hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Yuchyugey
Yuchyugey (Russian: Ючюгей; Yakut: Үчүгэй, Üçügey) is a rural locality (a selo), and one of two settlements, in addition to Kyubeme in, and the administrative centre of, Yuchyugey Rural Okrug of Oymyakonsky District in the Sakha Republic, Russia. It is located 630 kilometers (390 mi) from Ust-Nera, the administrative center of the district. Its population as of the 2002 Census was 321.

Kyubeme
Kyubeme (Russian: Кюбеме; Yakut: Күбүмэ, Kübüme) is a rural locality (a selo) in Yuchyugeysky Rural Okrug of Oymyakonsky District in the Sakha Republic, Russia, located 241 kilometers (150 mi) from Ust-Nera, the administrative center of the district and 94 kilometers (58 mi) from Yuchyugey, the administrative center of the rural okrug. Its population as of the 2002 Census was 46.

It is located in the Suntar Khayata Range area. The R504 Kolyma Highway passes through the village.
Inchoun
Inchoun (Russian: Инчоун, Chukchi: И’нчувин, I’nčuvin; Yupik: Инсиг’вик) is a rural locality (a selo) in Chukotsky District of Chukotka Autonomous Okrug, Russia. It is located on the shores of the Chukchi Sea, about 25 kilometers (16 mi) west of Uelen. Population:  387 (2010 census);  Municipally Inchoun is subordinated to Chukotsky Municipal District and is incorporated as Inchoun Rural Settlement.

Chukchi Sea
The Chukchi Sea (Russian: Чуко́тское мо́ре, romanized: Chukótskoye móre, IPA: [tɕʊˈkotskəjə ˈmorʲe]), sometimes referred to as the Chuuk Sea, Chukotsk Sea or the Sea of Chukotsk, is a marginal sea of the Arctic Ocean. It is bounded on the west by the Long Strait, off Wrangel Island, and in the east by Point Barrow, Alaska, beyond which lies the Beaufort Sea. The Bering Strait forms its southernmost limit and connects it to the Bering Sea and the Pacific Ocean. The principal port on the Chukchi Sea is Uelen in Russia. The International Date Line crosses the Chukchi Sea from northwest to southeast. It is displaced eastwards to avoid Wrangel Island as well as the Chukotka Autonomous Okrug on the Russian mainland.
Sethu Lakshmi Bayi
Pooradam Thirunal Sethu Lakshmi Bayi (Malayalam: പൂരാടം തിരുനാൾ സേതു ലക്ഷ്മി ബായി; 5 November 1895 – 22 February 1985) was Senior Maharani of Travancore and the Attingal Mootha Thampuram from 1901 to 1985. She served as Maharani Regent of Travancore from 1924 to 1931 during the minority of her nephew, Chithira Thirunal Balarama Varma.

Sethu Lakshmi Bayi is mostly known for her progressive reforms during the regency of her nephew, during which she was treated with the full dignity and honours of a monarch, wielding absolute authority. Her major reforms are considered to be the abolishment of the Devadasi system and animal sacrifice, women being granted the right to vote and being able to join the Sri Mulam Popular Assembly, the elecrification of Thiruvananthapuram and the development of Cochin Harbour.

Raja Ravi Varma
Raja Ravi Varma (Malayalam: [rajaː ravi varma(ː)ɐ]) (29 April 1848 – 2 October 1906) was an Indian painter. His works are one of the best examples of the fusion of European academic art with a purely Indian sensibility and iconography. He greatly enhanced his reach and influence as a painter and public figure by making affordable lithographs of his paintings available to the public. His lithographs increased the involvement of common people with fine arts and defined artistic tastes. Furthermore, his religious depictions of Hindu deities and works from Indian epic poetry and Puranas have received critical acclaim. He was part of the royal family of Parappanad, Malappuram district.

Raja Ravi Varma was closely related to the royal family of Travancore of present-day Kerala state in India. Later in his life, two of his granddaughters were adopted into the royal family.
Skjöldr
Skjöldr (Old Norse Skjǫldr, Icelandic Skjöldur, sometimes Anglicized as Skjold or Skiold, Latinized as Skioldus; Old English Scyld, Proto-Germanic *Skelduz ‘shield’) was among the first legendary Danish kings. He is mentioned in the Prose Edda, in Ynglinga saga, in Chronicon Lethrense, in Sven Aggesen's history, in Arngrímur Jónsson's Latin abstract of the lost Skjöldunga saga and in Saxo Grammaticus' Gesta Danorum. He also appears in the Old English poem Beowulf. The various accounts have little in common.

Sceafa
Sceafa (Old English: Scēafa [ˈʃæːɑvɑ], also Scēaf, Scēf) was an ancient Lombardic king in English legend. According to his story, Sceafa appeared mysteriously as a child, coming out of the sea in an empty skiff. The name also appears in the corrupt forms Seskef, Stefius, Strephius, and Stresaeus. Though the name has historically been modernized Shava (and Latinized Scefius), J.R.R. Tolkien used the correctly constructed modern English spelling Sheave.
Anil Sah
Anil Kumar Sah (born 17 November 1998) is a Nepalese cricketer. He made his List A debut for Nepal in the 2018 ICC World Cricket League Division Two tournament on 12 February 2018. He was one of the eleven cricketers to play in Nepal's first ever One Day International (ODI) match, against the Netherlands, in August 2018.

2024 Prime Minister Cup
The 2024 Prime Minister Cup was the sixth edition of the Prime Minister One Day Cup, the premier one-day cricket tournament in Nepal. The tournament was contest by teams representing the seven Provinces of Nepal as well as three departmental teams. It began on 13 January 2024 and end on 3 February. The tournament will be played in three different venues.

The format was changed for the 2024 season, with the ten team competing in a round-robin format the top two teams qualifying for the final and top four team qualify for the Jay Trophy which will be played in a multi-day format.

Nepal Police Club clinched the title of the Prime Minister Cup Men's National Cricket Tournament for the third time after they defeated Nepal Army Club by 6 wickets in the final.
Edmonton Police Service
The Edmonton Police Service (EPS) is the municipal police force for the City of Edmonton, Alberta, Canada. The current chief of the EPS is Warren Driechel.

The service has three deputy chiefs –  two sworn members and a civilian member. Chad Tawfik is responsible for the Corporate Services Bureau, Kevin Brezinski runs the Intelligence and Investigations Bureau, and Darren Derko heads the community policing bureau.

Alberta Serious Incident Response Team
The Alberta Serious Incident Response Team is the civilian oversight agency in Alberta, Canada responsible for the investigation of incidents resulted in serious injury or death to any person, as well as serious or sensitive allegations of police misconduct. ASIRT has jurisdiction over all municipal police officers and Royal Canadian Mounted Police "K" Division officers, and for all complaints whether on or off duty related.
Prince William Sound College
Prince William Sound College (formerly Prince William Sound Community College and also known as PWSC and P-DUB) is a college located at 303 Lowe St. in Valdez, Alaska. PWSC comprises one main campus in Valdez and extension campuses in Glennallen and Cordova.  The college is part of the University of Alaska Anchorage under the aegis of the University of Alaska System.

PWSC serves approximately 44,000 sq. mi., about the area of Ohio. Around 1,000 local, rural, and out-of-state students attend the college either face-to-face, through ITV classrooms or via Blackboard. There is no out-of-state tuition.

Valdez, Alaska
Valdez (/vælˈdiːz/ val-DEEZ; Alutiiq: Suacit) is a city in the Chugach Census Area in the U.S. state of Alaska. In 2020, the population of Valdez was 3,985, up slightly from 3,976 in 2010. It is the third most populated city in Alaska's Unorganized Borough.

Valdez was named in 1790 after the Spanish Navy Minister Antonio Valdés y Fernández Bazán. A former Gold Rush town, it is located at the head of Port Valdez on the eastern side of Prince William Sound. Valdez was incorporated in 1901, and flourished after the road link to Fairbanks was constructed in 1910. It suffered catastrophic damage during the 1964 Alaska earthquake, and is located near the site of the disastrous 1989 Exxon Valdez oil tanker spill. Today, it is one of the most important ports in Alaska, a commercial fishing port as well as a freight terminal. Valdez is the terminus for the Trans-Alaska Pipeline System.
Gairo, Sardinia
Gairo (Sardinian: Gàiru) is a comune (municipality) in the Province of Ogliastra in the Italian region Sardinia, located about 80 kilometres (50 mi) northeast of Cagliari and about 30 kilometres (19 mi) southwest of Tortolì. As of 31 December 2004, it had a population of 1,643 and an area of 78.4 square kilometres (30.3 mi2).

Gairo was originally constructed on unstable ground. Starting in 1951, buildings began to collapse.  This led to the abandonment of the original location and re-building at an uphill location.  The original village, known as "Gairo Vecchio", or "Old Gairo", is open to visitors.

Gairo borders the following municipalities: Arzana, Cardedu, Jerzu, Lanusei, Osini, Seui, Tertenia, Ulassai, Ussassai.

Ulassai
Ulassai (Sardinian: Ulassa) is a comune (municipality) in the Province of Ogliastra in the Italian region Sardinia, located about 70 kilometres (43 mi) northeast of Cagliari and about 20 kilometres (12 mi) southwest of Tortolì.

Ulassai borders the following municipalities: Esterzili, Gairo, Jerzu, Osini, Perdasdefogu, Seui, Tertenia, Ussassai, Villaputzu.
Robert Russell (Irish mathematician)
Robert Russell (c. 1858–18 May 1938) was an Irish mathematician and academic at Trinity College Dublin (TCD), who served as Erasmus Smith's Professor of Mathematics (1917–1921).

Robert Russell was born in Portadown, County Armagh, and was educated at Santry School, Portarlington, County Laois. He attended TCD, became a Scholar in 1877, and won the Brooke Prize, Bishop Law's Prize, McCullagh Prize, and Madden Prize. He was awarded BA in mathematics (1880), became a Fellow a few years later, and got his MA (1888). In 1887, he was elected a member of the London Mathematical Society. He spent his whole career at TCD, at various times serving as Junior Bursar, Junior Dean, Registrar of Chambers, and from the early 1920s on, Senior Bursar.

He was Donegall Lecturer in Mathematics (1904–1907), Erasmus Smith's Professor of Mathematics (1917–1921), and became Senior Fellow in 1920.

Donegall Lectureship at Trinity College Dublin
The Donegall Lecturership at Trinity College Dublin, is one of two endowed mathematics positions at Trinity College Dublin (TCD), the other being the Erasmus Smith's Chair of Mathematics. The Donegall (sometimes spelt Donegal) Lectureship was endowed in 1668 by The 3rd Earl of Donegall. In 1675, after the restoration, it was combined with the previous public Professor in Mathematics position that had been created in 1652 by the Commonwealth parliament.

For much of its history, the Donegall Lectureship was awarded to a mathematician as an additional honour which came with a supplementary income. Since 1967, the lectureship has been awarded to a leading international scientist who visits the Department of Pure and Applied Mathematics and gives talks, including a public lecture called the Donegall Lecture.
Angela Glover Blackwell
Angela Glover Blackwell (born 1944 or 1945) is an American attorney, civil rights advocate, and author. In 1999, she founded the research and advocacy nonprofit organization PolicyLink, and after twenty years as president and CEO, became the Founder in Residence. Blackwell has regularly provided expert commentary in a variety of news media and hosts the podcast Radical Imagination.

Curb cut effect
The curb cut effect is the phenomenon of disability-friendly features being used and appreciated by a larger group than the people they were designed for. The phenomenon is named for curb cuts –  miniature ramps comprising parts of sidewalk –  which were first made for wheelchair access in particular places, but were also welcomed by people pushing strollers, carts or luggage. Curb cuts are now ubiquitous and no longer widely recognized as a disability-accessibility feature. Another example is hearing people using television closed captioning.

The curb cut effect is a subset of universal design, which is the purposeful design of an environment so that it is accessible to all people regardless of ability or disability. The curb cut effect differs slightly from universal design as the curb cut phenomenon is often unintentional rather than purposeful, but results in a similar outcome.
Tottori Jōhoku High School
Tottori Jōhoku High School, also commonly known as Jōhoku High, is a private high school located in Tottori, Tottori Prefecture, Japan.

The school is known for its baseball and sumo clubs, and a range of club activities and studies.

Rōga Tokiyoshi
Rōga Tokiyoshi (Japanese: 狼雅 外喜義; born 2 March 1999 as Amartuvshin Amarsanaa (Russian: Амартувшин Амарсанаа)) is a Russian-Mongolian professional sumo wrestler from Kyzyl, Tuva. Wrestling for the Futagoyama stable, he made his professional debut in September 2018, and became sekitori when he reached the jūryō division in November 2022. As of September 2018, he is the only wrestler from Russia competing in professional sumo.
Kenneth McNeill
Kenneth McNeill, MD, MP, OJ (1918 – 2001), was a Jamaican political figure and a renowned surgeon. He died at the age of 83 in Jamaica. He is the father of five children including present politician Wykeham McNeill.

Wykeham McNeill
Kenneth Wykeham McNeill, MD, MP, CD (born October 1957 in Kingston, St. Andrew Parish) is a Jamaican politician and former member of parliament for Westmoreland West, Jamaica. He is a former government minister. He was the Minister of Tourism of Jamaica from 2012 to 2016. He was elected the first vice chair of the Executive Council of the United Nations World Tourism Organization representing Jamaica in 2012 and elected chairman of the Executive council for the 2014-2015 period. McNeill was elected a Vice President of The People's National Party at the Party's annual conference in September 2016.
Sekyere West District
Sekyere West District is a former district that was located in Ashanti Region, Ghana. Originally created as an ordinary district assembly in 1988, which was created from the former Sekyere District Council. However on 29 February 2008, it was split off into two new districts: Mampong Municipal District (which it was elevated to municipal district assembly status on that same year; capital: Mampong) and Sekyere Central District (capital: Nsuta). The district assembly was located in the northern part of Ashanti Region and had Mampong as its capital town.

Sekyere Central District
Sekyere Central District is one of the forty-three districts in Ashanti Region, Ghana. Originally it was formerly part of the then-larger Sekyere West District in 1988, which was created from the former Sekyere District Council. However on 1 November 2007, the eastern part of the district was split off to create Sekyere Central District; while the remaining portion has since then been officially renamed as Mampong Municipal District, which it was elevated to municipal district assembly status on that same year. The district assembly is located in the northern part of Ashanti Region and has Nsuta as its capital town.
Berzano di Tortona
Berzano di Tortona is a comune (municipality) in the Province of Alessandria in the Italian region Piedmont, located about 100 kilometres (62 mi) east of Turin and about 25 kilometres (16 mi) east of Alessandria, on the watershed between the Grue and Curone valleys.

Berzano di Tortona borders the following municipalities: Monleale, Sarezzano, Viguzzolo, and Volpeglino.

Sarezzano
Sarezzano (Western Lombard: Sarsòu) is a comune (municipality) in the Province of Alessandria in the Italian region Piedmont, located about 100 kilometres (62 mi) east of Turin and about 25 kilometres (16 mi) east of Alessandria. As of 31 December 2004, it had a population of 1,171 and an area of 13.8 square kilometres (5.3 sq mi).

The municipality of Sarezzano contains the frazioni (subdivisions, mainly villages and hamlets) Baracca, Cucco, Palazzina, Rocca Grue, San Ruffino, and Sant'Innocenzo.

Sarezzano borders the following municipalities: Berzano di Tortona, Cerreto Grue, Monleale, Montegioco, Tortona, Viguzzolo, and Villaromagnano.
Guanahani
Guanahaní (meaning "small upper waters land") was the Taíno name of an island in the Bahamas that was the first land in the New World sighted and visited by Christopher Columbus' first voyage, on 12 October 1492. It is a bean-shaped island that Columbus called San Salvador. Guanahaní has traditionally been identified with Watlings Island, which was officially renamed San Salvador Island in 1925 as a result, but modern scholars are divided on the accuracy of this identification and several alternative candidates in and around the southern Bahamas have been proposed as well.

Mayaguana
Mayaguana (from Taíno language Mayaguana, meaning "Lesser Midwestern Land") is the easternmost island and district of The Bahamas. Its population was 277 in the 2010 census. It has an area of about 280 km2 (110 sq mi).

About 100 km (62 mi) north of Great Inagua and 560 km (350 mi) southeast of the capital Nassau, Mayaguana is considered the halfway point between South Florida and Puerto Rico and is about 830 km (520 mi) off Palm Beach, Florida. It is a popular stopover for boaters en-route to the eastern Caribbean.
Jack Broomfield
Jack Broomfield (1865–1927) was an American business leader and noted criminal in Omaha, Nebraska in the late 19th and early 20th century. He was an acknowledged political, social and economic leader in the city's African-American community.

African Americans in Omaha, Nebraska
African Americans in Omaha, Nebraska, are central to the development and growth of the 41st most populous city in the United States. While population statistics show almost constantly increasing percentages of Black people living in the city since it was founded in 1854, Black people in Omaha have not been represented equitably in the city's political, social, cultural, economic or educational circumstances since. In the 2020s, the city's African American population is transforming the city's landscape through community investment, leadership and other initiatives.
Heraclea (Lucania)
Heraclea, also Heracleia or Herakleia (Ancient Greek: Ἡράκλεια), was an ancient city. It was situated on the Gulf of Taranto between the rivers Aciris (modern Agri) and Siris (modern Sinni). The ruins of the city are located in the modern comune of Policoro in the Province of Matera, Basilicata, Italy.

Thurii
Thurii (/ˈθʊəriaɪ/; Latin: Thūriī; Ancient Greek: Θούρῐοι, romanized: Thoúrioi), called also by some Latin writers Thūrium (compare Ancient Greek: Θούρῐον, romanized: Thoúrion, in Ptolemy), and later in Roman times also Cōpia and Cōpiae, was an ancient Greek city situated on the Gulf of Taranto, near or on the site of the great renowned city of Sybaris, whose place it may be considered as having taken. The ruins of the city can be found in the Sybaris archaeological park near Sibari in the Province of Cosenza, Calabria, Italy.
ISO 639:s
This is a list of ISO 639-3 language codes starting with S.

Index |
a |
b |
c |
d |
e |
f |
g |
h |
i |
j |
k |
l |
m |
n |
o |
p |
q |
r |
s |
t |
u |
v |
w |
x |
y |
z

Abbreviations are used in the table as follows:

Scope: I = individual language, M = macrolanguage, S = special code

Type: C = constructed, E = extinct (in recent times), H = historical (distinct from its modern form), L = living, S = special code

Deprecated codes are enclosed in (parentheses).

The column Family contains the generic English name of the language's family or macrolanguage.

ISO 639:j
This is a list of ISO 639-3 language codes starting with J.

Index |
a |
b |
c |
d |
e |
f |
g |
h |
i |
j |
k |
l |
m |
n |
o |
p |
q |
r |
s |
t |
u |
v |
w |
x |
y |
z

Abbreviations are used in the table as follows:

Scope: I = individual language, M = macrolanguage, S = special code

Type: C = constructed, E = extinct (in recent times), H = historical (distinct from its modern form), L = living, S = special code

Deprecated codes are enclosed in (parentheses).

The column Family contains the generic English name of the language's family or macrolanguage.
Kedenj
Kedenj (Persian: کدنج) is a village in, and the former capital of, Siyakh Rural District of Siyakh Darengun District, Shiraz County, Fars province, Iran, serving as capital of the district. The capital of the rural district has been transferred to the village of Bab Ayur.

Siyakh Darengun District
Siyakh Darengun District (Persian: بخش سیاخ دارنگون) is in Shiraz County, Fars province, Iran. Its capital is the village of Kedenj, whose population at the time of the 2016 National Census was 2,116 people in 607 households.
Stalingrad Front
The Stalingrad Front was a front, a military unit encompassing several armies, of the Soviet Union's Red Army during the Second World War. The name indicated the primary geographical region in which the Front first fought, based on the city of Stalingrad on the Volga River.

Front (military formation)
A front (Russian: фронт, romanized: front) is a type of military formation that originates in the Russian Empire, and has been used by the Polish Army, the Red Army, the Soviet Army, and Turkey. It is roughly equivalent to an army group in the military of most other countries. It varies in size but in general contains three to five armies. It should not be confused with the more general usage of military front, describing a geographic area in wartime.
Scotland national netball team
The Scotland national netball team represents Scotland in international netball tournaments such as the Netball World Cup, Netball at the Commonwealth Games and the Netball Europe Open Championships. As of 1 September 2025, Scotland are listed 10th on the World Netball Rankings.

Northern Ireland national netball team
The Northern Ireland national netball team, referred to as the Northern Ireland Warriors, represents Netball Northern Ireland in international netball tournaments such as the Netball World Cup, the Netball at the Commonwealth Games and the Netball Europe Open Championships. Northern Ireland have won the 2009 and 2015 Netball Singapore Nations Cups. As of 1 December 2025, Northern Ireland are listed 14th on the World Netball Rankings.
Modular lambda function
In mathematics, the modular lambda function λ(τ) is a highly symmetric holomorphic function on the complex upper half-plane.  It is invariant under the fractional linear action of the congruence group Γ(2), and generates the function field of the corresponding quotient, i.e., it is a Hauptmodul for the modular curve X(2).  Over any point τ, its value can be described as a cross ratio of the branch points of a ramified double cover of the projective line by the elliptic curve , where the map is defined as the quotient by the [−1] involution.

The q-expansion, where  is the nome, is given by:

. (sequence A115977 in the OEIS)

By symmetrizing the lambda function under the canonical action of the symmetric group S3 on X(2), and then normalizing suitably, one obtains a function on the upper half-plane that is invariant under the full modular group , and it is in fact Klein's modular j-invariant.

Nome (mathematics)
In mathematics, specifically the theory of elliptic functions, the nome is a special function that belongs to the non-elementary functions. This function is of great importance in the description of the elliptic functions, especially in the description of the modular identity of the Jacobi theta function, the Hermite elliptic transcendents and the Weber modular functions, that are used for solving equations of higher degrees.