hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Bharamgouda Alagouda Kage
Bharamgouda Alagouda Kage or Raju Kage is an Indian politician from Karnataka. He is currently serving as member of Karnataka Legislative Assembly representing Kagwad.

He was elected to the Karnataka Legislative Assembly from Kagwad 4 times consecutively before getting defeated by Shrimant Patil twice in 2018 Assembly election and 2019 by-election.

He was appointed chairman for Northwest Transport Corporation on 26 January 2024.

Shrimant Patil
Shrimant Balasaheb Patil is an Indian politician. He was elected to the Karnataka Legislative Assembly from Kagwad in the 2018 Karnataka Legislative Assembly election as a member of the Indian National Congress. He was one among the 17 Congress and JD(S) legislators who withdrew their support to the H.D.Kumaraswamy government in 2019. He was disqualified from his position as legislator and later joined the Bharatiya Janata Party. He won reelection from Kagwad and was inducted into the ministry of B. S. Yediyurappa in 2020. However, he was not included into the Council of ministers when Basavaraj Bommai became Chief minister.
Levi Celerio
Levi Celerio (April 30, 1910 – April 2, 2002) was a Filipino composer and lyricist who is credited with writing over 4,000 songs. Celerio was recognized as a National Artist of the Philippines for Music and Literature in 1997.

He is also known for using the leaf as a musical instrument which led to being recognized as the "only man who could play music using a leaf" by the Guinness Book of Records. This led to him making guest appearances on television shows recorded outside the Philippines.

Aside from being a musician, Celerio was also a poet and a film actor who appeared in various Philippine films of the 1950s and 1960s.

National Artist of the Philippines
The Order of National Artists of the Philippines (Tagalog: Orden ng mga Pambansang Alagad ng Sining ng Pilipinas) is an order bestowed by the President of the Philippines on Philippine nationals who have made significant contributions to the development of Philippine art. Members of the order are known as National Artists. Originally instituted as an award, it was elevated to the status of an order in 2003.

The order is administered by the Cultural Center of the Philippines by virtue of President Ferdinand Marcos's Proclamation No. 1001 of April 27, 1972, and the National Commission for Culture and the Arts. The first award was posthumously conferred on Filipino painter Fernando Amorsolo.
The Daemon Lover
"The Daemon Lover" (Roud 14, Child 243) – also known as "James Harris", "A Warning for Married Women", "The Distressed Ship Carpenter", "James Herries", "The Carpenter’s Wife", "The Banks of Italy", or "The House-Carpenter" – is a popular ballad dating from the mid-seventeenth century, when the earliest known broadside version of the ballad was entered in the Stationers' Register on 21 February 1657.

Child Ballads
The Child Ballads are 305 traditional ballads from England and Scotland, and their American variants, anthologized by Francis James Child during the second half of the 19th century. Their lyrics and Child's studies of them were published as The English and Scottish Popular Ballads. The tunes of most of the ballads were collected and published by Bertrand Harris Bronson in and around the 1960s.
Kirat Singh Gurjar
Kirat Singh Gurjar is an Indian politician and businessman. He is a member of the 18th Legislative Assembly of Uttar Pradesh, representing the Gangoh Assembly constituency of Uttar Pradesh. Kirat is a member of the Bharatiya Janata Party, the largest political party in India.

18th Uttar Pradesh Assembly
The Eighteenth Uttar Pradesh Assembly (Eighteenth Vidhan Sabha of Uttar Pradesh) is formed by the members elected in the 2022 Uttar Pradesh Legislative Assembly election. Elections for 403 seats of the state, were conducted in seven phases from 10 February 2022 to 7 March 2022 by the Election Commission of India. The votes were counted and results were declared on 10 March 2022.

Satish Mahana was elected as the speaker of the assembly.
Pulinchodu metro station
Pulinchodu is a station of Kochi Metro. The station is located between Aluva and Companypady.

It was inaugurated by the Prime Minister of India Narendra Modi on 17 June and opened for public on 19 June 2017 as a part of the first stretch of the metro system, between Aluva and Palarivattom.

Aluva metro station
Aluva is an elevated metro station serving as the northern terminal of the Kochi Metro. It is located besides the Aluva flyover near the Aluva market and the banks of the Periyar river. Spread over an area of 1.5 lakh square feet, it is Kochi Metro’s second biggest station after Vadakkekota. It was inaugurated by the Prime Minister of India Narendra Modi on 17 June and opened for public on 19 June 2017 as a part of the first stretch of the metro system, between Aluva and Palarivattom. Aluva Metro station has Periyar river as its theme. Along with images of rivers, the floors of the station are also designed to symbolize the river water resources.
Avi Bortnick
Avi Bortnick is an American guitarist who became more widely known after his association with jazz guitarist John Scofield. Bortnick joined Scofield's jam-oriented band in 2000 and played rhythm guitar and samples on three albums: Überjam, Up All Night, and  Überjam Deux.

John Scofield
John Scofield (born December 26, 1951) is an American guitarist and composer. His music blends jazz, jazz fusion, funk, blues, soul and rock. He first came to mainstream attention as part of the band of Miles Davis.

He has been nominated for nine Grammy awards and won three.  He was also awarded the French Ordre des Arts et des Lettres.

He has toured and recorded with jazz saxophonists Eddie Harris, Dave Liebman, Joe Henderson, and Joe Lovano; keyboardists George Duke, Joey DeFrancesco, Herbie Hancock, Larry Goldings, and Robert Glasper; fellow guitarists Pat Metheny, John Abercrombie, Pat Martino, and Bill Frisell; bassists Marc Johnson and Jaco Pastorius; and drummers Jack DeJohnette, Billy Cobham, and Dennis Chambers. Outside the world of jazz, he has collaborated with Phil Lesh, Mavis Staples, John Mayer, Medeski Martin & Wood, and Gov't Mule.
Glen Eden
Glen Eden is a suburb of West Auckland, New Zealand, located at the foothills of the Waitākere Ranges. Originally known as Waikumete, the suburb gained the name Glen Eden in 1921. The suburb is in the Waitākere Ward, one of the thirteen administrative areas of Auckland governed by Auckland Council.

Part of the rohe of Te Kawerau ā Maki, the area was developed into orchards during the Colonial era of New Zealand. The Glen Eden railway station opened in 1880, linking the area to central Auckland along the Western Line, and leading to the development of the Waikumete Cemetery. Suburban housing was built in the area in the 1950s and 1960s.

Glen Eden railway station
Glen Eden railway station is located on the Western Line of the AT Metro rail network in Auckland, New Zealand. The station building is a local historical landmark, and was restored and relocated from the eastern to the western side of the railway corridor in 2001. A restaurant is currently located in the old station building.
Aik Nayee Cinderella
Aik Nayee Cinderella (English: A New Cinderella) is a 2012 Pakistani drama serial broadcast on Geo TV every Saturday. The drama is based on the novel of the same name by Faiza Iftikhar (a modern retelling of the story of Cinderella) and directed by Haissam Hussain, starring Maya Ali, Osman Khalid Butt and Faizan Khawaja. It was released on 13 October 2012 with the production of A & B Entertainment.

Pakistani dramas
Pakistani dramas, or Pakistani serials, are televised serials produced in Pakistan. Although most of the serials are produced in Urdu, an increasing number are produced in other Pakistani languages such as Sindhi, Pashto, Punjabi and Balochi. One of Pakistan's oldest television dramas is the Urdu serial Khuda Ki Basti, which aired in 1969. Pakistani dramas, like serials elsewhere, reflect the country's culture. According to critics, the decades of 1970s and 1980s are considered to be the golden age of Pakistani serials.

In 2016, a Dawn News report estimated that the five major entertainment channels combined produce around 80 dramas every year, with an average of 16 dramas per channel.

They have helped to attract viewers nationwide to television. The serials are widely popular in South Asian countries, including Afghanistan, Bangladesh, India and Nepal.
Massachusetts Route 68
Route 68 is a 36.14-mile-long (58.16 km) south–north state highway in Massachusetts. Its southern terminus is at Route 122A in Holden and its northern terminus is at Route 32 in Royalston. Along the way it intersects Route 2 in Gardner and U.S. Route 202 (US 202) in Templeton.

Massachusetts Route 2
Route 2 is a 142.29-mile-long (228.99 km) major east–west state highway in Massachusetts, United States. Along with Route 9 and U.S. Route 20 to the south, these highways are the main alternatives to the Massachusetts Turnpike/I-90 toll highway. Route 2 runs the entire length of the northern tier of Massachusetts, beginning at the New York border, where it connects with New York State Route 2, and ending near Boston Common in Boston. Older alignments of Route 2 are known as Route 2A.
San Agustín de la Isleta Mission
San Agustín de la Isleta Mission,  founded in 1613, was a Spanish Mission in what is now Bernalillo County, New Mexico, United States. It was a religious outpost established by Spanish Catholic Franciscans, to spread Christianity among the local Native Americans.

Spanish missions in New Mexico
The Spanish Missions in New Mexico  were a series of religious outposts in the Province of Santa Fe de Nuevo México - present day New Mexico. They were established by Franciscan friars under charter from the monarchs of the Spanish Empire and the government of the Viceroyalty of New Spain in a policy called Reductions to facilitate the conversion of Native Americans into  Christianity.
Vuex
Vuex is an open-source state management library for Vue.js applications and a JavaScript framework. It was created by Evan You, the developer behind Vue.js, to provide a centralized store for managing state in Vue.js applications, making it easier to handle and synchronize data across components.

Vue.js
Vue.js (commonly referred to as Vue; pronounced "view") is an open-source model–view–viewmodel front end JavaScript framework for building user interfaces and single-page applications. It was created by Evan You and is maintained by him and the rest of the active core team members.
South Coast (New South Wales)
The South Coast refers to the narrow coastal belt from the Shoalhaven district in the north to the state border with Victoria in the south in the south-eastern part of the State of New South Wales, Australia. It is bordered to the west by the coastal escarpment of the Southern Tablelands, and is largely covered by a series of national parks, namely Jervis Bay National Park, Eurobodalla National Park, and Beowa National Park. To the east is the coastline of the Pacific Ocean, which is characterised by rolling farmlands, small towns and villages along a rocky coastline, interspersed by numerous beaches and lakes.

The South Coast includes Shoalhaven district in the north and the Bega Valley in the more remote south as well as the Eurobodalla Shire and the Commonwealth Jervis Bay Territory which is adjacent to the City of Shoalhaven Local Government Area. Some definitions of the region include the Illawarra, but it is often seen as a separate and distinct region of New South Wales.

Regions of New South Wales
In the state of New South Wales, Australia, there are many areas which are commonly known by regional names. Regions are areas that share similar characteristics. These characteristics may be natural such as the Murray River, the coastline, or the Snowy Mountains. Alternatively, the characteristics may be cultural, such as a viticulture land use. New South Wales is divided by numerous regional boundaries, based on different characteristics. In many cases boundaries defined by different agencies are coterminous.
Cinderella effect
In evolutionary psychology, the Cinderella effect describes the phenomenon of a higher incidence of child abuse and mistreatment by stepparents than biological parents. It takes its name from the fairy tale character Cinderella, a girl who is mistreated by her stepmother and stepsisters. Evolutionary psychologists describe this effect as being a byproduct of a bias towards biological family and a conflict between reproductive partners investing in young children that are unrelated to one partner.

Child abuse
Child abuse (also called child endangerment or child maltreatment) is physical, sexual, emotional and/or psychological maltreatment or neglect of a child, especially by a parent or a caregiver. Child abuse may include any act or failure to act by a parent or a caregiver that results in actual or potential wrongful harm to a child and can occur in a child's home, or in organizations, schools, or communities the child interacts with.

Different jurisdictions have different requirements for mandatory reporting and have developed different definitions of what constitutes child abuse, and therefore have different criteria to remove children from their families or to prosecute a criminal charge.
Lycée français international Louis-Massignon
The Lycée français international Louis-Massignon, previously Groupe Scolaire Louis Massignon, (Arabic: ثانوية لويس ماسينيون) is a French international school in Casablanca, Morocco. It was established in 1996 and is part of the Mission laïque française OSUI network. It serves levels maternelle (preschool) through terminale, the final year of lycée (senior high school) and it allows French, English and Arabic languages learning from preschool for all children. As of 2017 the school has about 4,400 students range from 3 to 18 years in four different campuses: Bouskoura, Aïn Sebaâ, Mers Sultan, Val d'Anfa.

Mission laïque française
The Mission laïque française (French pronunciation: [misjɔ̃ la.ik fʁɑ̃sɛːz]; MLF; "French lay/secular mission") is a non-profit organisation founded in 1902 by Pierre Deschamps. This organisation works to spread the French language and culture by creating and running schools outside France. Its head office is in the 15th arrondissement of Paris.
Ouanda Djallé
Ouanda Djallé is a sub-prefecture and town in the prefecture of Vakaga in the Central African Republic. It is located 130 km south of Birao. By population it is one of the smallest sub-prefectures in the country (only Bambouti and Djémah are smaller).

Birao
Birao is the capital of Vakaga, one of the 14 prefectures of the Central African Republic and was an administrative post in the colony of Ubangui-Shari. In March 2007, the town was almost completely burnt down in the fighting between rebels and government troops in the area.
Russian East Asiatic Steamship Company
The Russian East Asiatic Steamship Company (also known simply as the Russian American Line) was a subsidiary steamship line of the East Asiatic Company that was in business from 1900 until the time of the Russian Revolution in 1917. In 1906 it began passenger service from Libau to New York after the Hamburg America Line acquired a controlling interest in the line.

After the Russian Revolution, services ended in 1917. Some of the line's ships came under control of the Cunard Line and were operated as troopships during World War I and the Allied intervention in the Russian Civil War. After the civil war most of the line's ships were sold or transferred to the Baltic American Line, another subsidiary of the East Asiatic Company.

Hamburg America Line
The Hamburg-Amerikanische Packetfahrt-Actien-Gesellschaft (HAPAG), known in English as the Hamburg America Line, was a transatlantic shipping enterprise established in Hamburg, in 1847. Among those involved in its development were prominent German citizens such as Albert Ballin (director general), Adolph Godeffroy, Ferdinand Laeisz, Carl Woermann, August Bolten, and others, and its main financial backers were Berenberg Bank and H. J. Merck & Co. It soon developed into the largest German, and at times the world's largest, shipping company, serving the market created by German immigration to the United States and later, immigration from Eastern Europe. On 1 September 1970, after 123 years of independent existence, HAPAG merged with the Bremen-based North German Lloyd to form Hapag-Lloyd AG, today an international shipping and container transportation company.
Standing Committee on Appropriations and Administration
The Standing Committee on Appropriations and Administration is a committee of the Australian House of Representatives responsible for the funding and operations of the House of Representatives. The committee is governed by Standing Order 222A and consists of nine members, the Speaker as chair, ex officio, four government members and four non-government members (from the opposition or the crossbench). The deputy chair is appointed by the Leader of the Opposition under Standing Order 232.

Australian House of Representatives committees
Parliamentary committees of the Australian House of Representatives are groups of Members of Parliament, appointed by the House of Representatives, to undertake certain specified tasks. They comprise government and non-government Members and have considerable powers to undertake work on behalf of the Parliament.
Crax
Crax is a genus of curassows in the order Galliformes, a clade of large, heavy-bodied, ground-feeding birds. They are known from tropical South America with one species, the great curassow, ranging northwards through Central America as far as Mexico. The curassows in this genus are noted for their sexual dimorphism; males are more boldly coloured than females and have facial ornamentation such as knobs and wattles. They are also characterised by curly crests and contrastingly-coloured crissa (the area around the cloaca). Crax curassows probably originated as a distinct lineage during the Late Miocene. During the Messinian, the ancestral Crax split into two lineages separated by the Colombian Andes and the Cordillera de Mérida which uplifted at that time. The northern lineage radiated into the great, blue-billed, and yellow-knobbed curassows, while the four southern species evolved as they became separated by the uplifting of various mountain ranges.

Great curassow
The great curassow (Crax rubra) is a large, pheasant-like bird from the Neotropical rainforests, its range extending from eastern Mexico, through Central America to western Colombia and northwestern Ecuador. Male birds are black with curly crests and yellow beaks; females come in three colour morphs, barred, rufous and black. These birds form small groups, foraging mainly on the ground for fruits and arthropods, and the occasional small vertebrate, but they roost and nest in trees. This species is monogamous, the male usually building the rather small nest of leaves in which two eggs are laid. This species is threatened by loss of habitat and hunting, and the International Union for Conservation of Nature has rated its conservation status as "vulnerable".
3 Godfathers
3 Godfathers is a 1948 American Western film in Technicolor directed by John Ford and starring John Wayne, Pedro Armendáriz and Harry Carey Jr. The screenplay was written by Frank S. Nugent and Laurence Stallings based on the 1913 short story The Three Godfathers by Peter B. Kyne. The story is a loose retelling of the biblical Three Wise Men in an American Western context.

It is a remake of the black and white 1929 movie Hell's Heroes, starring Charles Bickman, Raymond Hatton, and Fred Kohler, directed by William Wyler.

Hell's Heroes (film)
Hell's Heroes is a 1929 American pre-Code Western sound film, one of many screen adaptations of Peter B. Kyne's 1913 short story The Three Godfathers.

Three outlaws, played by Charles Bickford, Raymond Hatton, and Fred Kohler, promise a dying woman that they will save her newborn child. This film is notable for being the first sound production directed by William Wyler.
Washington meridians
The Washington meridians are four meridians that were used as prime meridians in the United States which pass through Washington, D.C. The four that have been specified are:

through the Capitol

through the White House

through the old Naval Observatory

through the new Naval Observatory.

Their longitudes may be reported in three ways:

relative to the local vertical used by astronomic observations

relative to NAD 27 (North American Datum 1927), an ellipsoid of revolution that is at mean sea level beneath triangulation station Meades Ranch, Kansas (not Earth-centered);

relative to NAD 83, an Earth-centered ellipsoid of revolution with dimensions chosen to best fit the undulating (±100 m) geoid (world-wide mean sea level).

NAD83 longitude of the Capitol is about 1.1 arc seconds less than its NAD27 longitude; astronomic longitude there is about 4 arc seconds less than NAD83.

Meridian (geography)
In geography and geodesy, a meridian is the locus connecting points of equal longitude, which is the angle (in degrees or other units) east or west of a given prime meridian (currently, the IERS Reference Meridian). In other words, it is a coordinate line for longitudes, a line of longitude. The position of a point along the meridian at a given longitude is given by its latitude, measured in angular degrees north or south of the Equator. On a Mercator projection or on a Gall-Peters projection, each meridian is perpendicular to all circles of latitude. Assuming a spherical Earth, a meridian is a great semicircle on Earth's surface. Adopting instead a spheroidal or ellipsoid model of Earth, the meridian is half of a north-south great ellipse. The length of a meridian is twice the length of an Earth quadrant, equal to 20,003.93144 km (12,429.86673 mi) on a modern ellipsoid (WGS 84).
Minimal polynomial of 2cos(2pi/n)
In number theory, the real parts of the roots of unity are related to one-another by means of the minimal polynomial of  The roots of the minimal polynomial are twice the real part of the roots of unity, where the real part of a root of unity is just  with  coprime with

Root of unity
In mathematics, a root of unity is any complex number that yields 1 when raised to some positive integer power n. Roots of unity are used in many branches of mathematics, and are especially important in number theory, the theory of group characters, and the discrete Fourier transform. It is occasionally called a de Moivre number after French mathematician Abraham de Moivre.

Roots of unity can be defined in any field. If the characteristic of the field is zero, the roots are complex numbers that are also algebraic integers. For fields with a positive characteristic, the roots belong to a finite field, and, conversely, every nonzero element of a finite field is a root of unity. Any algebraically closed field contains exactly n nth roots of unity, except when n is a multiple of the (positive) characteristic of the field.
Kekāuluohi
Miriam Auhea Kalani Kui Kawakiu o Kekāuluohi Kealiʻiuhiwaihanau o Kalani Makahonua Ahilapalapa Kai Wikapu o Kaleilei a Kalakua also known as Kaʻahumanu III (February 27, 1794 – June 7, 1845), was Kuhina Nui of the Kingdom of Hawaii, a queen consort of both Kamehameha I and Kamehameha II, and mother of Lunalilo.
In ʻŌlelo Hawaiʻi (Native Hawaiian language), Kekāuluohi means; "the vigorously growing vine". She adopted her secondary name Auhea, meaning Where, oh where, in memory of the death of Kamehameha I.

Kamehameha I
Kamehameha I (Hawaiian pronunciation: [kəmehəˈmɛhə]; Kalani Paiʻea Wohi o Kaleikini Kealiʻikui Kamehameha o ʻIolani i Kaiwikapu kauʻi Ka Liholiho Kūnuiākea; c. 1736 – c. 1761 to May 8 or 14, 1819), also known as Kamehameha the Great, was the conqueror and first ruler of the Kingdom of Hawaii. The state of Hawaii gave a statue of him to the National Statuary Hall Collection in Washington, D.C., as one of two statues it is entitled to install there.