hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Darius D'Souza
Darius D'Souza (born 11 October 1989) is an Indian-born Canadian cricketer. D'Souza is a right-handed batsman who bowls right-arm off spin. He was born in Bombay (today Mumbai), Maharashtra.

D'Souza played for Canada Under-19s in the 2010 Under-19 World Cup in New Zealand, making five Youth One Day International appearance during the tournament. While studying for his degree in Computer Science & Business in England at Loughborough University, D'Souza made his first-class debut for Loughborough MCCU against Northamptonshire on 2 April 2011.

Canada national under-19 cricket team
The Canada national under-19 cricket team represents the country of Canada in under-19 international cricket.

Canada has qualified for the Under-19 Cricket World Cup on eight occasions, the most of any associate member from the ICC Americas region.
Broadstone, Dorset
Broadstone /ˈbrɔːdstən/ is a suburb and electoral ward of Poole in Dorset, England. It is located three miles (five kilometres) from Hamworthy railway station and seven miles (eleven kilometres) from Bournemouth International Airport. The ward had a population of 10,289 at the 2021 census.

Since 1840, Broadstone has grown from a small farm to a suburb of 10,000 people. Centred on the main road (the B3074), 'The Broadway' is a busy hub of shops, churches, schools and housing. Broadstone is notable for its large recreation fields and heathland park, as well as an annual Christmas parade and lights. The 24-acre (10-hectare) Broadstone Heath possesses some of the original heathland which covered the Poole Basin.

Bournemouth Airport
Bournemouth Airport (IATA: BOH, ICAO: EGHH), previously known as Hurn Airport and Bournemouth International Airport, is an international airport located 3.5 NM (6.5 km; 4.0 mi) north-northeast of Bournemouth, England.

Subsequently, Ryanair and TUI Airways based aircraft at the airport, with scheduled flights now frequently serving Western Europe and the Mediterranean area, with charter and seasonal services serving North Africa, North America, and the Caribbean. Passenger numbers peaked in 2007 when just over one million passed through the airport. In 2019, the passenger total was around 803,000. This dropped to around 176,000 in 2020 due to the COVID-19 pandemic.

Ryanair and TUI Airways are the primary users of the airport, which was owned and operated by Manchester Airports Group (MAG), one of the largest British airport operators until December 2017, when Regional & City Airports (RCA) acquired Bournemouth Airport for an undisclosed amount.
Elisabeth Targ
Elisabeth Fischer Targ (August 4, 1961 – July 13, 2002) was an American psychiatrist, who specialized in psychic phenomena and the role of spirituality in health and healing. Targ produced a series of papers investigating the effects of prayer on AIDS patients, attempting to test the theory with a high degree of experimental rigor, with questionable results that eventually were not confirmed by a study published after her death. She died of glioblastoma, the same cancer she was studying, on July 13, 2002.

Pilot experiment
A pilot experiment, pilot study, pilot test or pilot project is a small-scale preliminary study conducted to evaluate feasibility, duration, cost, adverse events, and improve upon the study design prior to performance of a full-scale research project.
Élie Chouraqui
Élie Chouraqui (born 3 July 1950) is a French film director, scriptwriter, and  comic book writer. His 1996 film Les menteurs was entered into the 46th Berlin International Film Festival.

He made several films with Anouk Aimée.

In his younger days he was a volleyball enthusiast and was captain of the French Volleyball team at the European and World championships winning 112 caps. He commentated on volleyball from French Television at the 2016 Rio Olympics.

46th Berlin International Film Festival
The 46th annual Berlin International Film Festival was held from 15 to 26 February 1996. The Golden Bear was awarded to Sense and Sensibility directed by Ang Lee.

The retrospective dedicated to American film director, producer and screenwriter William Wyler was shown at the festival.
Anti-Duvalier protest movement
The Anti-Duvalier protest movement was a series of demonstrations in Haiti from 23 May 1984 to 7 February 1986 that led to the overthrow of President Jean-Claude Duvalier and the Duvalier dynasty regime and the readoption of the original flag and coat of arms of the country.

The protests were sparked by economic hardship, and widespread human rights abuses, the protests marked a significant turning point in Haitian political history. Duvalier fled into exile on 7 February 1986, ending nearly three decades of dynastic rule by the Duvalier family and paving the way for a new transitional government.

Flag of Haiti
The flag of Haiti (French: drapeau d'Haïti; Haitian Creole: drapo Ayiti) is a bicolour featuring two horizontal bands coloured blue and red, emblazoned by a white rectangular panel bearing the coat of arms of Haiti. The coat of arms depicts a trophy of weapons atop a green hill and a royal palm symbolizing independence. The palm is topped by the Cap of Liberty. The motto L'Union fait la Force ('Unity makes strength') appears on a white ribbon below the arrangement.
Pannaria phyllidiata
Pannaria phyllidiata is a species of lichen in the family Pannariaceae. Known from Australia, it was described as new to science in 2011. It is characterised by its unique phyllidia (small leaf-like or scale-like propagules) and distinct distribution.

Pannariaceae
The Pannariaceae are a family of lichens in the order Peltigerales (suborder Collematineae). Species from this family have a widespread distribution, but are especially prevalent in southern temperate regions.
Kevin Christie (Vermont politician)
Kevin Christie (born April 7, 1950) is an American politician in the state of Vermont. He is a member of the Vermont House of Representatives, sitting as a Democrat from the Windsor-4-2 district, having been first elected in 2010.

Vermont House of Representatives
The Vermont House of Representatives is the lower house of the Vermont General Assembly, the state legislature of Vermont. The House comprises 150 members, with each member representing around 4,100 citizens. Representatives are elected to two-year terms without term limits.

Vermont had a unicameral legislature until 1836. It added a senate by constitutional amendment. The House meets in Representatives Hall at the Vermont State House in Montpelier. It is the only U.S. state legislature whose debating chamber seating layout comes closer to that of the Westminster-style parliament found elsewhere, being similar to debating chambers in Australian state parliaments.
Uni-Engine
The Uni-Engine ("Klump pump") is a self-contained mobile firefighting apparatus.  It consists of a water tank, high-pressure pump and storage area. It is transportable to remote wildland fire locations by truck or helicopter.

Klump pumps were used by hotshot crews to limit the extent of controlled burns used to combat the Station fire in 2009 during the defense of Mt Wilson, California.

Hotshot crew
In the United States, an Interagency Hotshot Crew, informally known as a shot crew, is a team of 20 to 30 elite wildland firefighters that mainly respond to large, high-priority fires across the country and abroad. They are assigned to work the most challenging parts of the fire and are considered strategic and tactical wildland fire experts. Hotshot crews are considered the most highly trained, skilled and experienced wildland firefighters, along with smokejumpers. They are qualified to provide leadership for initial-attack and extended-attack on wildland fires.

Hotshots are trained and equipped to work in remote areas for extended periods of time with minimal logistical support. They are organized by the United States Forest Service, National Park Service, Bureau of Indian Affairs, Bureau of Land Management, and Alaska and Utah state agencies; the National Interagency Fire Center coordinates hotshot crews on the federal level.
The Lodge at Chaa Creek
The Lodge at Chaa Creek is an eco-resort and 500-acre private nature reserve located in the Cayo District of Belize, Central America. Established as a small family farm in 1981, it has grown to be one of Belize’s most recognized resorts. It has also received international recognition as a model for sustainable tourism and responsible travel by Conde Nast, National Geographic Adventure, Travel and Leisure magazines, and other publications and organizations. Chaa Creek runs educational and natural history programs with a focus on Belize's Maya culture and civilization.

Condé Nast
Condé Nast (/ˌkɒndeɪ ˈnæst/) is an American mass media company founded in 1909 by Condé Montrose Nast and owned by Advance Publications. Its headquarters are located at One World Trade Center in the Financial District of Lower Manhattan, New York City.

The company's media brands attract more than 72 million consumers in print, 394 million in digital and 454 million across social media platforms. These include Vogue, The New Yorker, Condé Nast Traveler, Condé Nast Traveller, GQ, Glamour, Architectural Digest, Vanity Fair, Pitchfork, Wired, Bon Appétit, and Ars Technica, among many others. Former U.S. Vogue editor-in-chief Anna Wintour serves as Artistic Director and Global Chief Content Officer. In 2011, the company launched the Condé Nast Entertainment division, tasked with developing film, television, social and digital video, and virtual reality content.
Schistura antennata
Schistura antennata is a species of ray-finned fish in the stone loach genus Schistura. It is found in very small, steep streams in forested mountains with rocky substrates and waterfalls, although it avoids riffles and waterfalls and is restricted to reaches with a moderate flow. It has only been recorded from the headwaters of the River Lam drainage in Ha Tinh Province in central Vietnam.

Nemacheilidae
The Nemacheilidae, or stone loaches, are a family of cypriniform fishes that inhabit stream environments, mostly in Eurasia, with one genus, Afronemacheilus, found in Africa. The family includes about 790 species.
Live (Trouble Funk album)
Live (also titled as Straight Up Funk Go Go Style) is a live album recorded and released in 1981 by the Washington, D.C.–based go-go band Trouble Funk. This was the group's debut album, and consist of four approximately 15-minute jam sessions.  The album was remastered and reissued in 1996.

Go-go
Go-go is a subgenre of funk music with an emphasis on specific rhythmic patterns, and live audience call and response.

Go-go was originated by African-American musicians in Washington, D.C., during the mid-1960s to late-1970s. Go-go has limited popularity in other areas, but maintains a devoted audience in the Washington metropolitan area as a uniquely regional music style and was named the official music of Washington, D.C., in February 2020.

Performers associated with the development of the style include Rare Essence, E.U., Trouble Funk, and singer-guitarist Chuck Brown. 
Modern artists like Charles "Shorty Corleone" Garris continue the go-go tradition in D.C.
Constantine Palace
Constantine Palace (Russian: Константиновский дворец), also known as the Great Strelna Palace (Russian: Большой Стрельнинский дворец), is a Russian imperial palace started in 1720 and located in Strelna in St. Petersburg. It is currently managed by the Directorate of the President of the Russian Federation.

Strelna
Strelna (Russian: Стре́льна, IPA: [ˈstrʲelʲnə]) is a municipal settlement in Petrodvortsovy District of the federal city of Saint Petersburg, Russia, about halfway between Saint Petersburg proper and Petergof, and overlooking the shore of the Gulf of Finland. Population: 12,452 (2010 Census); 12,751 (2002 Census).
Factorial moment generating function
In probability theory and statistics, the factorial moment generating function (FMGF) of the probability distribution of a real-valued random variable X is defined as

for all complex numbers t for which this expected value exists. This is the case at least for all t on the unit circle , see characteristic function. If X is a discrete random variable taking values only in the set {0,1, ...} of non-negative integers, then  is also called probability-generating function (PGF) of X and  is well-defined at least for all t on the closed unit disk .

The factorial moment generating function generates the factorial moments of the probability distribution.
Provided  exists in a neighbourhood of t = 1, the nth factorial moment is given by

where the Pochhammer symbol (x)n is the falling factorial

(Many mathematicians, especially in the field of special functions, use the same notation to represent the rising factorial.)

Special functions
Special functions are particular mathematical functions that have more or less established names and notations due to their importance in mathematical analysis, functional analysis, geometry, physics, or other applications.

The term is defined by consensus, and thus lacks a general formal definition, but the list of mathematical functions contains functions that are commonly accepted as special.
Semiconductor Bloch equations
The  semiconductor Bloch equations (abbreviated as SBEs) describe the optical response of semiconductors excited by coherent classical light sources, such as lasers. They are based on a full quantum theory, and form a closed set of integro-differential equations for the quantum dynamics of microscopic polarization and charge carrier distribution. The SBEs are named after the structural analogy to the optical Bloch equations that describe the excitation dynamics in a two-level atom interacting with a classical electromagnetic field. As the major complication beyond the atomic approach, the SBEs must address the many-body interactions resulting from Coulomb force among charges and the coupling among lattice vibrations and electrons.

Coulomb
The coulomb (symbol: C) is the unit of electric charge in the International System of Units (SI). It is defined to be equal to the electric charge delivered by a 1 ampere current in 1 second, with the elementary charge e as a defining constant in the SI.
Chebyshev filter
Chebyshev filters are analog or digital filters that have a steeper roll-off than Butterworth filters, and have either passband ripple (type I) or stopband ripple (type II). Chebyshev filters have the property that they minimize the error between the idealized and the actual filter characteristic over the operating frequency range of the filter, but they achieve this with ripples in the frequency response. This type of filter is named after Pafnuty Chebyshev because its mathematical characteristics are derived from Chebyshev polynomials. Type I Chebyshev filters are usually referred to as "Chebyshev filters", while type II filters are usually called "inverse Chebyshev filters". Because of the passband ripple inherent in Chebyshev filters, filters with a smoother response in the passband but a more irregular response in the stopband are preferred for certain applications.

Pafnuty Chebyshev
Pafnuty Lvovich Chebyshev (Russian: Пафну́тий Льво́вич Чебышёв, IPA: [pɐfˈnutʲɪj ˈlʲvovʲɪtɕ tɕɪbɨˈʂof]) (16 May [O.S. 4 May] 1821 – 8 December [O.S. 26 November] 1894) was a Russian mathematician and considered to be the founding father of Russian mathematics.

Chebyshev is known for his fundamental contributions to the fields of probability, statistics, mechanics, and number theory. A number of important mathematical concepts are named after him, including the Chebyshev inequality (which can be used to prove the weak law of large numbers), the Bertrand–Chebyshev theorem, Chebyshev polynomials, Chebyshev linkage, and Chebyshev bias.
2023–24 Maltese FA Trophy
The 2023–24 Maltese FA Trophy, officially named IZIBET FA Trophy due to sponsorship reasons, was the 86th edition of the football cup competition, the FA Trophy. The winners earned a place in the second qualifying round of the 2024–25 UEFA Conference League.

Birkirkara were the defending champions. But were eliminated in the Semi-Finals by Sliema Wanderers

Sliema Wanderers won the cup (their twenty-second Maltese FA Trophy win) on 12 May 2024, defeating Floriana 4–2 on penalties after a 0–0 draw.

Floriana F.C.
Floriana Football Club is a Maltese professional football club in the town of Floriana that currently plays in the Maltese Premier League. Considered one of the most supported and successful clubs in Maltese football, Floriana has won 26 national leagues and 21 FA trophies. It is also the only team from Malta to have qualified from the qualifying rounds to the first round proper of the UEFA Champions League, in the 1993–94 season.
KJPG
KJPG (1050 AM) is a radio station broadcasting a Catholic radio format as a network affiliate of Relevant Radio.  Licensed to Frazier Park, California, it serves the Bakersfield metropolitan area. The station is owned by Relevant Radio, Inc., which is based in Green Bay, Wisconsin.

By day, KJPG is powered at 10,000 watts using a directional antenna with a three-tower array.  But because 1050 AM is a Mexican clear-channel frequency reserved for XEG in Monterrey, KJPG must sign off at night to avoid interference.  The transmitter is off South Wheeler Ridge Road at Legray Road in Wheeler Ridge, California.  Programming is heard around the clock on 80-watt FM translator K294DK at 106.7 MHz in Bakersfield.

1050 AM
The following radio stations broadcast on AM frequency 1050 kHz: 1050 AM is a Mexican clear-channel frequency.  XEG in Monterrey (Guadalupe, Nuevo León) is the dominant Class A station on this frequency. See also List of broadcast station classes.
Michelle Brogan
Michelle Brogan (born 8 February 1973) is an Australian former basketball player who won the bronze medal with the Australia women's national basketball team at the 1996 Summer Olympics. Four years later she was on the side that claimed the silver medal in Sydney, Australia, when she was known as Michelle Griffiths. She attended the Australian Institute of Sport in 1988–1990.

Michelle Brogan is the older sister of former National Basketball league player and AFL player Dean Brogan.

Her son Bailey Griffiths plays for South Adelaide in the SANFL

Australian Institute of Sport
The Australian Institute of Sport (AIS) is a high performance sports training institution in Australia. The institute's 66-hectare (163-acre) headquarters were opened in 1981 and are situated in the northern suburb of Bruce, Canberra. The AIS is a division of the Australian Sports Commission (ASC).
Mihelca
Mihelca (pronounced [miˈxeːu̯tsa]) is a small settlement in the Primskovo area of the Municipality of Šmartno pri Litiji in central Slovenia. The area is part of the historical region of Lower Carniola and is now included in the Central Slovenia Statistical Region.

A small chapel-shrine on Fat Hill (Slovene: Debeli hrib) in the settlement is dedicated to the Virgin Mary and dates to the late 18th century.

Wayside shrine
A wayside shrine is a religious image, usually in some sort of small shelter, placed by a road or pathway, sometimes in a settlement or at a crossroads, but often in the middle of an empty stretch of country road, or at the top of a hill or mountain.  They have been a feature of many cultures, including Chinese folk religious communities, Catholic and Orthodox Europe and some Asian regions.
Pampán Municipality
Pampán is one of the twenty municipalities of the state of Trujillo, Venezuela. The municipality occupies an area of 431 km2 with a population of 47,549 inhabitants according to the 2011 census.

The municipality consists of the following 4 towns:

Pampán

Flor de Patria

La Paz

Santa Ana

Trujillo (state)
Trujillo State (Spanish: Estado Trujillo, Spanish pronunciation: [esˈtaðo tɾuˈxiʝo] ⓘ) is one of the 23 states of Venezuela. Its capital is Trujillo and the largest city is Valera. The state is divided into 20 municipalities and 93 parishes. Trujillo State covers a total surface area of 7,198 km2 (2,779 sq mi) and, has a 2011 census population of 686,367.
Saskia Horley
Saskia Meg Horley (born 23 February 2000) is an Australian cricketer who plays for Scotland, New South Wales and Sydney Thunder. She played in four matches for Sydney Thunder in the 2019–20 Women's Big Bash League season. In 2022, she played for Middlesex in the Women's Twenty20 Cup.

In August 2022, Horley was named in Scotland's squad for their series against Ireland in September 2022. She qualifies for Scotland through her mother, who was born in Edinburgh, and she holds a British passport. In March 2023, it was announced that she had signed for Sunrisers for the first five rounds of the 2023 Rachael Heyhoe Flint Trophy.

In September 2024 she was named in the Scotland squad for the 2024 ICC Women's T20 World Cup.

Horley was among the four player shortlist for the ICC Women’s Emerging Cricketer of the Year 2024.

Sydney Thunder (WBBL)
The Sydney Thunder are an Australian women's Twenty20 cricket team based in Drummoyne Oval, Sydney, New South Wales. They are one of two teams from Sydney to compete in the Women's Big Bash League, the other being the Sydney Sixers. The Thunder have claimed two WBBL titles, winning the league's inaugural championship and the 2020–21 title.
Girsanov theorem
In probability theory,  Girsanov's theorem or the Cameron-Martin-Girsanov theorem explains how stochastic processes change under changes in measure. The theorem is especially important in the theory of financial mathematics as it explains how to convert from the physical measure, which describes the probability that an underlying instrument (such as a share price or interest rate) will take a particular value or values, to the risk-neutral measure which is a very useful tool for evaluating the value of derivatives on the underlying instrument.

Probability measure
In mathematics, a probability measure is a real-valued function defined on a set of events in a σ-algebra that satisfies measure properties such as countable additivity.  The difference between a probability measure and the more general notion of measure (which includes concepts like area or volume) is that a probability measure must assign value 1 to the entire space.

Intuitively, the additivity property says that the probability assigned to the union of two disjoint (mutually exclusive) events by the measure should be the sum of the probabilities of the events; for example, the value assigned to the outcome "1 or 2" in a throw of a die should be the sum of the values assigned to the outcomes "1" and "2".

Probability measures have applications in diverse fields, from physics to finance and biology.
Hamline University School of Business
The Hamline School of Business is the business school of Hamline University, a private liberal arts college in Saint Paul, Minnesota. The school offers programs in business administration (MBA), nonprofit management, and public administration, a doctorate in public administration, and undergraduate programs in business administration and economics. In addition, the school offers certificates in public administration and dual and joint degrees. Classes are held on Hamline's Saint Paul campus as well as its Saint Louis Park campus near Minneapolis.

Business school
A business school is a higher education institution or professional school that teaches courses leading to degrees in business administration or management.

A business school may also be referred to as school of business, school of management, management school, school of business administration, college of business, business college, or colloquially b-school or biz school.