hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Confession of 1967
The Confession of 1967 is a confession of faith of the Presbyterian Church (U.S.A.), abbreviated PC (USA). It was written as a modern statement of the faith for the United Presbyterian Church in the United States of America (UPCUSA), the "northern church", to supplement the Westminster Confession and the other statements of faith in its then new Book of Confessions.

The document was influenced by Karl Barth, reflecting the view of Scripture espoused by the corresponding biblical theology movement prominent in mainline Protestant theological schools in the mid-twentieth century. During the consideration of its adoption by the presbyteries, conservatives who desired the continuance of strict subscription to only the Westminster Confession of Faith and the Catechisms campaigned against its inclusion.

Westminster Shorter Catechism
The Westminster Shorter Catechism is a catechism written in 1646 and 1647 by the Westminster Assembly, a synod of English and Scottish theologians and laymen intended to bring the Church of England into greater conformity with the Church of Scotland. The assembly also produced the Westminster Confession of Faith and the Westminster Larger Catechism. A version without Scripture citations was completed on 25 November 1647 and presented to the Long Parliament, and Scripture citations were added on 14 April 1649.
Teresa Rees
Dame Teresa Lesley Rees, DBE, FAcSS, FLSW (11 June 1949 – 22 September 2023) was a British social scientist, and a professor at Cardiff University. She specialised in the analysis of gender equality within education, training and labour market policies.

Learned Society of Wales
The Learned Society of Wales (Welsh: Cymdeithas Ddysgedig Cymru) is a national academy, learned society and charity that exists to "celebrate, recognise, preserve, protect and encourage excellence in all of the scholarly disciplines", and to serve the Welsh nation.

The Learned Society of Wales is Wales's first and only all-embracing national scholarly academy.  A registered charity, it was established and launched on 25 May 2010 at the National Museum of Wales and was granted a Royal Charter in 2015. The society is headquartered in Cardiff.

It is an independent, self-governing, pan-disciplinary, bilingual organisation operating throughout Wales, and is a founding member of the Celtic Academies Alliance.
Xava Tashaeva
Xava Tashaeva (Chechen: Хава Ташаева or Xava Taşaeva)  is a popular young Chechen pop singer. She has a wide fan base, but appeals mainly to teenagers and young adults. She is the daughter of the Russian singer-bardess Marem Taşaeva.

She is also friends with many other Chechen pop singers, including Makka Sagaipova, Ilyas Ayubov, and (before she died) Milana Balaeva.

Xava Tashaeva is notable for her experimentation with various genres. She also, nonetheless, also produces various traditional Chechen folk music songs.

Makka Sagaipova
Makka Umarovna Sagaipova (Russian: Макка Умаровна Сагаипова) (born 1987 in Grozny, Chechen-Ingush ASSR, Soviet Union) is a Chechen singer.

She is the daughter of accordion player Umar Sagaipov. Sagaipova has sung since she was six years of age, and when she was eight, she learned to dance in the Chechen youth ensemble Lovzar. Makka's career was largely sponsored by Chechen millionaire Malik Saidullaev.
Otarioidea
Otarioidea is a superfamily of pinnipeds that includes the families Odobenidae, Otariidae and their stem-relatives. In the past when the pinnipeds were considered to be a polyphyletic group of marine mammals, a few points of cranial and dental morphology suggested that the otarioids originated from a line of bears. One extinct family, Enaliarctidae, was postulated to be otarioids that were a transitional clade between Hemicyoninae (an extinct subfamily of dog-like bears) and Otariidae. Recent comprehensive studies have, however, since the 1990s found pinnipeds to be a monophyletic clade of aquatic arctoids. There are a few authorities that place desmatophocids and odobenids as sister taxa to Phocidae in the clade Phocomorpha based on a few minor physiological features.

Earless seal
The earless seals, also known as phocids or true seals, are one of the three main groups of mammals within the seal lineage, Pinnipedia. All true seals are members of the family Phocidae (/ˈfoʊsɪdiː/). They are sometimes called crawling seals to distinguish them from the fur seals and sea lions of the family Otariidae. Seals live in the oceans of both hemispheres and, with the exception of the more tropical monk seals, are mostly confined to polar, subpolar, and temperate climates.  The Baikal seal is the only species of exclusively freshwater seal.
Armored Core: Verdict Day
Armored Core: Verdict Day is a mech action game developed by FromSoftware and was published worldwide in September 2013 by Namco Bandai Games for PlayStation 3 and Xbox 360. It is the 15th installment in the Armored Core series and a direct sequel to Armored Core V.

Armored Core V
Armored Core V is a mecha-based video game developed by FromSoftware and published by Namco Bandai Games for PlayStation 3 and Xbox 360. It is the 14th main installment in the Armored Core series and a return to the more traditional style of gameplay found in the original series of games.
Mount Waterman
Mount Waterman is a ski area on Waterman Mountain in the San Gabriel Mountains of the Angeles National Forest in Los Angeles County, California, above Azusa. The area is located on California State Route 2, the Angeles Crest Highway, and reaches a height of 8,030 ft (2,450 m) with an overall vertical drop of 1,030 ft (310 m). Mount Waterman is leased under a special use permit from the United States Forest Service. Skiable terrain is distributed as: 20% beginner, 20% intermediate, and 60% advanced.

Angeles National Forest
The Angeles National Forest (ANF) of the United States Forest Service is located in the San Gabriel Mountains and Sierra Pelona Mountains, primarily within Los Angeles County in Southern California. The ANF manages a majority of the San Gabriel Mountains National Monument.

The national forest was established in 1908, incorporating the first San Bernardino National Forest and parts of the former Santa Barbara and San Gabriel National Forests. Angeles National Forest headquarters are located in Arcadia, California.
Ohio State Route 366
State Route 366 (SR 366) is an east–west state highway in the western portion of the U.S. state of Ohio.  SR 366 has its western terminus at a T-intersection with U.S. Route 33 (US 33) nearly 1.50 miles (2.41 km) northwest of Lakeview.  The route's eastern terminus is at State Route 117 about 1.50 miles (2.41 km) north of Huntsville. SR 366 runs along the western and southern edge of Indian Lake and provides access to homes and recreational facilities along the lake shoreline. SR 366 was designated in 1939, and was extended in 1961.

U.S. Route 33 in Ohio
U.S. Route 33 (US 33) is a United States Numbered Highway running from near Elkhart, Indiana, to Richmond, Virginia. Within the state of Ohio, it is a predominantly southeast–northwest highway running from west of Willshire before crossing over into West Virginia via the Ravenswood Bridge over the Ohio River. The route runs through largely rural territory throughout most of the state's west-central, central, and southeastern regions, although it also passes through large portions of downtown Columbus.
California's 26th congressional district
California 26th congressional district is a congressional district in the U.S. state of California currently represented by Democrat Julia Brownley.

The district is located on the South Coast, comprising most of Ventura County as well as a small portion of Los Angeles County. Cities in the district include Camarillo, Oxnard, Santa Paula, Thousand Oaks, Westlake Village, Moorpark, and part of Simi Valley. In 2022, the district lost Ojai and most of Ventura and added Calabasas, Agoura Hills, and the sparsely populated northern half of Ventura County.

From 2003 to 2013, the district spanned the foothills of the San Gabriel Valley from La Cañada Flintridge to Rancho Cucamonga. David Dreier, a Republican, represented the district during this period.

Santa Paula, California
Santa Paula is a city in Ventura County, California, United States. Situated amid the orchards of the Santa Clara River Valley, the city advertises itself to tourists as the "Citrus Capital of the World". Santa Paula was one of the early centers of California's petroleum industry. The Union Oil Company Building, the founding headquarters of the Union Oil Company of California in 1890, now houses the California Oil Museum. The population was 30,657 at the 2020 census, up from 29,321 at the 2010 census.
Funeral oration (ancient Greece)
A funeral oration or epitaphios logos (Ancient Greek: ἐπιτάφιος λόγος) is a formal speech delivered on the ceremonial occasion of a funeral. Funerary customs comprise the practices used by a culture to remember the dead, from the funeral itself, to various monuments, prayers, and rituals undertaken in their honour. In ancient Greece and, in particular, in  ancient Athens, the funeral oration was deemed an indispensable component of the funeral ritual.

The epitaphios logos is regarded as an almost exclusive Athenian creation, although some early elements of such speeches exist in the epos of Homer and in the lyric poems of Pindar. "Pericles' Funeral Oration", delivered for the war dead during the Peloponnesian War of 431-401 BC, is the earlier extant example of the genre.

Pericles's Funeral Oration
"Pericles's Funeral Oration" is a famous speech from Thucydides's History of the Peloponnesian War. The speech was supposed to have been delivered by Pericles, an eminent Athenian politician, at the end of the first year of the Peloponnesian War (BC 431–404) as a part of the annual public funeral for the war dead.
Nathan Davis (saxophonist)
Nathan Tate Davis (February 15, 1937 – April 8, 2018) was an American jazz multi-instrumentalist who played the tenor saxophone, soprano saxophone, bass clarinet, and flute. He is known for his work with Eric Dolphy, Kenny Clarke, Ray Charles, Slide Hampton and Art Blakey.

Slide Hampton
Locksley Wellington Hampton (April 21, 1932 – November 18, 2021) was an American jazz trombonist, composer and arranger. As his nickname implies, Hampton's main instrument was slide trombone, but he also occasionally played tuba and flugelhorn.
Corruption 2029
Corruption 2029 is a turn-based tactics video game developed and published by The Bearded Ladies.  It was released in February 2020 for Windows PCs.  Players control a trio of cyborgs who must defeat enemy troops that outnumber them using stealth and trickery.

Turn-based tactics
Turn-based tactics (TBT) is a sub-genre of strategy video games. They are turn-based simulations of operational warfare and military tactics in generally small-scale confrontations as opposed to more strategic considerations of turn-based strategy (TBS) games.  Turn-based tactical gameplay is characterized by the expectation of players to complete their tasks using only the combat forces provided to them in a generally realistic (or at least believable) manner.
Abar Bibaho Obhijaan
Abar Bibaho Obhijaan is a 2023 Indian Bengali-language comedy drama film directed by Soumik Haldar and produced by Shrikant Mohta and Mahendra Soni. The film stars Ankush Hazra, Nusraat Faria, Anirban Bhattacharya, Rudranil Ghosh, Priyanka Sarkar and Sohini Sarkar.

This film was released under the banner of Shree Venkatesh Films on 25 May 2023.

Shree Venkatesh Films
SVF Entertainment Pvt. Ltd.  is an Indian film production and distribution company, founded by Shrikant Mohta and Mahendra Soni in 1995. Apart from producing and distributing Bengali films in West Bengal, Bangladesh, Assam and Tripura, SVF also distributes Bollywood and Hollywood films in East India. The other divisions of the company include Exhibition, TV Content Production, Digital Cinema, Music, New Media and IPR syndication. SVF was in Anandabazar Patrika's powerlist for 2008 and 2010.
Thomas Blake (minister)
Thomas Blake (1597?–1657) was an English Puritan clergyman and controversialist of moderate Presbyterian sympathies. He worked in Tamworth, Staffordshire and in Shrewsbury, from which he was ejected over the Engagement controversy. He disputed in print with Richard Baxter over admission to baptism and the Lords Supper.

Richard Baxter
Richard Baxter (12 November 1615 – 8 December 1691) was an English Nonconformist church leader and theologian from Rowton, Shropshire, who has been described as "the chief of English Protestant Schoolmen". He made his reputation in the late 1630s by his ministry at Kidderminster in Worcestershire, when he also began a long and prolific career as a theological writer.

Following the Act of Uniformity 1662, Baxter refused an appointment as Bishop of Hereford and was expelled from the Church of England. He became one of the most influential leaders of the Nonconformist movement, spending time in prison. His views remain controversial within the Calvinist tradition of Predestination because he taught that Christians are placed under a type of faith-law.
Den of Shadows
Den of Shadows is a set of fantasy novels written by American author Amelia Atwater-Rhodes. The novels follow an interconnected group of supernatural creatures, such as vampires, ghosts, and shapeshifters. It is the predecessor of Atwater-Rhodes' five volume The Kiesha'ra Series.

The novels included in Den of Shadows are In the Forests of the Night, Demon in My View, Shattered Mirror, Midnight Predator, Persistence of Memory, Token of Darkness, All Just Glass, Poison Tree, Promises to Keep; and the books from the Maeve’ra Trilogy, Bloodwitch, Bloodkin, and Bloodtraitor.

The Den of Shadows is also the name of Atwater-Rhodes' official site. The site was originally called "Nyeusigrube", which translated to "den of shadows" in the books' constructed language.

Demon in My View
Children and Young Adult Literature portal

Demon in My View is a vampire novel written by Amelia Atwater-Rhodes, and published on May 9, 2000. Originally entitled Bitter Life, it was published when the author was 16.  It is the follow-up to In the Forests of the Night, which she wrote at the age of 13. The title refers Edgar Allan Poe’s poem "Alone", which appears in the beginning of the book.

The novel was an ALA Quick Pick.  The Bulletin of the Center for Children's Books remarked that it is “A fast-paced vampire novel”, while Publishers Weekly has said that “readers will drain… in one big gulp".  The Bulletin calls it "a fast-paced vampire novel with an anti-Buffy heroine and a studly vampire who aren't going to let a little thing like death stand between them."
First United Front
The First United Front, also known as the KMT–CCP Alliance, of the Kuomintang (KMT) and the Chinese Communist Party (CCP), was formed in 1923 as an alliance to end warlordism in China. Together they formed the National Revolutionary Army and set out in 1926 on the Northern Expedition.

The CCP joined the KMT as individuals, making use of KMT's superiority in numbers to help spread communism. The KMT, on the other hand, wanted to control the communists from within. Both parties had their own aims and the Front was unsustainable. In 1927, KMT leader Chiang Kai-shek purged the Communists from the Front while the Northern Expedition was still half-complete. This initiated a civil war between the two parties that lasted until the Second United Front was formed in 1936 to prepare for the coming Second Sino-Japanese War.

Second United Front
The Second United Front (traditional Chinese: 第二次國共合作; simplified Chinese: 第二次国共合作; pinyin: dì èr cì guógòng hézuò; lit. 'Second Nationalist-Communist Cooperation') was the alliance between the ruling Kuomintang (KMT) and the Chinese Communist Party (CCP) to resist the Imperial Japanese invasion of  China during the Second Sino-Japanese War, which suspended the Chinese Civil War from 1937 to 1945.
Volkan Bozkır
Volkan Bozkır (born 22 November 1950) is a Turkish diplomat and politician who served as the President of the United Nations General Assembly from 2020 to 2021. He served as Minister for European Union Affairs from November 2015 to May 2016 and previously held the same office from August 2014 to August 2015. He concurrently served as the Chief Negotiator for Turkish Accession to the European Union during the same time.

He was elected as the president of The United Nations General Assembly on 17 June 2020 for the 75th session, becoming the first-ever Turkish diplomat to hold this position.

President of the United Nations General Assembly
The president of the United Nations General Assembly is a position voted by representatives in the United Nations General Assembly (UNGA) on a yearly basis. The president is the chair and presiding officer of the General Assembly.
2012 MLS SuperDraft
The 2012 MLS SuperDraft was the thirteenth annual SuperDraft presented by Major League Soccer. It was held on January 12, 2012 at 12:00 p.m. (ET). The draft was reduced from three rounds to two with the 19 MLS clubs selecting a total of 38 players. The expansion Montreal Impact had the first overall selection.

MLS SuperDraft
The MLS SuperDraft is an annual college draft for teams of Major League Soccer in the United States and Canada in which MLS clubs take turns selecting from a pool of eligible amateur players. These drafted players usually come from university teams competing in the National Collegiate Athletic Association (NCAA). It takes place in December or January and is used by teams to select players who have graduated from college or otherwise been signed by the league. The SuperDraft was first instituted in 2000, as a combination of the MLS College Draft, in which players having graduated from college were selected, and the MLS Supplemental Draft, in which all other players were chosen. The draft is divided into three rounds in which each club has a selection, the order of which is determined by a combination of the teams' playoff and regular season positions, with the last placed team (or expansion teams) getting the first pick.
Derivative algebra (abstract algebra)
In abstract algebra, a derivative algebra is an algebraic structure of the signature

<A, ·, +, ', 0, 1, D>

where

<A, ·, +, ', 0, 1>

is a Boolean algebra and D is a unary operator, the derivative operator, satisfying the identities:

0D = 0

xDD ≤ x + xD

(x + y)D = xD + yD.

xD is called the derivative of x. Derivative algebras provide an algebraic abstraction of the derived set operator in topology. They also play the same role for the modal logic wK4 = K + (p∧□p → □□p) that Boolean algebras play for ordinary propositional logic.

Boolean algebra (structure)
In abstract algebra, a Boolean algebra or Boolean lattice is a complemented distributive lattice. This type of algebraic structure captures essential properties of both set operations and logic operations. A Boolean algebra can be seen as a generalization of a power set algebra or a field of sets, or its elements can be viewed as generalized truth values. It is also a special case of a De Morgan algebra and a Kleene algebra (with involution).

Every Boolean algebra gives rise to a Boolean ring, and vice versa, with ring multiplication corresponding to conjunction or meet ∧, and ring addition to exclusive disjunction or symmetric difference (not disjunction ∨). However, the theory of Boolean rings has an inherent asymmetry between the two operators, while the axioms and theorems of Boolean algebra express the symmetry of the theory described by the duality principle.
Azumaya algebra
In mathematics, an Azumaya algebra is a generalization of central simple algebras to -algebras where  need not be a field. Such a notion was introduced in a 1951 paper of Goro Azumaya, for the case where  is a commutative local ring. The notion was developed further in ring theory, and in algebraic geometry, where Alexander Grothendieck made it the basis for his geometric theory of the Brauer group in Bourbaki seminars from 1964–65. There are now several points of access to the basic definitions.

Local ring
In mathematics, more specifically in ring theory, local rings are certain rings that are comparatively simple, and serve to describe what is called "local behaviour", in the sense of functions defined on algebraic varieties or manifolds, or of algebraic number fields examined at a particular place, or prime. Local algebra is the branch of commutative algebra that studies commutative local rings and their modules.

In practice, a commutative local ring often arises as the result of the localization of a ring at a prime ideal.

The concept of local rings was introduced by Wolfgang Krull in 1938 under the name Stellenringe.  The English term local ring is due to Zariski.
Killing of Keane Mulready-Woods
Keane Mulready-Woods of Drogheda, County Louth, was an Irish teenager who disappeared on 12 January 2020. Mulready-Woods, a young member of the Price/Maguire gang involved in the Drogheda feud, was kidnapped, killed and mutilated before parts of his body were disposed of around Ireland. Parts of his dismembered body were found in Coolock, County Dublin, with more being found in Drumcondra in a burnt out car, while his torso was found in Drogheda a year after his murder. Dublin criminal Robbie Lawlor was the chief suspect for the killing, but was shot dead in April 2020 before facing trial.

Drogheda feud
The Drogheda feud is a series of allegedly connected crimes in Drogheda, Ireland. Four people have been killed as a result of the feud. The feud began in 2017 when a drug trafficking focused organized crime gang split into two divisions, with one faction led by Richie Carberry along with the Boylan brothers aged in their 20s from the Moneymore estate on the north side of town, and the other headed by Irish Travellers Owen Maguire and Cornelius Price.
Samuel Hinga Norman
Samuel Hinga Norman (January 1, 1940 – February 22, 2007) was a Sierra Leonean politician from the Mende tribe. He was the founder and leader of the Civil Defence Forces, commonly known as the Kamajors. The Kamajors supported the government of Ahmed Tejan Kabbah against the Revolutionary United Front (RUF), which was led by Foday Sankoh. On 7 March 2003 Hinga Norman was indicted by the Special Court for Sierra Leone for war crimes and crimes against humanity. He died on 22 February 2007 in Dakar, Senegal while undergoing medical treatment.

Foday Sankoh
Foday Saybana Sankoh (17 October 1937 – 29 July 2003) was a Sierra Leonean rebel leader who was the founder and commander of the Revolutionary United Front (RUF) rebel group, which was supported by the Charles Taylor-led NPFL in the 11-year-long Sierra Leone Civil War, starting in 1991 and ending in 2002. An estimated 50,000 people were killed during the war, and over 500,000 people were displaced into neighboring countries.
Βk-2C-I
βk-2C-I, or bk-2C-I, also known as β-keto-4-iodo-2,5-dimethoxyphenethylamine or as β-keto-2C-I, is a psychedelic drug of the phenethylamine and 2C families related to 2C-I. It is the β-keto derivative of 2C-I and is cathinone-like in chemical structure. The drug is closely related to βk-2C-B. It is said to have a longer duration than 2C-I and to not be as intense in its effects as βk-2C-B. Concerns have been expressed about the potential toxicity of the iodine in βk-2C-I. The interactions of βk-2C-I with monoamine oxidase have been studied. βk-2C-I was encountered as a novel designer drug online by at least 2016 and was first described in the scientific literature by 2018. βk-2C-I is a controlled substance in Canada under phenethylamine blanket-ban language.

2C (psychedelics)
2C (2C-x) is a general name for the family of psychedelic phenethylamines containing methoxy groups on the 2 and 5 positions of a benzene ring. Most of these compounds also carry lipophilic substituents at the 4 position, usually resulting in more potent and more metabolically stable and longer acting compounds.

Most of the early 2C drugs were developed by Alexander Shulgin in the 1970s and 1980s and were reviewed in his 1991 book PiHKAL (Phenethylamines I Have Known And Loved). 2C-B is the most popular of the 2C drugs.