hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Hong Kong Women's Sevens
The Hong Kong Women's Sevens held the first women's international rugby sevens tournament in 1997, and has since become an annual event. The 2020 edition marked the start of a new era for the Hong Kong Women's Sevens. For the first time, the tournament will be an official event in the World Rugby Women's Sevens Series. The 2020 and 2021 tournaments were cancelled due to the COVID-19 pandemic.

Hong Kong Sevens
The Hong Kong Sevens (Chinese: 香港國際七人欖球賽) is a rugby sevens tournament held annually in Hong Kong on a weekend in late March or early April. Considered the premier tournament on the World Rugby Sevens Series competition, the Hong Kong Sevens is currently the fifth tournament on the World Series calendar (following the Canada Sevens). The tournament spans three days, beginning on a Friday and concluding on Sunday. The tournament is organised each year by the Hong Kong Rugby Union (HKRU). Due to the COVID-19 pandemic, the tournament was cancelled in 2020 and 2021. The latest Hong Kong Rugby Sevens was held from 28 to 30 March 2025 at Kai Tak Stadium.
2016 Delaware Democratic presidential primary
The 2016 Delaware Democratic presidential primary were held on April 26 in the U.S. state of Delaware as one of the Democratic Party's primaries ahead of the 2016 presidential election.

The Democratic Party's primaries in Connecticut, Maryland, Pennsylvania and Rhode Island were held the same day, as were Republican primaries in the same five states.

2016 Pennsylvania Democratic presidential primary
The 2016 Pennsylvania Democratic presidential primary was held on April 26 in the U.S. state of Pennsylvania as one of the Democratic Party's primaries ahead of the 2016 presidential election.

The Democratic Party's primaries in Connecticut, Delaware, Maryland and Rhode Island were held the same day, as were Republican primaries in the same five states, including their own Pennsylvania primary. Despite winning the Pennsylvania primary, Clinton went on to lose the state to Republican candidate Donald Trump in the general election.
Forest Railway Welschbruch
The Forest Railway Welschbruch (French: Le chemin de fer forestier de la forêt de Barr, German: Waldeisenbahn Welschbruch) was a narrow gauge forest railway near Barr in the Bas-Rhin department of France.

Forest railway
A forest railway, forest tram, timber line, logging railway or logging railroad is a mode of railway transport which is used for forestry tasks, primarily the transportation of felled logs to sawmills or railway stations.

In most cases this form of transport utilised narrow gauges, and were temporary in nature, and in rough and sometimes difficult to access terrain.
Yoram Gross
Yoram Jerzy Gross AM (18 October 1926 – 21 September 2015) was a Polish-born Australian film and television producer, animation director, and writer of children's and family entertainment. He founded the animation studio Flying Bark Productions.

He was known for his adaptation of children's characters from books and films, and best known for the production of the films Dot and the Kangaroo and Blinky Bill: The Mischievous Koala.

Sydney Film Festival
The Sydney Film Festival is an annual competitive film festival held in Sydney, Australia, usually over 12 days in June. A number of awards are given, the top one being the Sydney Film Prize.

As of 2023, the festival's director is Nashen Moodley.
Michael Perkhin
Michael Evlampievich Perkhin (Russian: Михаил Евлампиевич Перхин; 1860–1903) was a Russian jeweler. Born in Okulovskaya in Olonets Governorate (now Republic of Karelia), he moved to St. Petersburg, he joined the House of Fabergé. With Henrik Wigström, he was one of the two leading workmasters of the House of Fabergé.

Henrik Wigström
Henrik Immanuel Wigström (2 October 1862 – 14 March 1923) was a Finnish silver and goldsmith. He was one of the most important Fabergé workmasters, along with Michael Perchin. Perchin was the head workmaster from 1886 until his death in 1903, when he was succeeded by his chief assistant Henrik Wigström. These two workmasters were responsible for almost all the imperial Easter eggs.

Erik August Kollin, a Finn, was head work master from 1870 to 1886 and produced gold jewellery, including pieces in the Scythian style (the Scythian treasure had just been discovered at Kerch in the Crimea). August Wilhelm Holmström (who had been appointed head jeweller by Gustav Faberge in 1857) was born in Ekenäs, Finland.
Woodberry Wetlands
Woodberry Wetlands is a nature reserve and designated Site of Metropolitan Importance on the site of the East Reservoir in the Manor House area in the London Borough of Hackney. The site opened to the public for the first time in 200 years on 1 May 2016.  Covering 4.5 ha (11 acres) and situated close to the Lee Valley, Woodberry Wetlands was acquired as a nature reserve in 2014. The site is owned by Thames Water and run by London Wildlife Trust.

After a major redevelopment the East Reservoir now offers free public access. The reserve was developed by London Wildlife Trust in collaboration with Thames Water, Berkeley Homes and London Borough of Hackney, with funding from Heritage Lottery Fund. The site contains a boardwalk, a visitors' centre with café, toilet facilities and a classroom. The New River Path runs alongside the northern edge of the reservoir. This forms part of a cycle route connecting to Walthamstow Wetlands, badged as the 'Wetlands to Wetlands Greenway'.

Walthamstow Wetlands
Walthamstow Wetlands is a 211-hectare (520-acre; 2.11 km2) nature reserve in Walthamstow, east London, adjacent to the River Lea in the London Borough of Waltham Forest. It is focused on the Walthamstow Reservoirs, built by the East London Waterworks Company between 1853 and 1904 as part of the Lee Valley Reservoir Chain. The site is one of the largest urban wetland nature reserves in Europe and is particularly important for wildlife due to its position within the Lee Valley. It serves as a byway for migrating, wintering and breeding birds. Visitors can freely access the site's natural, industrial and social heritage in one of the capital's most densely populated urban areas.

The reservoirs, under the ownership of Thames Water, also form part of a larger Site of Metropolitan Importance for Nature Conservation, noted for the mixture of aquatic and terrestrial habitats on site, and for their London-wide importance (especially for birds).
UK Military Flying Training System
The UK Military Flying Training System (UKMFTS) takes UK armed forces aircrew from initial training through elementary, basic, and advanced flying training phases, preparing them for their arrival at their designated operational aircraft units. It is operated by Ascent Flight Training, a consortium of Lockheed Martin and Babcock International under a 25-year Private Finance Initiative (PFI) contract for the UK's Ministry of Defence (MoD), with oversight from the MoD. The airworthiness authority for each aircraft type, for example, is fulfilled by military and civilian staff within Defence Equipment and Support. Apart from the overall contract, the main elements of the system include fixed-wing elementary, multi-engine and fast-jet pilot training, rear crew training and rotary-wing (helicopter) training.

Ascent Flight Training
Ascent Flight Training is a flight training company set up as a venture between Lockheed Martin and Babcock International to deliver flying training to pilots and aircrew from the three services of the UK Armed Forces as part of a Private Finance Initiative (PFI).
Category of elements
In category theory, a branch of mathematics, the category of elements of a presheaf is a category associated to that presheaf whose objects are the elements of sets in the presheaf. It and its generalization are also known as the Grothendieck construction (named after Alexander Grothendieck) especially in the theory of descent, in the theory of stacks, and in fibred category theory.

The Grothendieck construction is an instance of straightening (or rather unstraightening).

Cartesian fibration
In mathematics, especially homotopy theory, a cartesian fibration is, roughly, a map so that every lift exists that is a final object among all lifts. For example, the forgetful functor

from the category of pairs  of schemes and quasi-coherent sheaves on them is a cartesian fibration (see § Basic example). In fact, the Grothendieck construction says all cartesian fibrations are of this type; i.e., they simply forget extra data. See also: fibred category, prestack.

The dual of a cartesian fibration is called an op-fibration; in particular, not a cocartesian fibration.

A right fibration between simplicial sets is an example of a cartesian fibration.
Lozenge (shape)
A lozenge (/ˈlɒzɪndʒ/ LOZ-inj; symbol: ◊), often referred to as a diamond, is a form of rhombus. The definition of lozenge is not strictly fixed, and the word is sometimes used simply as a synonym (from Old French  losenge) for rhombus. Most often, though, lozenge refers specifically to a thin rhombus, especially one with two acute angles of 45° and two obtuse angles of 135°.

The lozenge shape is often used in parquetry (with acute angles that are 360°/n with n being an integer higher than 4, because they can be used to form a set of tiles of the same shape and size, reusable to cover the plane in various geometric patterns as the result of a tiling process called tessellation in mathematics) and as decoration on ceramics, silverware and textiles. It also features in heraldry and playing cards.

Rhombus
In geometry, a rhombus (pl.: rhombi or rhombuses) is an equilateral quadrilateral, a quadrilateral whose four sides all have the same length. Other names for rhombus include diamond, lozenge, and calisson.

Every rhombus is a simple polygon (having no self-intersections). A rhombus is a special case of a parallelogram and a kite. A rhombus with right angles is a square. A non-square rhombus has two opposite acute angles and two opposite obtuse angles.
Edward Latymer
Edward Latymer (c. 1557 – January 1627) was an English attorney and clerk in the Court of Wards and Liveries in London. Born in Ipswich, he served as a deputy and clerk to the Receiver-General from 1594 to 1602 and later as a common attorney in the same court until 1626. Latymer is best known for his will, which established educational trusts that founded The Latymer School in Edmonton and Latymer Upper School in Hammersmith, and supported charitable initiatives for the poor. His legacy also includes associations with Godolphin and Latymer School.

St Dunstan-in-the-West
The Guild Church of St Dunstan-in-the-West is in Fleet Street in the City of London. It is dedicated to Dunstan, Bishop of London and Archbishop of Canterbury. The church is of medieval origin, although the present building, with an octagonal nave, was constructed in the 1830s to the designs of John Shaw.
T23 armored car
The T23 armored car was an entry from the Fargo Division Chrysler for a new fast tank destroyer to replace the M6 37mm gun motor carriage in July 1941 initiated by the U.S. Army Ordnance Department. Required specification was to be able to withstand fire from a .50 in (12.7 mm) machine gun to the front and side from a .30 in (7.62 mm) machine gun. Although Dwight D. Eisenhower's headquarters were in favor, the design was rejected in favor of the Ford T22.

M8 Greyhound
The M8 light armored car is a 6×6 armored car produced by the Ford Motor Company during World War II. It was used from 1943 by United States and British forces in Europe and the Pacific until the end of the war. The vehicle was widely exported and as of 2024 still remained in service with some countries.

In British service, the M8 was known as the "Greyhound", a service name seldom, if ever, used by the US. The British Army found it too lightly armored, particularly the hull floor, which anti-tank mines could easily penetrate (the crews' solution was lining the floor of the crew compartment with sandbags). Nevertheless, it was produced in large numbers. The M8 Greyhound's excellent road mobility made it a great supportive element in the advancing American and British armored columns. It was marginal cross country, especially in mud.
Achaemenid coinage
The Achaemenid Empire issued coins from 520 BCE–450 BCE to 330 BCE. The Persian daric was the first gold coin which, along with a similar silver coin, the siglos (from Ancient Greek: σίγλος, Hebrew: שֶׁקֶל, shékel) represented the first bimetallic monetary standard. It seems that before the Persians issued their own coinage, a continuation of Lydian coinage under Persian rule is likely. Achaemenid coinage includes the official imperial issues (Darics and Sigloi), as well as coins issued by the Achaemenid provincial governors (satraps), such as those stationed in Asia Minor.

Punch-marked coins
Punch-marked coins were a type of karshapana or Ancient Indian coinage, also known as Aahat (stamped) coins, dating to between about the 6th and 2nd centuries BC. It was of irregular shape. These coins are found over most parts of subcontinent and remained in circulation till the early centuries CE.
Kuma-class cruiser
The Kuma-class light cruisers (球磨型軽巡洋艦, Kuma-gata keijun'yōkan) were a class of five light cruisers built for and operated by the Imperial Japanese Navy (IJN). The Kuma-class cruisers proved useful in combat operations ranging from the Aleutian Islands to the Indian Ocean throughout World War II.

The Kuma-class was followed by the very similar Nagara class.

Nagara-class cruiser
The Nagara-class light cruisers (長良型軽巡洋艦, Nagaragata keijun'yōkan) were a class of six light cruisers built for and operated by the Imperial Japanese Navy. The Nagara-class cruisers proved useful in combat operations ranging from the Aleutian Islands to the Indian Ocean throughout World War II. Most served as flagships for destroyer or submarine squadrons, and were deployed for transport or local defense missions. Towards the end of the war, the surviving vessels were increasingly obsolete and were retained as second-line units.

The Nagara class was followed by the very similar Sendai class.
Who's Got the Last Laugh Now?
Who's Got the Last Laugh Now? is the eleventh studio album by Scooter. It was released on 4 November 2005 through Sheffield Tunes.

Two singles were released from the album: "Hello! (Good to Be Back)" and a remix of "Rock Bottom" and "Apache" entitled "Apache Rocks the Bottom!". The original "Rock Bottom" was also released as a single solely in the Netherlands. It was the last studio album featuring Jay Frog, who had been with the band since late 2002, until the release of Open Your Mind and Your Trousers in 2024 as he rejoined in 2022.

Open Your Mind and Your Trousers
Open Your Mind and Your Trousers is the 21st studio album by German band Scooter. It was released on 22 March 2024 through Sheffield Tunes, Kontor Records and Virgin Records. This is the first album to feature Marc Blou, who joined the group in 2022, replacing previous member Sebastian Schilde, and the first without Michael Simon, who was with the band from 2006 to 2022. This album also marks the return of Jay Frog, who was previously with the band from 2002 to 2006, then rejoined in 2022. It's his first album with the band since Who's Got the Last Laugh Now? in 2005.
Pinguiochrysidaceae
Pinguiochrysidaceae is a family of marine Heterokontophyta. It is the only family in the order Pinguiochrysidales, which is the only order in the class Pinguiophyceae. It includes five species of unicellular organisms with high concentration of polyunsaturated fatty acids in the cytoplasm. The other common features are the lack of cell wall and the tendency for flagella loss even on the stage of zoospore, which is unusual for heterokonts. One species (Polypodochrysis teissieri) inhabits benthic substates (sometimes found the mucilage of other algae) and is able to produce lorica with one or more tubular necks. The other species live in the plankton.

Ochrophyte
Ochrophytes, also known as heterokontophytes or stramenochromes, are a phylum of algae. They are the photosynthetic stramenopiles, a group of eukaryotes, organisms with a cell nucleus, characterized by the presence of two unequal flagella, one of which has tripartite hairs called mastigonemes. In particular, they are characterized by photosynthetic organelles or plastids enclosed by four membranes, with membrane-bound compartments called thylakoids organized in piles of three, chlorophyll a and c as their photosynthetic pigments, and additional pigments such as β-carotene and xanthophylls. Ochrophytes are one of the most diverse lineages of eukaryotes, containing ecologically important algae such as brown algae and diatoms. They are classified either as phylum Ochrophyta, Heterokontophyta or as subphylum Ochrophytina within phylum Gyrista. Their plastids are of red algal origin.
Kushmurun
Kushmurun (Kazakh: Құсмұрын; Russian: Кушмурун) is a brackish lake in the Kostanay Region, Kazakhstan.

Kushmurun is one of largest natural waterbodies of Kazakhstan. It lies in the northern sector of the Turgay Basin, at the border between Auliekol and Karasu districts, 9 kilometers (5.6 mi) north of the village of Kushmurun. The western side of the catchment area of the lake has been converted to agricultural land, affecting biodiversity.

Auliekol District
Auliekol (Kazakh: Әулиекөл ауданы, Äulieköl audany) is a district of Kostanay Region in northern Kazakhstan. The administrative center of the district is the selo of Auliekol. Population: 46,071 (2013 estimate); 47,538 (2009 census results); 55,338 (1999 census results).
Marlborough Ridge
Marlborough Ridge is a subdivision of Fairhall in Marlborough, New Zealand. It is located directly west of Marlborough Golf Course, and was developed from the late 1990s. Marlborough Ridge Reserve is a small park in the subdivision.

Fairhall
Fairhall is a locality in Marlborough, New Zealand. Blenheim is about 7.5 km to the northeast. The Fairhall River runs past to the west.

The river and locality were named in 1847 for a chainman in a survey team in the area.
Chindasuinth
Chindasuinth (also spelled Chindaswinth, Chindaswind, Chindasuinto, Chindasvindo, or Khindaswinth; Latin: Chintasvintus, Cindasvintus; c. 563 – 30 September 653) was Visigothic King of Hispania, from 642 until his death in 653. He succeeded Tulga, from whom he took the throne in a coup. He was elected by the nobles and anointed by the bishops on April 30, 642.

Braulio of Zaragoza
Braulio (Latin: Braulius Caesaraugustanus; 585–651 AD) was bishop of Zaragoza and a learned cleric living in the Kingdom of the Visigoths. Both as pastor and writer, he is one of the most celebrated of saints of the Visigothic Kingdom of Hispania that lasted from the 5th to the 8th century (see History of Spain).
Fuck Me I'm Famous
Fuck Me I'm Famous is a series of electronic dance music compilation albums by the French DJ David Guetta. His wife at the time, Cathy Guetta, collaborated in the production. The first album in the series was released in 2003. The albums have traditionally been released during the summer months of their respective years.

Love Don't Let Me Go (Walking Away)
"Love Don't Let Me Go (Walking Away)" was released as a mash-up of DJ Tocadisco's remix of The Egg's single "Walking Away" with the vocals of Chris Willis from David Guetta's 2002 single "Love Don't Let Me Go". The mash-up was first performed live by French DJ and Guetta's production partner Joachim Garraud, though several people claimed to have done it before. It was featured in an advert for the Citroën C4, and peaked at number three on the UK Singles Chart, Guetta's first top ten hit in that country. It was released as the single of Guetta's 2006 compilation album Fuck Me I'm Famous - Ibiza Mix 06 and also features on the 2007 Reissue Edition of Guetta Blaster and as the bonus track of Guetta's third studio album Pop Life.
Naphthazarin
Naphthazarin, often called 5,8-dihydroxy-1,4-naphthoquinone or 5,8-dihydroxy-1,4-naphthalenedione (IUPAC), is a naturally occurring organic compound with formula C10H6O4, formally derived from 1,4-naphthoquinone through replacement of two hydrogen atoms by hydroxyl (OH) groups.  It is thus one of many dihydroxynaphthoquinone structural isomers.

Naphthazarin is soluble in 1,4-dioxane from which it crystallizes as deep red needles that melt at 228−232 °C.

Dihydroxynaphthoquinone
A dihydroxynaphthoquinone (formula: C10H6O4) is any of several organic compounds that can be viewed as derivatives of naphthoquinone through replacement of two hydrogen atoms (H) by hydroxyl groups (OH).

The unqualified term "dihydroxynaphthoquinone" usually means a derivative of 1,4-naphthoquinone.  Other dihydroxy- compounds can be derived from the two other known isomers,  1,2-naphthoquinone (ortho-) and 2,6-naphthoquinone (amphi-).
Goodenough Glacier
The Goodenough Glacier (72°0′S 66°40′W﻿ / ﻿72.000°S 66.667°W﻿ / -72.000; -66.667﻿ (Goodenough Glacier)) is a broad sweeping glacier to the south of the Batterbee Mountains, flowing from the west shore of Palmer Land, Antarctica, into George VI Sound and the George VI Ice Shelf.

Gutenko Mountains
The Gutenko Mountains (71°40′S 64°45′W﻿ / ﻿71.667°S 64.750°W﻿ / -71.667; -64.750﻿ (Gutenko Mountains)) are a large, scattered group of hills, nunataks and small mountains at the south end of Dyer Plateau in central Palmer Land, Antarctica. 
The feature includes the Elliott Hills, the Rathbone Hills, the Guthridge Nunataks and the Blanchard Nunataks.
American Champion Female Turf Horse
The American Champion Female Turf Horse award is an American Thoroughbred horse racing honor. It is part of the Eclipse Awards program and is awarded annually to a female horse (filly or mare) for her performance on grass race courses.

Until 1978 there was a Best Turf Horse award, open to both male and female horse. During this time, Dahlia was the only filly voted Best Turf Horse. In 1979 an individual category was created for each of the sexes.

Eclipse Award
The Eclipse Award is an American Thoroughbred horse racing award named after the 18th-century British racehorse and sire, Eclipse.

An Eclipse Award Trophy is presented to the winner in each division. The trophy is made by a few small selected American foundries with expertise in studio bronze casting. It is then mounted on the hand-crafted native Kentucky walnut base to comprise the Eclipse Award on which a brass plate recites the award winner.

The equivalent award in Australia is the Australian Thoroughbred racing awards, in Canada the Sovereign Awards, and in Europe, the Cartier Racing Awards.
Meinit Shasha
Meinit Shasha is one of the woredas in the South West Ethiopia Peoples' Region of Ethiopia. Part of the Bench Maji Zone, Meinit Shasha is bordered on the south by Maji, on the southwest by Bero, on the west by Guraferda, on the north by Debub Bench and Meinit Goldiya, on the east by the Keffa Zone, and on the southeast by the Omo River which separates it from the Debub Omo Zone. Towns in Meinit Shasha include Jemu. Meinit Shasha was part of former Meinit woreda.

The part of this woreda which lies within 15 kilometers of the Omo is included in the Omo National Park.

Bero (woreda)
Bero is one of the districts in the South West Ethiopia Peoples' Region of Ethiopia. It is a part of the Bench Maji Zone. The district is bordered on the south by Surma, on the west by the Gambela Region, on the north by Guraferda, on the northeast by Meinit Shasha, and on the east by Maji. Bero was separated from Maji woreda. The seat of Bero district is Jeba town.