hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
1947 All-Ireland Junior Hurling Championship
The 1947 All-Ireland Junior Hurling Championship was the 26th staging of the All-Ireland Junior Championship since its establishment by the Gaelic Athletic Association in 1912.

Kilkenny entered the championship as the defending champions, however, they were beaten in the Leinster Championship.

The All-Ireland final was played on 14 September 1947 at Enniscorthy Sportsfield, between Cork and London, in what was their first ever meeting in the final. Cork won the match by 3–10 to 2–03 to claim their fifth championship title overall and a first title since 1940.

1946 All-Ireland Junior Hurling Championship
The 1946 All-Ireland Junior Hurling Championship was the 25th staging of the All-Ireland Junior Championship since its establishment by the Gaelic Athletic Association in 1912. It was the first championship to be completed in the aftermath of the Emergency.

Limerick entered the championship as the defending champions.

The All-Ireland final was played on 6 October 1946 at Nowlan Park in Kilkenny, between Kilkenny and London, in what was their first ever meeting in a final. Kilkenny won the match by 5-04 to 2-02 to claim their second championship title overall and a first title since 1928.
2009 IBSF World Snooker Championship – Women's
The 2009 IBSF World Snooker Championship for women took place from 15 to 25 November 2009 at the Hyderabad International Convention Center Hall, Hyderabad. Ng On-yee won the tournament by defeating Kathy Parashis 5–2 in the final.

Glossary of cue sports terms
The following is a glossary of traditional English-language terms used in the three overarching cue sports disciplines: carom billiards referring to the various carom games played on a billiard table without pockets; pool, which denotes a host of games played on a table with six pockets; and snooker, played on a large pocket table, and which has a sport culture unto itself distinct from pool. There are also games such as English billiards that include aspects of multiple disciplines.
Grey
Grey or gray is an intermediate color between black and white. It is a neutral or achromatic color, meaning that it has no chroma. It is the color of a cloud-covered sky, of ash, and of lead.

The first recorded use of grey as a color name in the English language was in 700 CE. Grey is the dominant spelling in European and Commonwealth English, while gray is more common in American English; however, both spellings are valid in both varieties of English.

In Europe and North America, surveys show that grey is the color most commonly associated with neutrality, conformity, boredom, uncertainty, old age, indifference, and humility. Only one percent of respondents chose it as their favorite color.

CMYK color model
The CMYK color model is a subtractive color model used in color printing as well as describing the printing process. The abbreviation CMYK refers to the four color components used in printing: cyan, magenta, yellow, and black (the key plate).

In subtractive models, inks reduce the amount of light reflected from a white or light background. White is the color of the substrate, and black results from the combination of inks. This contrasts with additive color models (e.g., RGB color model), where colors are produced by emitting light, white results from combining all primary colors, and black represents the absence of light. The addition of black ink reduces ink consumption and produces more consistent dark tones compared to using cyan, magenta, and yellow alone.

The CMYK printing process was first implemented in the 1890s for color newspaper illustrations and comic strips.
Qi'an Road station
Qi'an Road (Chinese: 祁安路; pinyin: Qí'ān Lù) is a metro station on the Line 15 of the Shanghai Metro. Located at the intersection of Qi'an Road and Lianliang Road in Putuo District, Shanghai, the station was scheduled to open with the rest of Line 15 by the end of 2020. However, the station eventually opened on 23 January 2021 following a one-month postponement. It is located in between Nanda Road station to the north and Gulang Road station to the south.

Line 15 (Shanghai Metro)
Line 15 of the Shanghai Metro is a north-south metro line in the city of Shanghai that opened on 23 January 2021. The line begins at Gucun Park in Baoshan District at its northern end, and terminates at Zizhu Hi-tech Park in Minhang District at its southern end, via Shanghai West Railway Station and Shanghai South Railway Station. It will be 42.3 kilometres (26.3 mi) in length and have 30 stations. The line is one of Shanghai Metro's new batch of high capacity fully automated and driverless lines along with Lines 14 and 18. The line is colored ivory on system maps.
Scientology in Australia
Scientology has existed in Australia since the early 1950s. The number of Scientology adherents varies depending upon the source; according to the Australian Census, it has a declining population: 1,655 members in 2021, down from 1,681 in 2016 and 2,163 in 2011, while Scientology itself has claimed 150,000 members in Australia. It has headquarters in Sydney, Melbourne, Perth, Adelaide, and Canberra, along with a mission in Tasmania and Brisbane. Church of Scientology Sydney is the regional headquarters for the entire Asian and Pacific area.

Christine Milne
Christine Anne Milne AO (née Morris; born 14 May 1953) is an Australian politician who served as a Senator for Tasmania. She was the leader of the parliamentary caucus of the Australian Greens from 2012 to 2015. Milne stepped down as leader on 6 May 2015, replaced by Richard Di Natale.
Regina Centre
Regina Centre is a former provincial electoral division in the Canadian province of Saskatchewan, created in the redistribution prior to the 1967 election out of parts of Regina West and Regina North. It was abolished prior to the 2003 general election and is now part of Regina Elphinstone-Centre. It was the riding of Premier Allan Blakeney.

Regina West (provincial electoral district)
Regina West was a provincial electoral district in the Canadian Province of Saskatchewan. It was created prior to the election of 1964, when the four member Regina City constituency was broken up into two constituencies with two members each, Regina West and Regina East. Regina West was dissolved prior to the election of 1967, when multi-member constituencies were abolished.
Abdelaziz Belkhadem
Abdelaziz Belkhadem (/ɑːbdəlɑːˈziːz bəlˈkɑːdəm/ ⓘ; Arabic: عبد العزيز بلخادم; born 8 November 1945) is an Algerian politician who was Prime Minister of Algeria from 2006 to 2008. He was also Secretary-General of the National Liberation Front (FLN). Belkhadem served as Minister of Foreign Affairs from 2000 to 2005 and Personal Representative of President Abdelaziz Bouteflika from 2005 to 2006; after serving as prime minister from 2006 to 2008, he was again appointed Personal Representative of the Head of State in 2008.

Prime Minister of Algeria
The prime minister of Algeria, officially the First Minister of the People's Democratic Republic of Algeria (Arabic: الوزير الأول للجمهورية الجزائرية الديمقراطية الشعبية), is the head of government of Algeria. The prime minister is appointed by the president of Algeria, along with other ministers and members of the government that the new prime minister recommends. The People's National Assembly must approve the legislative program of the new government or the Assembly is dissolved and the prime minister must resign.

There are no constitutional limits on a prime minister's term. The longest-serving prime minister was Mohamed Ben Ahmed Abdelghani, who served under President Chadli Bendjedid from 8 March 1979 until 22 January 1984. He served as the first prime minister since 1963, when the position was abolished.

Sifi Ghrieb has been the prime minister since 14 September 2025.
Patoda, Aurangabad
Patoda (Marathi: पाटोदा) is known as the ideal village of Maharashtra and this village is located in Aurangabad taluka of Aurangabad district in the state of Maharashtra, India. 34 types of innovative activities are being implemented in this village and it has received a total of 24 awards from the central and state governments of India and others.

Aurangabad district, Maharashtra
Aurangabad district (Marathi pronunciation: [əu̯ɾəŋɡaːbaːd̪]), officially known as Chhatrapati Sambhajinagar district, is one of the 36 districts of the state of Maharashtra in western India. It borders the districts of Nashik to the west, Jalgaon to the north, Jalna to the east, and Ahmednagar to the south. The city of Aurangabad houses the district's administrative headquarters. The district has an area of 10,100 km2, of which 37.55% is urban and the rest is rural. Aurangabad District is a major tourism region in Marathwada, with attractions including the Ajanta Caves and Ellora Caves.
Paleobiota of the Klondike Mountain Formation
The Paleobiota of the Klondike Mountain Formation comprises a diverse suite of Early Eocene plants and animals recovered in North Central Washington State from the Klondike Mountain Formation. The formation outcrops in locations across the north western area of Ferry County, with major sites in Republic, north west of Curlew Lake, and on the Toroda Creek area. The formation is the southern most of the Eocene Okanagan Highlands, sharing much of the paleoflora and paleofauna with site across Central and southern British Columbia.

Libotonius
Libotonius is an extinct genus of percopsiform fish which lived during the early Eocene epoch and contains two species, the type species Libotonius blakeburnensis plus Libotonius pearsoni. Libotonius has been variously treated as part of the expanded Percopsidae family, or formerly as a member of the monotypic family Libotoniidae.
Prapanna
Prapanna is a sanskrit word that means complete surrender/dedication.

Raamaanuja of the Vishishtadvaita school said that a person has to be just a 'prapanna', meaning completely surrendered to God. This is called 'Prapatti'. If a person completely trusts God and surrenders himself in thought, word and deed, then he or she can attain the highest point "Vishnoh Paramam Padam".

Prapanna is mentioned many times in the Bhagavata Purana. A prapanna is expected to fulfill some or all of the five a~ngas to attain prapatti. 'Prapanna' is the one who surrenders herself/himself to God and how she/he deals with life treading a path of purity.

Manasa, vacha, karmana
Manasa, vacha, karmana are three Sanskrit words. The word manasa refers to the mind, vacha refers to speech, and karmana refers to actions.

In several Indian languages, these three words are together used to describe a state of consistency expected of an individual. The motto manasa, vacha, karmana is usually invoked to imply that one should strive to achieve the state where one's thoughts, speech, and the actions coincide.
De Bruijn–Newman constant
The de Bruijn–Newman constant, denoted by  and named after Nicolaas Govert de Bruijn and Charles Michael Newman, is a mathematical constant defined via the zeros of a certain function , where  is a real parameter and  is a complex variable.  More precisely,

,

where  is the super-exponentially decaying function

and  is the unique real number with the property that  has only real zeros if and only if .

The constant is closely connected to the Riemann hypothesis. Indeed, the Riemann hypothesis is equivalent to the statement that . Brad Rodgers and Terence Tao proved that , so the Riemann hypothesis is equivalent to . A simplified proof of the Rodgers–Tao result was later given by Alexander Dobner.

Mathematical constant
A mathematical constant is a number whose value is fixed by an unambiguous definition, often referred to by a special symbol (e.g., an alphabet letter), or by mathematicians' names to facilitate using it across multiple mathematical problems. Constants arise in many areas of mathematics, with constants such as e and π occurring in such diverse contexts as geometry, number theory, statistics, and calculus.

Some constants arise naturally by a fundamental principle or intrinsic property, such as the ratio between the circumference and diameter of a circle (π). Other constants are notable more for historical reasons than for their mathematical properties. The more popular constants have been studied throughout the ages and computed to many decimal places.

All named mathematical constants are definable numbers, and usually are also computable numbers (Chaitin's constant being a significant exception).
Neo-revelationism
Neo-revelationism is a term for the beliefs of religious groups, especially Christian or Christianity-derived who claim direct revelation beyond claims of divine inspiration associated with the Christian Bible proper, but the term is also applicable relative to the Baháʼí Faith, and Ahmadiyya movement relative to mainstream Islam, and to Messiah claimants in a context of Judaism.
The English term is a translation of the German Neuoffenbarung.

Revelation
Revelation, or divine revelation, is the disclosing of some form of truth or knowledge through communication with a deity (god) or other supernatural entity or entities in the view of religion and theology.
Shinmei Shell Mound
The Shinmei Shell Midden (神明貝塚, Shinmei kaizuka) is an archaeological site in the Nishioyanoi neighborhood of the city of Kasukabe, Saitama Prefecture, in the Kantō region of Japan containing am early Jōmon period shell midden and settlement ruin. The site was designated a National Historic Site of Japan in 2020.

Kasukabe, Saitama
Kasukabe (春日部市, Kasukabe-shi) is a city located in Saitama Prefecture, Japan. It was one of the special cities of Japan until their abolition in 2015. As of 1 February 2021, the city had an estimated population of 233,278 in 108,328 households and a population density of 3,500 inhabitants per square kilometre (9,100/sq mi). The total area of the city is 66.00 square kilometres (25.48 sq mi).   Kasukabe is famous for the production of kiri-tansu (桐箪笥), traditional tansu dressers made from paulownia wood. The cultural and economic value of the paulownia is reflected in its designation as the official town tree.
Klustar
Klustar is a 1999 Game Boy Color game developed by Rebellion Developments and published by Infogrames. Similar to Tetris, the game is a puzzle game requiring the player to manipulate and match patterns on a grid of blocks.

Puzzle
A puzzle is a game, problem, or toy that tests a person's ingenuity or knowledge. In a puzzle, the solver is expected to put pieces together (or take them apart) in a logical way, in order to find the solution of the puzzle. There are different genres of puzzles, such as crossword puzzles, word-search puzzles, number puzzles, relational puzzles, and logic puzzles. The academic study of puzzles is called enigmatology.

Puzzles are often created to be a form of entertainment but they can also arise from serious mathematical or logical problems. In such cases, their solution may be a significant contribution to mathematical research.
Crimson Lake (Alberta)
Crimson Lake is a lake in Alberta. It is located in Crimson Lake Provincial Park, in Clearwater County, northwest of the town of Rocky Mountain House. Birdwatching, swimming, boating and hiking are popular activities at Crimson Lake in the summer, while the winter season offers visitors cross-country skiing opportunities

Clearwater County, Alberta
Clearwater County is a municipal district in west central Alberta, Canada in Division No. 9. Its northwest boundary is the Brazeau River. The municipal office is located in the Town of Rocky Mountain House. The county has a land area of 18,691.65 km2 (7,216.89 sq mi) and comprises close to 99% of Census Division No. 9's land area of 18,921.38 km2 (7,305.59 sq mi). Although the territory excluded is rather small in geographical area, it comprises the major population centre of Rocky Mountain House, which has one-third of Division No. 9's population, in addition to the communities of Burnstick Lake and three Indian reserves. Clearwater County's 2021 census population was 11,865, which was prior to amalgamation with Caroline in 2025.
Hugh de Pateshull
Hugh de Pateshull (died December 1241) was a medieval Bishop of Coventry and Lichfield.

Pateshull was the son of Simon of Pattishall (a royal justice) and Simon's wife Amice. A royal clerk and a clerk of the exchequer, Hugh had custody of the Exchequer seal—Pateshull's position was a precursor office to the Chancellor of the Exchequer. He was also a canon of St. Paul's when he was selected to be Lord High Treasurer in 1234, holding that office until 1240.

Pateshull was elected bishop in 1239, and consecrated on 1 July 1240. He died on either 7 December or 8 December 1241 at Potterspury and was buried in Lichfield Cathedral.

Bishop of Lichfield
The Bishop of Lichfield is the ordinary of the Church of England Diocese of Lichfield in the Province of Canterbury. The diocese covers 4,516 km2 (1,744 sq. mi.) of the counties of Powys, Staffordshire, Shropshire, Warwickshire and West Midlands. The bishop's seat is located in the Cathedral Church of the Blessed Virgin Mary and Saint Chad in the city of Lichfield. The Bishop's residence is the Bishop's House, Lichfield, in the cathedral close. In the past, the title has had various forms (see below). The current bishop is Michael Ipgrave, following the confirmation of his election on 10 June 2016.
Rufus (software)
Rufus (The Reliable USB Formatting Utility, with Source) is a free and open-source portable application for Microsoft Windows that can be used to format and create bootable USB flash drives or Live USBs.

Optical disc image
An optical disc image (or ISO image, from the ISO 9660 file system used with CD-ROM media) is a disk image that contains everything that would be written to an optical disc, disk sector by disc sector, including the optical disc file system. ISO images contain the binary image of an optical media file system (usually ISO 9660 and its extensions or UDF), including the data in its files in binary format, copied exactly as they were stored on the disc. The data inside the ISO image will be structured according to the file system that was used on the optical disc from which it was created.

ISO images can be created from optical discs by disk imaging software, or from a collection of files by optical disc authoring software, or from a different disk image file by means of conversion. Software distributed on bootable discs is often available for download in ISO image format; like any other ISO image, it may be written to an optical disc such as CD, DVD and Blu-Ray.
Hipponoe (mythology)
In Greek mythology, Hipponoe (Ancient Greek: Ἱππονόη Hipponoê means 'unruly as a mare') was the "rosy-armed" Nereid, marine-nymph daughter of the 'Old Man of the Sea' Nereus and the Oceanid Doris. Her name means or 'the temper of horses' (i.e. waves).

Nereids
In Greek mythology, the Nereids or Nereides (/ˈnɪəriɪdz/ NEER-ee-idz; Ancient Greek: Νηρηΐδες, romanized: Nērēḯdes; sg. Νηρηΐς, Nērēḯs, also Νημερτές) are sea nymphs (female spirits of sea waters), the 50 daughters of the 'Old Man of the Sea' Nereus and the Oceanid Doris, sisters to their brother Nerites. They often accompany Poseidon, the god of the sea, and can be friendly and helpful to sailors (such as the Argonauts in their search for the Golden Fleece).
Idioms in American Sign Language
American Sign Language (ASL) is the main language of members of the deaf community in the United States. One component of their language is the use of idioms. The validity of these idioms have often been questioned or confused with metaphorical language. The term idiom can be defined as, "A speech form or an expression of a given language that is peculiar to itself grammatically or cannot be understood from the individual meanings of its elements" (Idiom, 2007). The following examples are written in ASL glossing. These idioms further validate ASL as a language unique and independent of English. Idioms in ASL bond people in the Deaf community because they are expressions that only in-group members can understand.

Idiom
An idiom is a phrase or expression that largely or exclusively carries a figurative or non-literal meaning, rather than making any literal sense.  Categorized as formulaic language, an idiomatic expression's meaning is different from the literal meanings of each word inside it.

Idioms occur frequently in all languages. In English alone there are an estimated twenty-five thousand idiomatic expressions. Some well known idioms in English are "spill the beans" (meaning "reveal secret information"), "it's raining cats and dogs" (meaning "it's raining intensely"), and "break a leg" (meaning "good luck").
Schulze cabinet
The Schulze cabinet is the current state government of Saxony-Anhalt, sworn in on 28 January 2026 after Sven Schulze was elected as Minister-President of Saxony-Anhalt by the members of the Landtag of Saxony-Anhalt, succeeding retiring Reiner Haseloff. It is the 11th Cabinet of Saxony-Anhalt.

Landtag of Saxony-Anhalt
The Landtag of Saxony-Anhalt is the parliament of the German federal state Saxony-Anhalt. It convenes in Magdeburg and currently consists of 97 members of six parties. The current majority is a coalition of the Social Democratic Party, Free Democratic Party  and the Christian Democratic Union, supporting the cabinet of Minister-President Reiner Haseloff.
Zhongwei-Tongxin fault
37°14′10″N 105°42′50″E﻿ / ﻿37.236°N 105.714°E﻿ / 37.236; 105.714
The Zhongwei-Tongxin fault or Tianjingshan fault is an arcuate sinistral (left-lateral) strike-slip zone, forming one of the major structures on the northeastern margin of Tibetan Plateau. Six paleoearthquake events in the past 14,000 years have been recorded along the Zhongwei-Tongxin fault zone. Among the earthquakes recorded are the 1622 North Guyuan earthquake, which had a magnitude of 7.0 and mid-seismogenic depth of about 15 kilometres (9.3 mi), the 1709 Zhongwei earthquake, which had a magnitude of 7.5.

Ordos Block
The Ordos Block is a crustal block, that forms part of the larger North China Block (NCB). It is surrounded by active fault systems and has been a distinct block since at least the Mesozoic. It is bordered to the west by the Alxa Block, the westernmost part of the NCB, to the south by the Qinling orogenic belt, to the north by the Yanshan-Yinshan orogenic belt, part of the Central Asian Orogenic Belt and to the east by the Taihang Mountains, which form part of the Trans-North China Orogen. The block is currently stable and large earthquakes are restricted to the bordering fault zones. It has been suggested that the block is currently undergoing anti-clockwise rotation with respect to the Eurasian Plate, as a result of the ongoing eastward spreading of the Tibetan Plateau, although this view has been challenged.
Senneville
Senneville (French pronunciation: [sɛnvil] ⓘ) is an affluent on-island suburban village on the western tip of the Island of Montreal, Quebec, Canada. It is the wealthiest town in the West Island.

Situated close to the city of Montreal, it was historically a popular location for the country houses of wealthy Montrealers.  Attractions include multiple golf clubs, a yacht club, and La Ferme du Fort Senneville, an organic demonstration farm.  The Morgan Arboretum was founded here in 1953, and is today managed by Macdonald College; an important bird sanctuary, it is open to the public year-round. Fort Senneville was constructed here in 1671, but its ruins are on private land and are not accessible to the public.  The historic core of the village was designated a National Historic Site of Canada in 2002.

2002–2006 municipal reorganization of Montreal
Montreal was one of the cities in Quebec affected by the 2000–2006 municipal reorganization in Quebec.  On January 1, 2002, all the municipalities on the island of Montreal were merged into the city of Montreal.

However, following a change of government in the 2003 Quebec election and a 2004 referendum, some of those municipalities became independent cities again on January 1, 2006.  The recreated cities did not regain all of their previous powers, however.  A new urban agglomeration of Montreal was created, which resulted in the recreated cities still sharing certain municipal services with Montreal.