hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
2,4,6-Trimethylpyridine
2,4,6-Trimethylpyridine (2,4,6-collidine) is an organic compound which belongs to the heterocycles (more precisely, heteroaromatics). It consists of a pyridine ring substituted with three methyl groups. It belongs to the substance group of the collidines, a group of six constitutional isomers. 2,4,6-trimethylpyridine is the most well-known isomer of this group.

Pyridine
Pyridine is a basic heterocyclic organic compound with the chemical formula C5H5N. It is structurally related to benzene, with one methine group (=CH−) replaced by a nitrogen atom (=N−).  It is a highly flammable, weakly alkaline, water-miscible liquid with a distinctive, unpleasant fish-like smell. Pyridine is colorless, but older or impure samples can appear yellow. The pyridine ring occurs in many commercial compounds, including agrochemicals, pharmaceuticals, and vitamins. Historically, pyridine was produced from coal tar. As of 2016, it is synthesized on the scale of about 20,000 tons per year worldwide.
Trojan Peak
Trojan Peak is a 13,947-foot-elevation (4,251-meter) mountain summit located along the crest of the Sierra Nevada mountain range in Inyo County, California. It is situated in the John Muir Wilderness, on land managed by Inyo National Forest. It is 15 miles (24 km) west-northwest of the community of Lone Pine, 0.7 miles (1.1 km) southeast of Mount Versteeg, and one mile (1.6 km) south-southwest of Mount Williamson, the nearest higher neighbor. Trojan Peak is ranked as the 16th highest peak in California. Topographic relief is significant as it rises 1,427 feet (435 meters) above Lake Helen of Troy in approximately one-half mile.

Inyo National Forest
Inyo National Forest is a United States National Forest covering parts of the eastern Sierra Nevada of California and the White Mountains of California and Nevada. The forest hosts several superlatives, including Mount Whitney, the highest point in the contiguous United States; Boundary Peak, the highest point in Nevada; and the Ancient Bristlecone Pine Forest, which protects the oldest living trees in the world. The forest, encompassing much of the Owens Valley, was established by Theodore Roosevelt as a way of sectioning off land to accommodate the Los Angeles Aqueduct project in 1907, making the Inyo National Forest one of the least wooded forests in the U.S. National Forest system.
Hiran magri
24°32′12″N 73°39′21″E﻿ / ﻿24.5367106°N 73.655799°E﻿ / 24.5367106; 73.655799

Hiran Magri is a locality in the Udaipur city of Rajasthan state. This is one of the largest residential colony groups in the city.

Udiapole
Udiapol is a locality in the city of Udaipur in the Rajasthan state of India. and Udaipur City Bus Depot Bus stand is also there on Udiapol and Udaipur City railway station is 400 meters away from here.
Laoseng language
Laoseng (lao21 sɛŋ21; also known as kʰa55) is a Loloish language of northern Laos. David Bradley (2007) lists law21 sɛŋ21 as the autonym.

Kingsada (1999) documents lao21 sɛŋ21 of Chaho village, Bun Tay District, Phongsaly Province, while Kato (2008) documents kʰa55 of Namnat village, Nyot U District, Phongsaly Province.

Phongsaly province
Phongsaly province (Lao ຜົ້ງສາລີ), also spelled Phôngsali, is a province of Laos in the extreme north of the country. The capital of the province is the city of Phôngsali. Phongsaly is between Yunnan (China), and Điện Biên province in Vietnam. Its culture has been historically influenced by China.

Phongsaly province covers an area of 16,270 square kilometres (6,280 sq mi), of which 77% has forest cover. It borders China to the north and west, Vietnam to the east, Luang Prabang province to the south, and Oudomxai province to the southwest. The highest mountain in the province is Phou Doychy with an elevation of 1,842 metres (6,043 ft). Protected areas in the province include the Phou Dene Din National Biodiversity Conservation Area and Nam Lan Conservation Area.
Lemoine River
The Lemoine river (in French: rivière Lemoine) is a tributary of the rivière Pot au Beurre. It generally flows north-west in the municipalities of Saint-Louis (MRC Les Maskoutains) and Sainte-Victoire (MRC Pierre-De Saurel), in the administrative region of Montérégie, on the South Shore of St. Lawrence River, in Quebec, Canada.

The economic vocation of this hydrographic slope is essentially agricultural.

Pierre-De Saurel Regional County Municipality
Pierre-De Saurel (French pronunciation: [pjɛʁ də soʁɛl]) is a regional county municipality  in the Montérégie region in southwestern Quebec, Canada. Originally named Le Bas-Richelieu Regional County Municipality, the name change to Pierre-De Saurel took effect on January 1, 2009. Its seat is in Sorel-Tracy. It is located on the Richelieu River, downstream from La Vallée-du-Richelieu Regional County Municipality at the confluence of the Richelieu and Saint Lawrence River.

The RCM is named after Pierre de Saurel, a captain of the Carignan-Salières Regiment who rebuilt Fort Richelieu in 1666 and later became the area's seigneur.
In the Heart of Everyone
In the Heart of Everyone is a compilation album released by  Orange Music containing select songs taken from Bradley Joseph's previously released One Deep Breath, Solo Journey, The Journey Continues, and Hear the Masses. It is distributed throughout Singapore, Hong Kong, Malaysia, Taiwan, Thailand, and Indonesia.   In a review by Yeoh Wee Teck of In the Heart of Everyone, he remarked "Instead of attempting to fuse elements of different cultures like everyone else, he chose to rely on what he knows best - simple arrangements with assured piano playing."

The Journey Continues (Bradley Joseph album)
The Journey Continues is Bradley Joseph's sixth album. A sequel to Solo Journey, this album was written after sound checks during Yanni's Ethnicity World Tour.  "Soft piano to calm, compose, and renew".

"At the beginning of 2003, I embarked on my sixth tour with Yanni traveling 27,000 miles throughout North America.  It was remarkable to play arenas in 60 of our country's greatest cities including Madison Square Garden in New York Cityand the Los Angeles Hollywood Bowl. The special audiences and beautiful cities inspired me to compose after sound checks, and I began writing my sixth CD, The Journey Continues. What an inspiration it was for me to sit alone on stage in these grand arenas and compose music."

An intermediate piano book for this album was released in 2008.
WWPV-LP
WWPV-LP (92.5 FM) is a radio station licensed to serve the community of Colchester, Vermont. The station is owned by Saint Michael's College. It airs a variety radio format. This station is the successor to WWPV-FM, the college's prior radio station on 88.7 FM.

Colchester, Vermont
Colchester is a town in Chittenden County, Vermont, United States. As of the 2020 census, the population of Colchester was 17,524. It is the third-most populous municipality and most populous town in the state of Vermont. Colchester borders Burlington, Vermont's most populous municipality and is part of its metropolitan area. The town is directly to Burlington's north on the eastern shore of Lake Champlain, to the west of the Green Mountains. The Vermont National Guard is based in the town, and it is also home to Saint Michael's College and the Vermont campus of Southern New Hampshire University.
Margaret Singer
Margaret Thaler Singer (July 29, 1921 – November 23, 2003) was an American clinical psychologist and researcher with her colleague Lyman Wynne on family communication. She was a prominent figure in the study of undue influence in social and religious contexts, and a proponent of the brainwashing theory of cults.

Singer's main areas of research included schizophrenia, family therapy, brainwashing and coercive persuasion. In the 1960s, she began to study the nature of social and religious group influence and brainwashing, and sat as a board member of the American Family Foundation and as an advisory board member of the Cult Awareness Network. She was the co-author of the book Cults in Our Midst.

Expert witness
An expert witness, particularly in common law countries such as the United Kingdom, Australia, and the United States, is a person whose opinion by virtue of education, training, certification, skills or experience, is accepted by the judge as an expert. The judge may consider the witness's specialized (scientific, technical or other) opinion about evidence or about facts before the court within the expert's area of expertise, to be referred to as an "expert opinion". Expert witnesses may also deliver "expert evidence" within the area of their expertise. Their testimony may be rebutted by testimony from other experts or by other evidence or facts.
Kirchner v Venus
Kirchner v. Venus (1859) is an English Law case precedent that defined freight as "the reward payable to the carrier of for the safe carriage and delivery of goods". It is a key decision in the history of ship owners lien for freight. The case was an action brought in trover for the release of goods being held in lien for failure to pay. It reversed the findings of the Supreme Court of New South Wales.

Cargo
In transportation, cargo refers to goods transported by land, water or air, while freight refers to its conveyance. In economics, freight refers to goods transported at a freight rate for commercial gain. The term cargo is also used in case of goods in the cold-chain, because the perishable inventory is always in transit towards a final end-use, even when it is held in cold storage or other similar climate-controlled facilities, including warehouses.

Multi-modal container units, designed as reusable carriers to facilitate unit load handling of the goods contained, are also referred to as cargo, especially by shipping lines and logistics operators. When empty containers are shipped each unit is documented as a cargo and when goods are stored within, the contents are termed containerized cargo. Similarly, aircraft ULD boxes are also documented as cargo, with an associated packing list of the items contained within.
Middle Island, Falkland Islands
Middle Island is one of the Hummock Island group in the Falkland Islands. It is near West Falkland, to its west, near the estuary of the Chartres River  in King George Bay It is to the south east of Hummock Island.

Middle Island has a land area of 155 hectares (380 acres; 0.60 sq mi) and its cone rises to 120 metres (390 ft). It is believed that it was used for grazing for a short time before 1930 but has been not been grazed since then and is free of predators.

West Falkland
West Falkland (Spanish: Isla Gran Malvina) is the second largest of the Falkland Islands in the South Atlantic. It is a hilly island, separated from East Falkland by the Falkland Sound. Its area is  4,532 square kilometres (1,750 square miles), 37% of the total area of the islands. Its coastline is 1,258.7 kilometres (782.1 miles) long.
Constant elasticity of transformation
Constant Elasticity of Transformation (CET) was first advanced by Alan Powell and Fred Gruen in a 1968 publication. It is a new form of production-possibility frontier.
Following on that early work, George Philippidis made a detailed introduction of the CET function in 1999. The CET is the corollary CES function, where the production possibilities of the firm (industry) are a function of different combination of supply activities.

Production–possibility frontier
In microeconomics, a production–possibility frontier (PPF), production-possibility curve (PPC), or production-possibility boundary (PPB) is a graphical representation showing all the possible quantities of outputs that can be produced using all factors of production, where the given resources are fully and efficiently utilized per unit time. A PPF illustrates several economic concepts, such as allocative efficiency, economies of scale, opportunity cost (or marginal rate of transformation), productive efficiency,  and scarcity of resources (the fundamental economic problem that all societies face).

This tradeoff is usually considered for an economy, but also applies to each individual, household, and economic organization. One good can only be produced by diverting resources from other goods, and so by producing less of them.
Woodiella
Woodiella is a genus of fungi in the Helotiales order. The relationship of this taxon to other taxa within the order is unknown (incertae sedis), and it has not yet been placed with certainty into any family. This is a monotypic genus, containing the single species Woodiella natalensis.

Helotiales
Helotiales is an order of the class Leotiomycetes within the division Ascomycota. The taxonomy within Helotiales has been debated. It has expanded significantly as genomic techniques for taxonomical identification have become more commonly used. As of February 2020, the order is estimated to contain 30 accepted families, 519 genera, and 6266 species.

Helotiales is the largest order of non-stromatic discomycetes that usually, but not always, have brightly coloured apothecia. Many members of the family have obviously cup-shaped ascomata with little or no stipes. They are usually found fruiting on coarse or large wood debris as well as on other organic matter.
Part of these discomycetes are limited to a specific host range, this goes as far as to not just being limited to one particular plant, additionally 
some species need a particular part of that plant.
Computational topology
Algorithmic topology, or computational topology, is a subfield of topology with an overlap with areas of computer science, in particular, computational geometry and computational complexity theory.

A primary concern of algorithmic topology, as its name suggests, is to develop efficient algorithms for solving problems that arise naturally in fields such as computational geometry, graphics, robotics, social science, structural biology, and chemistry, using methods from computable topology.

Triangulation (topology)
In mathematics, triangulation describes the replacement of topological spaces with simplicial complexes by the choice of an appropriate homeomorphism. A space that admits such a homeomorphism is called a triangulable space. Triangulations can also be used to define a piecewise linear structure for a space, if one exists. Triangulation has various applications both in and outside of mathematics, for instance in algebraic topology, in complex analysis, and in modeling.
Stay a While
"Stay a While" is a song recorded by the Belgian-Greek duo Dimitri Vegas & Like Mike. The single is a summer song which has the vocals from Like Mike, been the second single, after Higher Place, performed by him. The song became a hit in Belgium, reaching the 3rd position in Ultratop 50.

Higher Place
"Higher Place" is a song by Belgian DJ duo Dimitri Vegas & Like Mike. It features the vocals from American singer Ne-Yo, who co-wrote the lyrics with Dimitri Thivaios. The song also has the vocals of Like Mike on the chorus, the first time when he appears on a song as vocalist. The single gave the duo their first number one in the United States, where it topped the Billboard Dance Club Songs chart in its 6 January 2016 issue.
ATC code J05
ATC code J05 Antivirals for systemic use is a therapeutic subgroup of the Anatomical Therapeutic Chemical Classification System, a system of alphanumeric codes developed by the World Health Organization (WHO) for the classification of drugs and other medical products. Subgroup J05 is part of the anatomical group J Antiinfectives for systemic use.

Codes for veterinary use (ATCvet codes) can be created by placing the letter Q in front of the human ATC code: for example, QJ05. National issues of the ATC classification may include additional codes not present in this list, which follows the WHO version.

ATC code J
ATC code J Antiinfectives for systemic use is a section of the Anatomical Therapeutic Chemical Classification System, a system of alphanumeric codes developed by the World Health Organization (WHO) for the classification of drugs and other medical products.

Codes for veterinary use (ATCvet codes) can be created by placing the letter Q in front of the human ATC code: for example, QJ. ATCvet codes without corresponding human ATC codes are cited with the leading Q in the following list.National issues of the ATC classification may include additional codes not present in this list, which follows the WHO version.
2015–16 ISU Speed Skating World Cup – World Cup 5 – Men's sprint combination
The men's sprint combination of the 2015–16 ISU Speed Skating World Cup 5, arranged in the Sørmarka Arena in Stavanger, Norway, was contested on 29–31 January 2016. It was the only sprint combination competition of the 2015–16 World Cup.

The contest included each skater's best time from the 500 metres and 1000 metres competitions that were raced during the weekend. Pavel Kulizhnikov of Russia had the best combined result, while Dutchmen Kai Verbij and Kjeld Nuis came in second and third place.

2015–16 ISU Speed Skating World Cup – World Cup 5 – Men's 1000 metres
The men's 1000 metres races of the 2015–16 ISU Speed Skating World Cup 5, arranged in the Sørmarka Arena in Stavanger, Norway, were held on 30 and 31 January 2016.

Pavel Kulizhnikov of Russia won race one, while Kjeld Nuis of the Netherlands came second, and Denis Yuskov of Russia came third. Pim Schipper of the Netherlands won the first Division B race.

Kulizhnikov and Nuis also took the top two places in race two, while Thomas Krol of the Netherlands finished in third place. Mikhail Kazelin of Russia won the second Division B race.
Charney Bassett
Charney Bassett is a village and civil parish about 4+1⁄2 miles (7 km) north of Wantage and 6 miles (10 km) east of Faringdon in the Vale of White Horse. It was part of Berkshire until the 1974 boundary changes transferred it to Oxfordshire. The 2011 census recorded the parish population as 314. The River Ock flows through it, and divides here for a mile or so. The alternative name of the river, Charn or Cearn, may have originally applied to the northern arm only.

Wantage
Wantage (/ˈwɒntɪdʒ/) is a historic market town and civil parish at the foot of the Berkshire Downs in the Vale of White Horse, Oxfordshire, England. Historically in Berkshire, it has been administered as part of Oxfordshire since 1974. The town is on Letcombe Brook, 8 miles (13 km) south-west of Abingdon, 14 miles (23 km) north-west of Newbury, and 15 miles (24 km) south-west of Oxford.

It was the birthplace of King Alfred the Great in 849.
Kosher tax conspiracy theory
The "Kosher tax" (or "Jewish tax") is the idea that food companies and unwitting consumers are forced to pay money to support Judaism or Zionist causes and Israel through the costs of kosher certification. The claim is a conspiracy theory, antisemitic canard, or urban legend.

Common refutations include that consumers who prefer kosher foods include not only Jews but also Muslims, Seventh-day Adventists, and others, food companies actively seek kosher certification to increase market share and profitability; the fees collected support the certifying organizations themselves and that extra business generated by the voluntary certification process more than makes up for the cost of supervision and so the certification does not necessarily increase the price of products and may, in fact, result in per item cost savings.

Agudath Israel of America
Agudath Israel of America (Hebrew: אגודת ישראל באמריקה; also called the Agudah) is an American organization that represents Haredi Orthodox Jews. It is loosely affiliated with the international World Agudath Israel. Agudah seeks to meet the needs of the Haredi community, advocates for its religious and civil rights, and services its constituents through charitable, educational, and social service projects across North America.
Total Badass
Total Badass is a 2010 documentary by American director and producer Bob Ray that first premiered on May 19, 2010. Forgoing the usual route of signing a deal with a film distributor, the film was taken on 50+ city tour dubbed the Badass Film Tour where Bob Ray and Chad Holt spent eleven weeks touring around and attending screenings at different venues around the United States and Canada, along with some of the filmmaker's other independent films; such as the 2007's documentary Hell on Wheels and several short animated films created under the banner CrashToons.

Hell on Wheels (2007 film)
Hell on Wheels is a 2007 documentary film telling the story of a group of Texas women who band together to resurrect roller derby for the 21st century. Emerging from the Austin music and arts scene, these women create a rock-and-roll fueled version of all-girl roller derby that has spawned the derby craze that's sweeping the nation.
Urban areas in Hungary
This is a list of the most populous urban areas in Hungary, based on official data of the Hungarian Central Statistical Office (KSH) and the Organisation for Economic Co-operation and Development (OECD).

Hungarian Central Statistical Office
The Hungarian Central Statistical Office (HSCO; Hungarian: Központi Statisztikai Hivatal (KSH), Hungarian pronunciation: [ˈkøsponti ʃtɒtistikɒji hivɒtɒl]) is a quango responsible for collecting, processing and publishing statistics about Hungary, its economy, and its inhabitants. The office provides details for parliamentary and administrative offices, local councils and academia, financial institutions, the public at large and the media.
Mech Mice
,Mech Mice is a strategy tactical role-playing game developed by Hyper Hippo Games and Oktober Animation. Players are able to control multiple mouse soldiers in a fictional military force known as the Mech Mice. This is a battle between the Dark Union and other predators to protect the fictional content of Roden. Mech Mice beta was released on 9 July 2013 and was officially made available on 8 October 2013. In an effort to expand the brand, the main game was renamed to Mech Mice Tactics on 1 March 2014. An animated series co-produced by Oktober Animation, Nelvana, and Playmates Toys was announced in 2015.

Tactical role-playing game
Tactical role-playing game (abbreviated TRPG), also known as strategy role-playing game or simulation RPG (both abbreviated SRPG), is a video game genre that combines core elements of role-playing video games with those of tactical (turn-based or real-time) strategy video games. The formats of tactical RPGs are much like traditional tabletop role-playing games and strategy games in appearance, pacing, and rule structure. Likewise, early tabletop role-playing games are descended from skirmish wargames such as Chainmail, which were primarily concerned with combat.
Blakney Creek
The Blakney Creek, a mostly–perennial river that is part of the Lachlan sub-catchment of the Murrumbidgee catchment within the Murray–Darling basin, is located in the South Western Slopes region of New South Wales, Australia.

Lachlan River
The Lachlan River (Wiradjuri: Kalari, Galari, Galiyarr) is an intermittent river that is part of the Murrumbidgee catchment within the Murray–Darling basin, located in the Southern Tablelands, Central West, and Riverina regions of New South Wales, Australia.

The Lachlan River is connected to the Murray–Darling basin only when both the Lachlan and Murrumbidgee Rivers are in flood. It is the only river in New South Wales with significant wetlands along its length, rather than just towards its end, including Lake Cowal-Wilbertroy, Lake Cargelligo and Lake Brewster, and nine wetlands of national significance.