hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
St Vincent Highway
St Vincent Highway (route B88) is a major road on the southern part of Yorke Peninsula in South Australia. It diverges from Yorke Highway to continue south along the coast of Gulf St Vincent (where Yorke Highway turns inland) near Pine Point. It passes inland of Port Vincent, Stansbury, Wool Bay and Port Giles then passes through Coobowie and Edithburgh. From here, the St Vincent Highway turns northwest to Yorketown and west to Warooka where it rejoins Yorke Highway.

Rex Minerals propose to realign the northern end of the current St Vincent Highway closer to the coast, and move the intersection with the Yorke Highway closer to Pine Point as part of the construction of the Hillside mine.

Yorketown, South Australia
Yorketown is a town and a locality in the Australian state of South Australia located in the southern Yorke Peninsula about 91 kilometres (57 mi) west of the state capital of Adelaide and about 70 kilometres (43 mi) south of the municipal seat of Maitland.
Willerton's fish
In knot theory, Willerton's fish is an unexplained relationship between the first two Vassiliev invariants of a knot. These invariants are c2, the quadratic coefficient of the Alexander–Conway polynomial, and j3, an order-three invariant derived from the Jones polynomial.

When the values of c2 and j3, for knots of a given fixed crossing number, are used as the x and y coordinates of a scatter plot, the points of the plot appear to fill a fish-shaped region of the plane, with a lobed body and two sharp tail fins. The region appears to be bounded by cubic curves, suggesting that the crossing number, c2, and j3 may be related to each other by not-yet-proven inequalities.

This shape is named after Simon Willerton, who first observed this phenomenon and described the shape of the scatterplots as "fish-like".

Jones polynomial
In the mathematical field of knot theory, the Jones polynomial is a knot polynomial discovered by Vaughan Jones in 1984.  Specifically, it is an invariant of an oriented knot or link which assigns to each oriented knot or link a Laurent polynomial in the variable  with integer coefficients.
Nurses (band)
Nurses is an American, Portland-based avant-pop group with vocals, guitar, and keyboard. Their sound is often categorized as psychedelic pop The duo joined  Dead Oceans Records on May 21, 2009, and released two albums via Dead Oceans, with Apple's Acre being issued on August 4, 2009 (August 24 in the UK). They have been described as a shaggy younger sibling of Animal Collective singing with the sound of dreamy harmonies, carnival organs, slightly out-of-tune pianos and basic percussion from a lone snare or tambourine and received a 7.2 rating from Pitchfork. Dracula was released on September 20, 2011.

Nurses toured with the Swedish folk musician The Tallest Man on Earth in 2010, and Stephen Malkmus and the Jicks in February 2012

A$AP Rocky and members of A$AP Mob freestyled over Nurses' track "You Lookin' Twice" for Pitchfork's Selector in December 2011.

"Yours to Keep" was the closing track from Naughtland, their latest album, which was released in 2017.

The Tallest Man on Earth
Kristian Matsson (born 30 April 1983) is a Swedish singer-songwriter who performs under the stage name The Tallest Man on Earth. Matsson grew up in Leksand, and began his solo career in 2006, having previously been the lead singer of the indie band Montezumas. His music has often drawn comparisons to the music of Bob Dylan.

Since 2006, Matsson has released seven full-length albums and four EPs. He records and produces these in his home, and usually records his voice and guitar together on one track. He is known for his charismatic stage presence.

He was previously married to Amanda Bergman, also known by the stage name Idiot Wind. Together, they wrote the music for the Swedish drama film Once a Year.
Timeline of women's legal rights in the United States (other than voting)
The following timeline represents formal legal changes and reforms regarding women's rights in the United States except voting rights. It includes actual law reforms as well as other formal changes, such as reforms through new interpretations of laws by precedents.

California Courts of Appeal
The California Courts of Appeal are the state intermediate appellate court system of the U.S. state of California. The state is geographically divided along county lines into six appellate districts. The California Courts of Appeal review appeals from the Superior Courts of California, and any further appeal is to the Supreme Court of California.

The California Courts of Appeal form the largest state-level intermediate appellate court system in the United States, with 106 justices.
2008–09 Eurocup Basketball
2008–09 Eurocup Basketball was the seventh edition of Europe's second-tier level transnational competition for men's professional basketball clubs, the EuroCup, and the first to be contested under the Eurocup name. From the inception of the competition in 2002, it had been known as the ULEB Cup. The EuroCup is the European-wide league level that is one tier below the EuroLeague level.

During this season, there were 48 teams, from 22 countries. After the preliminary rounds, there were 32 teams left for the regular season, with the 16 eliminated teams being relegated down and parachuting into Europe's third-tier transnational competition, the EuroChallenge. Lithuanian club Lietuvos Rytas of Vilnius, won the tournament and promotion to the top level EuroLeague for the next season.

2002–03 ULEB Cup
The 2002–03 ULEB Cup was the inaugural season of Europe's secondary level professional club basketball tournament, the ULEB Cup, which is organised by Euroleague Basketball. The 2003 ULEB Cup Finals were played between Pamesa Valencia and Krka, and won by Valencia, their first title in a European-wide competition. As the winners of the 2002–03 ULEB Cup, Valencia qualified for the European top-tier level 2003–04 Euroleague.
Per Nielsen
Per Lundgren Nielsen (Danish pronunciation: [ˈpʰɛɐ̯ ˈne̝lsn̩]; born 15 October 1973) is a Danish former professional footballer who played in the central defense of Brøndby IF in the Danish Superliga for his entire club career. With Brøndby, Nielsen won five Danish championships and three Danish Cups since his senior debut in 1993. He played 547 official games for Brøndby IF and scored 26 goals, and from 2002 to 2008 he was named team captain. He played 10 matches for the Denmark national football team and is noted for 19 matches for the national under-21 team from 1994 to 1996. Following his retirement, he has worked as first as an assistant coach, later as head coach. Since 2015 he has been coaching Brøndby's women's team.

2004–05 Danish Superliga
The 2004–05 Danish Superliga season was the 15th season of the Danish Superliga league championship, governed by the Danish Football Association. It took place from 24 July 2004 to 19 June 2005.

The Danish champions qualified for 2005–06 UEFA Champions League qualifying rounds and the 2005–06 Royal League. The runners-up qualified for 2005–06 UEFA Cup qualifying rounds and Royal League, while the 3rd and 4th placed teams qualified for Royal League. The 11th and 12th-placed teams were relegated to the 1st Division. The 1st Division champions and runners-up were promoted to the Superliga.
Cookie decorating
Cookie decorating dates back to at least the 14th century when in Switzerland, springerle cookie molds were carved from wood and used to impress Biblical designs into cookies.

The artistic element of cookie making also can be traced back to Medieval Germany where Lebkuchen was crafted into fancy shapes and decorated with sugar. The story of "Hansel and Gretel " published with Grimm's Fairy Tales in 1812 inspired German gingerbread cookie Christmas cards.
Also during the 17th century, Dutch and German settlers introduced cookie cutters, decorative molds, and festive holiday cookie decorations to the United States.

Today cookie decorating traditions continue in many places in the world and include such activities as cookie decorating parties, competitions, creating cookie bouquets and cookie gift baskets, and simply decorating cookies with children as a fun family activity.

Glaze, royal icing and fondant are all popular choices for decorating cookies.

Gingerbread
Gingerbread refers to a broad category of baked goods, typically flavored with ginger, cloves, nutmeg, and cinnamon and sweetened with honey, sugar, or molasses. Gingerbread foods vary, ranging from a moist loaf cake to forms nearly as crisp as a ginger snap.
2600th Anniversary Celebrations of the Japanese Empire
The 2600th Anniversary Celebrations of the Empire of Japan (紀元二千六百年記念行事, Kigen Nisen Roppyaku-nen Kinen Gyōji) refer to a series of events held in 1940 (the 15th year of Shōwa) to celebrate the 2600th year of the Imperial Era (Kōki, or Emperor Jimmu's accession year). This article also describes commemorative projects alongside the celebratory events.

1940 Summer Olympics
The 1940 Summer Olympics, officially known as the Games of the XII Olympiad, was a planned international multi-sport event scheduled to have been held from 21 September to 6 October 1940, in Tokyo City, Japan, and later rescheduled for 20 July to 4 August 1940, in Helsinki, Finland following the outbreak of the Second Sino-Japanese War in 1937. They were ultimately cancelled because of World War II alongside the 1940 Winter Olympics in Sapporo, Japan, and were the third games to be cancelled due to war.

Helsinki would eventually host the 1952 Summer Olympics. Tokyo would also later host the 1964 and 2020 Summer Olympics, the latter being postponed to 2021 due to the COVID-19 pandemic.
Stadhampton
Stadhampton is a village and civil parish about 7 miles (11 km) southeast of Oxford in South Oxfordshire, England. Stadhampton is close to the River Thame, a tributary of the River Thames. The village was first mentioned by name in 1146, and was in the ownership of the bishops of Lincoln, the crown, and various Oxford colleges for most of subsequent history. The village includes several buildings of historical and architectural interest, including a parish church with features dating back to the 12th-century.

Watlington, Oxfordshire
Watlington is a small market town and civil parish in South Oxfordshire, England, about 7 miles (11 km) south of Thame. It is near Oxfordshire's eastern edge and less than 2 miles (3 km) from its border with Buckinghamshire. The parish includes the hamlets of Christmas Common, Greenfield and Howe Hill, all of which are in the Chiltern Hills. The 2011 Census recorded the parish's population as 2,727.
Sotwara
Sotwara is a village situated in the Jhunjhunu district, state of Rajasthan, Western India. It is 21 km away from Jhunjhunu and almost 14 km from Nawalgarh, and also 4 km away from Sikar-Loharu State Highway-8, which is one of the best transportation way between Sikar-Jhunjhunu-Loharu.

It has nearly 2500 houses and has its own Gram Panchayat (Local Self Governing Body) which has  Nawalgarh, Rajasthan as its Tehsil.

Jhunjhunu
Jhunjhunu is a city and municipal council in the state of Rajasthan in India. It is the administrative headquarters of the Jhunjhunu district. It is also the biggest city of the Shekhawati region, which includes Jhunjhunu, Churu and Sikar.
Logical unit number
In computer storage, a logical unit number (LUN) is a number used to identify a logical unit, which is a device addressed by the SCSI protocol or by storage area network (SAN) protocols that encapsulate SCSI, such as Fibre Channel (FC) or iSCSI.

A LUN may be used with any device which supports read/write operations, such as a tape drive, but is most often used to refer to a logical disk as created on a SAN.  Though not technically correct, the term "LUN" is often also used to refer to the logical disk itself.

Logical disk
A logical disk, logical volume or virtual disk (VD or vdisk for short) is a virtual device that provides an area of usable storage capacity on one or more physical disk drive(s) in a computer system. The disk is described as logical or virtual because it does not actually exist as a single physical entity in its own right. The goal of the logical disk is to provide computer software with what seems a contiguous storage area, sparing them the burden of dealing with the intricacies of storing files on multiple physical units. Most modern operating systems provide some form of logical volume management.
Serre's theorem on a semisimple Lie algebra
In abstract algebra, specifically the theory of Lie algebras, Serre's theorem states: given a (finite reduced) root system , there exists a finite-dimensional semisimple Lie algebra whose root system is the given .

Root system
In mathematics, a root system is a configuration of vectors in a Euclidean space satisfying certain geometrical properties. The concept is fundamental in the theory of Lie groups and Lie algebras, especially the classification and representation theory of semisimple Lie algebras. Since Lie groups (and some analogues such as algebraic groups) and Lie algebras have become important in many parts of mathematics during the twentieth century, the apparently special nature of root systems belies the number of areas in which they are applied.  Further, the classification scheme for root systems, by Dynkin diagrams, occurs in parts of mathematics with no overt connection to Lie theory (such as singularity theory).  Finally, root systems are important for their own sake, as in spectral graph theory.
2006 Pacific Handball Cup
The 2006 Men's Pacific Handball Cup was held in Sydney, Australia between May 25 and 27, 2006.

The competition participants host Australia, New Zealand, Cook Islands and New Caledonia.

Hosts Australia were the winners and undefeated all tournament. New Caledonia in the final were runners up followed by New Zealand and Cook Islands.

Pacific Handball Cup
The Pacific Handball Cup is the official competition for senior national handball teams of Oceania, where dependent territories of other countries such as New Caledonia, Tahiti and Wallis and Futuna (France); American Samoa and Guam (United States); and the Marshall Islands, who are ineligible for International Handball Federation (IHF) world championship events, compete against Oceania nations. This is organised by the Oceania Continent Handball Federation (OCHF).
Bloch MB.170
The Bloch MB.170 and its derivatives were French reconnaissance bombers designed and built shortly before the Second World War. They were the best aircraft of this type available to the Armée de l'Air at the outbreak of the war, with speed, altitude and manoeuvrability that allowed them to evade interception by the German fighters. Although the aircraft could have been in service by 1937, debate over what role to give the aircraft delayed deliveries until 1940.

Too few in number to affect the Battle of France, they continued in service with the Vichy forces after the Armistice of 22 June 1940. The MB.174 is notable as the aircraft flown by Antoine de Saint-Exupéry, author of The Little Prince during the campaign. His work Pilote de Guerre (Flight to Arras), published in 1942, is based on a 1940 reconnaissance mission in this type of aircraft.

Production of the type recommenced after the war as the SNCASO SO.175, with the final examples remaining in French service until 1960.

Hispano-Suiza 12Y
The Hispano-Suiza 12Y was an aircraft engine produced by Hispano-Suiza for the French Air Force before the Second World War. The 12Y became the primary French 1,000 hp (750 kW) class engine and was used in a number of famous aircraft, including the Morane-Saulnier M.S.406 and Dewoitine D.520.

Its design was based on the earlier, and somewhat smaller, 12X. The 12X did not see widespread use before the 12Y replaced it and became one of the most powerful French designs on the eve of the war. The 12Z was being designed but this was ended by the fall of France and the German occupation.

The 12Y was produced under Hispano-Suiza licence in the Soviet Union as the Klimov M-100. This design led to the highly successful Klimov VK-105 series that powered the Yakovlev and Lavochkin fighters as well as the Petlyakov Pe-2 bomber. Licensed production of the early models was also undertaken in Czechoslovakia as the Avia HS 12Ydrs and in Switzerland as the HS-77.
Krull–Akizuki theorem
In commutative algebra, the Krull–Akizuki theorem states the following: Let A be a one-dimensional reduced noetherian ring, K its total ring of fractions. Suppose L is a finite extension of K. If  and B is reduced,
then B is a noetherian ring of dimension at most one. Furthermore, for every nonzero ideal  of B,  is finite over A.

Note that the theorem does not say that B is finite over A. The theorem does not extend to higher dimension. One important consequence of the theorem is that the integral closure of a Dedekind domain A in a finite extension of the field of fractions of A is again a Dedekind domain. This consequence does generalize to a higher dimension: the Mori–Nagata theorem states that the integral closure of a noetherian domain is a Krull domain.

Dedekind domain
In mathematics, a Dedekind domain or Dedekind ring, named after Richard Dedekind, is an integral domain in which every nonzero proper ideal factors into a product of prime ideals.  It can be shown that such a factorization is then necessarily unique up to the order of the factors.  There are at least three other characterizations of Dedekind domains that are sometimes taken as the definition: see below.

A field is a commutative ring in which there are no nontrivial proper ideals, so that any field is a Dedekind domain, however in a rather vacuous way.  Some authors add the requirement that a Dedekind domain not be a field.  Many more authors state theorems for Dedekind domains with the implicit proviso that they may require trivial modifications for the case of fields.

An immediate consequence of the definition is that every principal ideal domain (PID) is a Dedekind domain.  In fact a Dedekind domain is a unique factorization domain (UFD) if and only if it is a PID.
St Luke's Church, Goostrey
St Luke's Church is in the village of Goostrey, Cheshire, England. It is an active Church of England parish church in the Diocese of Chester, the archdeaconry of Macclesfield and the deanery of Congleton, in a combined benefice with St Peter, Swettenham.

The church is recorded in the National Heritage List for England as a designated grade II*-listed building.

Archdeacon of Macclesfield
The Archdeacon of Macclesfield is a senior ecclesiastical officer within the Diocese of Chester. As such she or he is responsible for the disciplinary supervision of the clergy within its six rural deaneries: Bowdon, Congleton, Knutsford, Macclesfield, Mottram, Nantwich, Chadkirk, Cheadle and Stockport.

The archdeaconry of Macclesfield was created from the Chester archdeaconry on 21 September 1880 (the Diocese of Liverpool having been created from the Liverpool archdeaconry earlier that year).
El Jardin
El Jardin is a house located at 3747 Main Highway in Miami, Florida.  It is listed on the U.S. National Register of Historic Places. El Jardin is now home to  Carrollton School of the Sacred Heart in Miami, Florida. It was added to the U.S. National Register of Historic Places on August 30, 1974.

Built in 1918 along a ridge of oolitic limestone, El Jardin expresses the broad training of its architect, Richard Kiehnel of Kiehnel and Elliott, and the experience of its owner, John Bindley, then president of Pittsburgh Steel.  Kiehnel, in a September 1928 article for Tropical Home and Garden, referred to the house as a “progenitor of the Modern Mediterranean style home.” Kiehnel relocated to Miami from Pittsburgh and became the architect for many landmark buildings, including the Coral Gables Congregational Church, Miami Senior High, and the Coral Gables Elementary School.

Coral Gables Preparatory Academy
Coral Gables Preparatory Academy, formerly Coral Gables Elementary School, is a public K-8 school in Coral Gables, Florida. A part of the Miami-Dade County Public Schools, it has its elementary school classes in the Lower Academy, in the former Coral Gables Elementary building, while the middle school classes are in the Upper Academy at the Merrick Educational Center. The school was given its current name in 2010.

The lower academy facility is a historic school building designed by the architect Richard Kiehnel of Kiehnel and Elliott. It is located at 105 Minorca Avenue. On June 30, 1988, it was added to the U.S. National Register of Historic Places.
1975 La Tondeña Distillery strike
The La Tondeña strike was a protest action that happened in October 1975, notable for being the first major strike in the Philippines to be held after President Ferdinand Marcos declared martial law in September 1972. It is also considered one of the first major open acts of resistance against the Marcos dictatorship, and an important turning point for the period.

History of the Philippines (1965–1986)
The history of the Philippines, from 1965 to 1986, covers the presidency and dictatorship of Ferdinand Marcos. The Marcos era includes the final years of the Third Republic (1965–1972), the Philippines under martial law (1972–1981), and the majority of the Fourth Republic (1981–1986). By the end of the Marcos dictatorial era, the country was experiencing a debt crisis, extreme poverty, and severe underemployment.
Bangalipur Union
Bangalipur Union (Bengali: বাঙ্গালীপুর ইউনিয়ন) is a Union Council under Saidpur Upazila of Nilphamari District, in the division of Rangpur in Bangladesh. It has a total area of 41.44 square kilometres and a population of 21,379.

Nilphamari District
Nilphamari District (Bengali: নীলফামারী জেলা) is a district in Northern Bangladesh. It is a part of Rangpur Division. It is about 350 kilometers to the northwest of the capital Dhaka. It has an area of 1,580.85 square kilometres (610.37 sq mi). Nilphamari is bounded by Rangpur and Lalmonirhat in east, Rangpur and Dinajpur in south, Dinajpur and Panchagarh in west, Cooch Behar of India in north. The headquarters of the district is in Nilphamari city, which is widely regarded as the industrial city of Northern Bangladesh. Saidpur which is major business center of the district also serves as connecting hub of Rangpur.
Fabian Wiede
Fabian Wiede (born 8 February 1994) is a German handball player for Füchse Berlin and the German national team. He has played his entire senior career at the club.

He was part of the German team that won the 2016 European Men's Handball Championship.

EHF European League
The EHF European League is an annual men's handball club competition organised by the European Handball Federation (EHF) since 1981. It is the second-tier competition of European club handball, ranking only below the EHF Champions League. Previously called the EHF Cup, the competition will be known as the EHF European League from the season 2020–21. SG Flensburg-Handewitt are the current holders.
Society for American Civic Renewal
The Society for American Civic Renewal (SACR) is a far-right secretive men-only fraternal order founded by Charles Haywood in Carmel, Indiana. It aims to replace the US government with an authoritarian "aligned regime" and is noted to be rooted in extreme Christian nationalism.

Fraternal order
A fraternal order is a voluntary membership organisation structured as an order, typically featuring initiation rituals and elements derived from religious orders, chivalric traditions, guilds, or secret societies. While drawing on these historical models, fraternal orders generally serve secular purposes: functioning as social clubs, cultural organisations, and providers of mutual aid or charitable services. Many friendly societies, benefit societies, and mutual organisations are organised as fraternal orders.