerging alongside groups such as Odd Future and ASAP Mob. Raider Klan originally included rappers SpaceGhostPurrp, Dough Dough Da Don, Kadafi, Muney Junior, and Jitt, before expanding to include Denzel Curry, Chris Travis, Eddy Baker, Xavier Wulf, Ruben Slikk, Lofty305, and dozens more. Many former members went on to pursue successful solo careers or form new groups, such as Seshollowaterboyz and Schemaposse.

Three 6 Mafia
Three 6 Mafia is an American hip-hop group from Memphis, Tennessee, formed in 1991. Emerging as a horror-themed underground hip-hop group, they went on to enjoy mainstream success. The group's 1995 debut album Mystic Stylez became an influential cult classic. They have released music on independent labels such as Prophet Entertainment and their own Hypnotize Minds label, as well as Relativity, Loud, and Columbia Records.

Two of their albums are RIAA-certified platinum: When the Smoke Clears: Sixty 6, Sixty 1 (2000) and Most Known Unknown (2005), with the latter featuring their hit single "Stay Fly". In 2006, the group won the Academy Award for Best Original Song at the 78th Academy Awards for their song "It's Hard out Here for a Pimp" from the film Hustle & Flow. The group's latest studio album, Last 2 Walk, was released in 2008. Three 6 Mafia's worldwide album sales stand at 5.5 million as of 2016.
California newt
The California newt or orange-bellied newt (Taricha torosa), is a species of newt endemic to California, in the Western United States. Its adult length can range from 5 to 8 in (13 to 20 cm). Its skin produces the potent toxin tetrodotoxin.

Newt
A newt is a salamander in the subfamily Pleurodelinae. The terrestrial juvenile phase is called an eft. Unlike other members of the family Salamandridae, newts are semiaquatic, alternating between aquatic and terrestrial habitats. Not all aquatic salamanders are considered newts, however. More than 100 known species of newts are found in North America, Europe, North Africa and Asia. Newts metamorphose through three distinct developmental life stages: aquatic larva, terrestrial juvenile (eft), and adult. Adult newts have lizard-like bodies and return to the water every year to breed, otherwise living in humid, cover-rich land habitats.

Newts are threatened by habitat loss, fragmentation and pollution. Several species are endangered, and at least one species, the Yunnan lake newt, has been considered extinct since 1979.
Ruhuhuaria
Ruhuhuaria is an extinct genus of owenettid procolophonoid reptile known from the Middle Triassic Manda Beds of southwestern Tanzania. Ruhuhuaria is known solely from the holotype CAMZM T997, poorly preserved but complete skull and mandible recently re-discovered in the collections of the Cambridge Museum of Zoology. It was collected by the English paleontologist Francis Rex Parrington in the early 1930s from the Lifua Member of Manda Beds of the Ruhuhu Basin in Songea Urban District of southwestern Tanzania, which dates back to the late Anisian stage of the Middle Triassic. Ruhuhuaria was first described and named by Linda Akiko Tsuji, Gabriela Sobral and Johannes Müller in 2013 and the type species is Ruhuhuaria reiszi. The generic name is derived from the name of the Ruhuhu Basin. The specific name, reiszi, honors the Canadian paleontologist Robert R. Reisz.

Manda Formation
The Manda Formation (also known as the Manda Beds) is a Middle Triassic (Anisian?) or possibly Late Triassic (Carnian?) geologic formation in Tanzania. It preserves fossils of many terrestrial vertebrates from the Triassic, including some of the earliest dinosauromorph archosaurs. The formation is often considered to be Anisian in age according to general tetrapod biochronology hypotheses and correlations to the Cynognathus Assemblage Zone of South Africa. However, some recent studies cast doubt to this age, suggesting that parts deposits may actually be younger (Carnian) in age.
Michelle Heyman
Michelle Pearl Heyman (born 4 July 1988) is an Australian soccer player and commentator who as of 2024 plays for Canberra United FC in the A-League in Australia. She became the all-time record goalscorer in the W-League in March 2021 after scoring her 73rd goal. Heyman first represented Australia in the Matildas in 2010, playing at the 2014 AFC Women's Asian Cup, the 2015 FIFA World Cup and the 2016 Summer Olympics. In May 2019, she retired from international football, but returned to the team in January 2024 when she was called up following an injury to Matildas' striker Sam Kerr.

She has previously played for W-League teams Central Coast Mariners, Sydney FC, and Adelaide United, as well as the Western New York Flash in the American National Women's Soccer League.

2011–12 W-League
The 2011–12 W-League season was the fourth season of the W-League, the Australian national women's football (soccer) competition. The season consisted of twelve rounds, giving each team a total of ten games, followed by a finals series.
Dicellophilus limatus
Dicellophilus limatus is a species of soil centipede in the family Mecistocephalidae. This centipede is the type species for the genus Dicellophilus. This species features 45 pairs of legs, the maximum number observed in this genus, and can reach 60 mm or more in length. This species is found in California. This centipede is one of only four species in the family Mecistocephiladae found in North America.

Maxilla (arthropod mouthpart)
In arthropods, the maxillae (singular maxilla) are paired structures present on the head as mouthparts in members of the clade Mandibulata, used for tasting and manipulating food. Embryologically, the maxillae are derived from the 4th and 5th segment of the head and the maxillary palps; segmented appendages extending from the base of the maxilla represent the former leg of those respective segments. In most cases, two pairs of maxillae are present and in different arthropod groups the two pairs of maxillae have been variously modified. In crustaceans, the first pair are called maxillulae (singular maxillula).

Modified coxae at the base of the pedipalps in spiders are also called "maxillae", although they are not homologous with mandibulate maxillae.