hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Arcade Theatre
The Arcade Theatre is a historic former vaudeville and movie theater in the Broadway district of Los Angeles, California. Commissioned by real estate developer William May Garland in 1910, it originally operated under the direction of Alexander Pantages. In 1920, the Pantages operation moved to a new auditorium on 7th Street; thereafter, the theater became known as Dalton's Broadway for two years before ultimately taking the Arcade name in 1924 in association with the adjacent Broadway-Spring Arcade building. Metropolitan Theatres later operated the facility as a grindhouse until its closure in 1992.

Los Angeles architectural firm Morgan and Walls designed the building in the Beaux-Arts style. The seven-story building includes office space on its upper floors. The Arcade neighbors the former Cameo and Roxie movie theaters. The city of Los Angeles designated the Arcade Theatre a Historic-Cultural Monument in 1991.

Broadway Theater District (Los Angeles)
The Broadway Theater District, referred to as the Broadway Theater and Commercial District in the National Register of Historic Places and the Broadway Theater and Entertainment District by the City of Los Angeles Planning Department, is a historic theater district located on Broadway in the historic core of downtown Los Angeles. The district, the first and largest theater district listed on the National Register of Historic Places, contains twelve movie palaces along an eight-block stretch and is the only large concentration of movie palaces left in the United States.

The district along with an adjacent section of Seventh Street was also Los Angeles's retail hub for the first half of the twentieth century.
Octahedral symmetry
A regular octahedron has 24 rotational (or orientation-preserving) symmetries, and 48 symmetries altogether. These include transformations that combine a reflection and a rotation. A cube has the same set of symmetries, since it is the polyhedron that is dual to an octahedron.

The group of orientation-preserving symmetries is S4, the symmetric group or the group of permutations of four objects, since there is exactly one such symmetry for each permutation of the four diagonals of the cube.

Tetrahedral symmetry
A regular tetrahedron has 12 rotational (or orientation-preserving) symmetries, and a symmetry order of 24 including transformations that combine a reflection and a rotation.

The group of all (not necessarily orientation preserving) symmetries is isomorphic to the group S4, the symmetric group of permutations of four objects, since there is exactly one such symmetry for each permutation of the vertices of the tetrahedron. The set of orientation-preserving symmetries forms a group referred to as the alternating subgroup A4 of S4.
Paracosm (album)
Paracosm is the second studio album by American singer Washed Out, released on August 7, 2013, by Sub Pop. It was produced by Washed Out and Ben H. Allen and was recorded at Maze Studios in Atlanta.

"It All Feels Right" was released as the album's lead single on June 11, 2013. Upon release, the album received mostly positive reviews from critics. The album debuted at number 21 on the Billboard 200, selling 13,000 copies in its first week.

Washed Out
Ernest Weatherly Greene Jr. (born October 3, 1982), better known by the stage name Washed Out, is an American singer, songwriter, and record producer. He is commonly associated with the genres of bedroom pop, chillwave, dream pop, and synth-pop. His 2009 breakout song "Feel It All Around" is generally regarded as the definitive chillwave track that set the template for the genre, leading Pitchfork to dub him the "Godfather of Chillwave".
Count Basie
William James "Count" Basie (/ˈbeɪsi/; August 21, 1904 – April 26, 1984) was an American jazz pianist, organist, bandleader, and composer. In 1935, he formed the Count Basie Orchestra, and in 1936 took them to Chicago for a long engagement and their first recording. He led the group for almost 50 years, creating innovations like the use of two "split" tenor saxophones, emphasizing the rhythm section, riffing with a big band, using arrangers to broaden their sound, his minimalist piano style, and others.

Many musicians came to prominence under his direction, including the tenor saxophonists Lester Young and Herschel Evans, the guitarist Freddie Green, trumpeters Buck Clayton and Harry "Sweets" Edison, plunger trombonist Al Grey, and singers Jimmy Rushing, Helen Humes, Dennis Rowland, Thelma Carpenter, and Joe Williams.

As a composer, Basie is known for writing such jazz standards as "Blue and Sentimental", "Jumpin' at the Woodside" and "One O'Clock Jump".

Herschel Evans
Herschel "Tex" Evans (9 March 1909 – 9 February 1939) was an American tenor saxophonist who was a member of the Count Basie Orchestra. He also worked with Lionel Hampton and Buck Clayton. He is the cousin of Joe McQueen.
Law of New York (state)
The law of New York consists of several levels, including constitutional, statutory, regulatory and case law, and also includes local laws, ordinances, and regulations. The Consolidated Laws form the general statutory law.

The Constitution of New York is the foremost source of state law. The legislation of the Legislature is published in the official Laws of New York and codified in the Consolidated Laws of New York. State agency rules and regulations are promulgated in the New York State Register and codified in the New York Codes, Rules and Regulations. Because New York is a common law state, every opinion, memorandum, and motion sent by the New York Court of Appeals (New York's highest court) and the Appellate Division of the New York Supreme Court (an intermediate appeals court) is published. Each local government may also adopt local laws, and counties, cities, and towns may promulgate ordinances to the extent authorized by state law, e.g. the New York City Administrative Code.

New York City Administrative Code
The Administrative Code of the City of New York contains the codified local laws of New York City as enacted by the New York City Council and Mayor. As of February 2023, it contains 37 titles, numbered 1 through 16, 16-A, 16-B, 17 through 20, 20-A, 21, 21-A, and 22 through 33.

The Constitution of New York enumerates the powers of local governments, such as the power to elect a legislative body and adopt local laws. A local law has a status equivalent with a law enacted by the Legislature (subject to certain exceptions and restrictions), and is superior to the older forms of municipal legislation such as ordinances, resolutions, rules and regulations.
Moire (fabric)
Moire (/ˈmwɑːr/ or /ˈmɔːr/), less often moiré, is a textile with a wavy (watered) appearance produced mainly from silk, but also wool, cotton, and rayon. The watered appearance is usually created by the finishing technique called calendering. Moiré effects are also achieved by certain weaves, such as varying the tension in the warp and weft of the weave.  Silk treated in this way is sometimes called watered silk.

Moiré pattern
In mathematics, physics, and art, a moiré pattern (UK: /ˈmwɑːreɪ/ MWAH-ray, US: /mwɑːˈreɪ/ mwah-RAY, French: [mwaʁe] ⓘ) or moiré fringe is a large-scale wave interference pattern that can be produced when a partially opaque ruled pattern with transparent gaps is overlaid on another similar pattern. For the moiré interference pattern to appear, the two patterns must not be completely identical, but rather displaced, rotated, or have slightly different pitch.

Moiré patterns appear in many situations. In printing, the printed pattern of dots can interfere with the image. In television and digital photography, a pattern on an object being photographed can interfere with the shape of the light sensors to generate unwanted artifacts. They are also sometimes created deliberately; in micrometers, they are used to amplify the effects of very small movements.

In physics, its manifestation is wave interference like that seen in the double-slit experiment and the beat phenomenon in acoustics.
4-polytope
In geometry, a 4-polytope (sometimes also called a polychoron, polycell, or polyhedroid) is a four-dimensional polytope. It is a connected and closed figure, composed of lower-dimensional polytopal elements: vertices, edges, faces (polygons), and cells (polyhedra). Each face is shared by exactly two cells. The 4-polytopes were discovered by the Swiss mathematician Ludwig Schläfli before 1853.

The two-dimensional analogue of a 4-polytope is a polygon, and the three-dimensional analogue is a polyhedron.

Topologically 4-polytopes are closely related to the uniform honeycombs, such as the cubic honeycomb, which tessellate 3-space; similarly the 3D cube is related to the infinite 2D square tiling. Convex 4-polytopes can be cut and unfolded as nets in 3-space.

Face (geometry)
In solid geometry, a face is a flat surface (a planar region) that forms part of the boundary of a solid object. For example, a cube has six faces in this sense.

In more modern treatments of the geometry of polyhedra and higher-dimensional polytopes, a "face" is defined in such a way that it may have any dimension. The vertices, edges, and (2-dimensional) faces of a polyhedron are all faces in this more general sense.
Rochefort, Charente-Maritime
Rochefort (French pronunciation: [ʁɔʃfɔʁ] ⓘ; Occitan: Ròchafòrt), unofficially Rochefort-sur-Mer (French pronunciation: [ʁɔʃfɔʁ syʁ mɛʁ]; Occitan: Ròchafòrt de Mar) for disambiguation, is a city and commune in Southwestern France, a port on the Charente estuary. It is a subprefecture of the Charente-Maritime department, located in the administrative region of Nouvelle-Aquitaine (before 2015: Poitou-Charentes).

Charente (river)
The Charente (French: [ʃaʁɑ̃t] ⓘ; Occitan: Charanta [tʃaˈɾantɔ]) is a 381-kilometre (237 mi) long river in southwestern France.  
Its source is in the Haute-Vienne département at Chéronnac, a small village near Rochechouart. It flows through the departments of Haute-Vienne, Charente, Vienne and Charente-Maritime. The river flows into the Atlantic Ocean near Rochefort.
57th Legislature of the National Congress
The 57th Legislature of National Congress is the current meeting of the legislative branch of the Federal Government of Brazil, composed by the Federal Senate and the Chamber of Deputies. It convened in Brasília on 1 February 2023, a month after the inauguration of the winner of the 2022 presidential election.

In the 2022 elections, the Liberal Party became the largest party in the Chamber with 99 deputies and in the Senate with 13 senators.

Chamber of Deputies (Brazil)
The Chamber of Deputies (Portuguese: Câmara dos Deputados) is a federal legislative body and the lower house of the National Congress of Brazil. The chamber comprises 513 deputies, who are elected by proportional representation to serve four-year terms. The current president of the chamber is the Deputy Hugo Motta (Republicanos-PB), who was elected on 1 February 2025.
Sani language
Sani (Chinese: 撒尼; pinyin: Sani) is one of the Loloish languages spoken by the Yi people of China. It is one of six Yi languages recognized by the Chinese government, under the name Southeastern Yi. Sani is spoken in Shilin, Luliang, Luxi, Shizong, Yiliang, Malong, Luquan, and Mile counties by about 120,000 speakers.

The Sani [sa˨˩ni˨˩] call themselves [ni21]. Their language is distinct from the closely related Samei, whose speakers call themselves Sani [sa21 ni53].

Another group known as the Sa 撒 (autonym: Sani 撒尼) lives in Qiubei County (Yunnan 1960). Yunnan (1960) considers it to be similar to Sani of Shilin County. The ethnic population consisted of 1,443 as of 1960.

Shilin Yi Autonomous County
Shilin Yi Autonomous County (Chinese: 石林彝族自治县; pinyin: Shílín Yízú Zìzhìxiàn: Sani: ) is an autonomous county, under the jurisdiction of Kunming, the capital of Yunnan province, China. It borders Yiliang County, Kunming to the west, Luliang County to the northeast, Luxi County, Yunnan to the southeast, and Mile City to the south.
Tim Murphy (Canadian politician)
Timothy John Murphy (born August 7, 1959) is a former Canadian politician and was the chief of staff of the Prime Minister's Office under Paul Martin's government. He was CEO of McMillan LLP between 2022 and 2024, and is the current chair of the Windsor–Detroit Bridge Authority.

McMillan LLP
McMillan LLP is a Canadian business law firm serving public, private and not-for-profit clients across various industries in North America and around the world. With offices in Canada's major centres – Vancouver, Calgary, Toronto, Ottawa and Montréal.
Lincoln County Regulators
The Lincoln County Regulators, or just the Regulators, were an American Old West deputized posse that fought in the Lincoln County War in New Mexico, during the late 19th century. They are well known for including Billy the Kid as a member.

John Tunstall
John Henry Tunstall (6 March 1853 – 18 February 1878) was an English-born rancher and merchant in Lincoln County, New Mexico, United States. He competed with the Irish Catholic merchants, lawmen, and politicians who ran the town of Lincoln and the county. Tunstall, a member of the Republican Party, hoped to unseat the Irish and make a fortune as the county's new boss. He was the first man killed in the Lincoln County War, an economic and political conflict that resulted in armed warfare between rival gangs of cowboys and the ranchers, lawmen, and politicians who issued the orders.
Polytree
In mathematics, and more specifically in graph theory, a polytree (also called directed tree, oriented tree or singly connected network) is a directed acyclic graph whose underlying undirected graph is a tree. In other words, a polytree is formed by assigning an orientation to each edge of a connected and acyclic undirected graph.

A polyforest (or directed forest or oriented forest) is a directed acyclic graph whose underlying undirected graph is a forest. In other words, if we replace its directed edges with undirected edges, we obtain an undirected graph that is acyclic.

A polytree is an example of an oriented graph.

The term polytree was coined in 1987 by Rebane and Pearl.

Directed acyclic graph
In mathematics, particularly graph theory, and computer science, a directed acyclic graph (DAG) is a directed graph with no directed cycles. That is, it consists of vertices and edges (also called arcs), with each edge directed from one vertex to another, such that following those directions will never form a closed loop. A directed graph is a DAG if and only if it can be topologically ordered, by arranging the vertices as a linear ordering that is consistent with all edge directions. DAGs have numerous scientific and computational applications, ranging from biology (evolution, family trees, epidemiology) to information science (citation networks) to computation (scheduling).

Directed acyclic graphs are also called acyclic directed graphs or acyclic digraphs.
Tara Station, Queensland
Tara Station is a former rural locality in the Barcaldine Region, Queensland, Australia. In the 2016 census, Tara Station had a population of 10 people.

On 22 November 2019, the Queensland Government decided to amalgamate the localities in the Barcaldine Region, resulting in five expanded localities based on the larger towns: Alpha, Aramac, Barcaldine, Jericho and Muttaburra. Tara Station was incorporated into Barcaldine.

Barcaldine, Queensland
Barcaldine (/bɑːrˈkɔːldɪn/ bar-KAWL-din) is a rural town and locality in the Barcaldine Region in Queensland, Australia.  This is the administrative centre of the Barcaldine Region. Barcaldine played a major role in the Australian labour movement. In the 2021 census, Barcaldine had a population of 1,540.
T-Model Ford
James Lewis Carter Ford (June 24, 1923 – July 16, 2013) was an American blues musician who performed under the name T-Model Ford. He began his musical career in his early seventies and continuously recorded for the Fat Possum record label before eventually moving to Alive Naturalsound Records. His musical style combined the rawness of Delta blues with Chicago and juke joint blues styles.

Fat Possum Records
Fat Possum Records is an American independent record label based in Water Valley and Oxford, Mississippi. At first Fat Possum focused almost entirely on recording previously unknown Mississippi blues artists (typically from Oxford or Holly Springs, Mississippi). Fat Possum has signed younger rock acts to its roster. The label has been featured in The New York Times, New Yorker, The Observer, a Sundance Channel production, features on NPR, and a 2004 documentary, You See Me Laughin. Fat Possum also distributes the Hi Records catalog.
Victorian Aboriginal Child and Community Agency
The Victorian Aboriginal Child and Community Agency (VACCA), formerly known as the Victorian Aboriginal Child Care Agency, and the Aboriginal Child Care Agency (ACCA), is an Aboriginal Community Controlled Organisation (ACCO) in Victoria, founded by Mollie Dyer in 1977 to provide services to and advocacy for Aboriginal Australians and Torres Strait Islanders. VACCA played an important role in bringing to light the effects of the Stolen Generations on families.

Mollie Dyer
Mollie Geraldine Dyer AM (1927–1998) was an Aboriginal Australian child welfare worker and community worker, best known for co-founding the Victorian Aboriginal Child and Community Agency in 1977. In later life, she was a respected elder and spokesperson, known as "Auntie Mollie".
Chagai-I
Chagai-I is the code name of five simultaneous underground nuclear tests conducted by Pakistan on 28 May 1998 at 15:15 PKT.: 281  The tests were performed at Ras Koh Hills in the Chagai District of Balochistan Province.

Chagai-I was Pakistan's first public test of nuclear weapons. Its timing was a direct response to India's second nuclear test Pokhran-II, on 11 and 13 May 1998.  These tests by Pakistan and India resulted in United Nations Security Council Resolution 1172 and economic sanctions on both states by a number of major powers, particularly the United States and Japan. By testing nuclear devices, Pakistan became the seventh country to publicly test nuclear weapons.: 14–15  Pakistan's second nuclear test, Chagai-II, followed on 30 May 1998.

28 May, the day of the nuclear test, is referred to as Youm-e-Takbir in Pakistan; it is celebrated as a national holiday commemorating Pakistan's emergence as a nuclear power.

Chagai District
Chaghi District (Balochi: چاگۓ دمگ; Urdu: ضلع چاغی), also known as Chaghi District, is the largest district of Pakistan by area, located in the northwestern corner of the Balochistan province of Pakistan. The district shares its border with two countries: Afghanistan and Iran.
Orla O'Donnell
Orla O'Donnell (born 1975) is an Irish journalist. She is Legal Affairs Correspondent for RTÉ News and presents Finné, TG4's documentary series. She previously was Galway and Dublin correspondent for TG4 from 1996 to 1999.

RTÉ News
RTÉ News and Current Affairs (Irish: Nuacht agus Cúrsaí Reatha RTÉ), also known simply as RTÉ News (Nuacht RTÉ), is the national news service provided by Irish public broadcaster Raidió Teilifís Éireann (RTÉ). Its services include local, national, European and international news, investigative journalism and current affairs programming for RTÉ television, radio, online, podcasts, on-demand and for independent Irish language public broadcaster TG4. It is the largest and most popular news source in Ireland – with 77% of the Irish public regarding it as their main source of Irish and international news. It broadcasts in English, Irish and Irish Sign Language. The organisation is also a source of commentary on current affairs. The division is based at the RTÉ Television Centre in Donnybrook, Dublin; however, the station also operates regional bureaux across Ireland and the world.
Yityish Titi Aynaw
Yityish "Titi" Aynaw (Hebrew: טיטי איינאו; Amharic: ይታይሽ አየነው; born 23 June 1991) is an Israeli model, television personality, and beauty pageant titleholder who was crowned Miss Israel 2013. She is the first Ethiopian Jew and Israeli of African heritage to win the contest. As Miss Israel, Aynaw represented Israel at the Miss Universe 2013 competition, although she did not place.

Miss Israel
Miss Israel (also referred to as Hebrew: מיס ישראל, Malkat HaYōfî, lit. 'The Beauty Queen') was a national beauty pageant in Israel. The pageant was founded in 1950, where the winners were sent to Miss Universe.
Nigeria women's national under-17 football team
Nigeria women's national under-17 football team, also nicknamed the Flamingoes  is a youth association football team operated under the auspices of Nigeria Football Federation. Its primary role is the development of players in preparation for the senior Nigeria women's national football team. The team competes in the biennial FIFA U-17 Women's World Cup and African U-17 Women's World Cup qualification, which are the top competitions for this age group.

Nigeria women's national football team
The Nigeria women's national football team, nicknamed the Super Falcons, represents Nigeria in international women's football and is controlled by the Nigeria Football Federation (NFF). The team is Africa's most successful international women's football team, having won a record ten Women's Africa Cup of Nations titles; their most recent title in 2025, after defeating Morocco in the final. The team is also the only women's national team from the Confederation of African Football to have reached the quarterfinals in both the FIFA Women's World Cup and the Summer Olympics.

They are also one of the few teams in the world and only African team to have qualified for every edition of the FIFA Women's World Cup, with their best performance at the 1999 FIFA Women's World Cup where they reached the quarterfinals.
Vienna offensive
The Vienna offensive was an offensive launched by the Soviet 2nd and 3rd Ukrainian Fronts in order to capture Vienna, Austria, during World War II. The offensive lasted from 16 March to 15 April 1945. After several days of street-to-street fighting, the Soviet troops captured the city on 13 April 1945.

3rd Ukrainian Front
The 3rd Ukrainian Front (Russian: Третий Украинский фронт, romanized: Tretiy Ukrainskiy front) was a Front of the Soviet Red Army during World War II.

It was founded on 20 October 1943, on the basis of a Stavka order of October 16, 1943, by renaming the Southwestern Front. It included 1st Guards Army, 8th Guards Army, 6th, 12th, and 46th Armies and 17th Air Army. Later it included 5th Shock, 4th and 9th Guards Army, 26th, 27th, 28th, 37th, 57th Army, 6th Guards Tank Army, and the Bulgarian First, Second and Fourth Armies. The Danube Flotilla was assigned to the Front's operational control. This included the 83rd Naval Infantry Brigade.
Craig Thompson
Craig Matthew Thompson (born September 21, 1975) is an American graphic novelist best known for his books Good-bye, Chunky Rice (1999), Blankets (2003), Carnet de Voyage (2004), Habibi (2011), Space Dumplins (2015), and Ginseng Roots (2025). Thompson has received four Harvey Awards, three Eisner Awards, and two Ignatz Awards.  In 2007, his cover design for the Menomena album Friend and Foe received a Grammy nomination for Best Recording Package.

Ignatz Awards
The Ignatz Awards recognize outstanding achievements in comics and cartooning by small press creators or creator-owned projects published by larger publishers. They have been awarded each year at the Small Press Expo since 1997, (only skipping a year in 2001 due to the show's cancellation after the September 11 attacks). As of 2026, SPX has been held in either Bethesda, North Bethesda, or Silver Spring, Maryland.

The Ignatz Awards are named in honour of George Herriman and his strip Krazy Kat, which featured a brick-throwing mouse named Ignatz. The award itself is in the shape of a red brick sitting on a small wooden stand.