hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
Armorial of the Communes of Oise (A–C)
This page lists the armoury (emblazons=graphics and blazons=heraldic descriptions; or coats of arms) of the communes from A-C in Oise (department 60), which is split due to its length.

Other pages:

Armorial of the Communes of Oise (A–C)

Armorial of the Communes of Oise (D–H)

Armorial of the Communes of Oise (I–P)

Armorial of the Communes of Oise (Q–Z)

Oise
Oise (/wɑːz/ WAHZ; French: [waz] ⓘ; Picard: Oése) is a department in the north of France. It is named after the river Oise. Inhabitants of the department are called Oisiens (French: [wazjɛ̃]) or Isariens, after the Latin name for the river, Isara. It had a population of 829,419 in 2019.
2017 FIBA Under-16 Women's Americas Championship
The 2017 FIBA Under-16 Women's Americas Championship was an international basketball competition that was held in Buenos Aires, Argentina from 7–11 June 2017.

The United States defeated the defending champions Canada, 91–46, in the final game to reclaim the championship. Meanwhile, the hosts Argentina edged first-time semifinalists Colombia in the bronze medal game, 59–52, in overtime. The top four teams qualified to the 2018 FIBA Under-17 Women’s Basketball World Cup.

FIBA Under-16 Women's AmeriCup
The FIBA U16 Women's AmeriCup, previously known as the FIBA Under-16 Women's Americas Championship, is the Americas basketball championship for women's under-16 national teams that takes place every two years in the FIBA Americas zone. The inaugural edition of this event was held in 2009.

The top four finishers qualify for the FIBA Under-17 Women's Basketball World Cup.
Miss Perú 1958
The Miss Perú 1958 pageant was 4th edition held on July 5, 1958. That year, 16 candidates were competing for the national crown. The winner represented Peru at the Miss Universe 1958. The rest of the finalists would enter different pageants.

Miss Universe 1958
Miss Universe 1958 was the seventh Miss Universe pageant, held at the Long Beach Municipal Auditorium in Long Beach, California, the United States, on 25 July 1958.

At the conclusion of the event, Gladys Zender of Peru crowned Luz Marina Zuluaga of Colombia as Miss Universe 1958. Zuluaga was the first representative of Colombia to win the contest.

Contestants from thirty-six countries and territories competed in this year's pageant. The pageant was hosted by Byron Palmer.
1934 Macdonald Brier
The 1934 Macdonald Brier, the Canadian men's national curling championship, was held from March 6 to 8, 1934 at the Granite Club in Toronto, Ontario.

Team Manitoba who was skipped by Leo Johnson finished round robin play undefeated with a 7-0 record to take Manitoba's sixth Brier Tankard. Johnson's rink became the second team to finish Brier play undefeated after fellow Manitoban team Gordon Hudson was the first back in 1929. Manitoba won the event in their last game, when they defeated Ontario in front of 2,000 fans. Tied in the last end, Johnson made a "dramatic last rock draw" to win the game.

Ontario's 26-2 victory over Nova Scotia in Draw 1 set Brier records at the time for the most points scored in a game by one team (26) and for the largest margin of victory (24).

The Brier
The Brier (French: Le Brier), known since 2024 as the Montana's Brier for sponsorship reasons, is the annual Canadian men's curling championship, sanctioned by Curling Canada. The Brier has been held since 1927, traditionally during the month of March.

The winner of the Brier goes on to represent Canada at the World Curling Championships of the same year. The Brier is the best supported curling competition in terms of paid attendance, attracting crowds far larger than even those for World Championships held in Canada.

Its current main sponsor is Montana's, a Canadian restaurant chain. "Brier" originally referred to a brand of tobacco sold by the event's first sponsor, the Macdonald Tobacco Company.
Equestrian events at the Friendship Games
Equestrian events at the Friendship Games included show jumping, dressage and eventing in both individual and team competitions. Events were held on three venues in Poland: Jumping events were held in Sopot between 6 and 10 August, dressage – at the Książ Landscape Park near Wałbrzych between 17 and 19 August, while eventing was held at the Modern Pentathlon and Equestrian Centre of the Lubusz Sports Club "Lumel" in Drzonków on 23–26 August 1984.

Friendship Games
The 1984 Friendship Games, or Friendship-84 (Russian: Дружба-84, Druzhba-84), was an international multi-sport event held between 2 July and 16 September 1984 in the Soviet Union and eight other Eastern Bloc states which boycotted the 1984 Summer Olympics in Los Angeles.

Although Friendship Games officials denied that the Games were a counter-Olympic event to avoid conflicts with the International Olympic Committee, the competition was often dubbed the Soviet Bloc's "alternative Olympics". Some fifty states took part in the competition. While the boycotting countries were represented by their strongest athletes, other states sent their reserve teams, consisting of athletes who failed to qualify for the games in Los Angeles.
Aliabad, Darreh Shahr
Aliabad (Persian: علي اباد, also Romanized as ‘Alīābād) is a village in Majin Rural District, Majin District, Darreh Shahr County, Ilam Province, Iran. At the 2006 census, its population was 57, in 10 families. The village is populated by Lurs.

Mazhin Rural District
Mazhin Rural District (Persian: دهستان ماژين) is in Mazhin District of Darreh Shahr County, Ilam province, Iran. Its capital is the village of Meydan Khalaf. The previous capital of the rural district was the village of Mazhin, now a city.
Chureb railway station
Chureb railway station is a railway station on Lucknow–Gorakhpur line under the Lucknow NER railway division of North Eastern Railway zone. This is situated beside National Highway 28 at Kheendiha, Chureb in Sant Kabir Nagar district in the Indian state of Uttar Pradesh.

Lucknow NER railway division
Lucknow NER railway division is one of the three railway divisions under the jurisdiction of North Eastern Railway zone of the Indian Railways. This railway division was formed on 14 April 1952.

Izzatnagar railway division (at Bareilly City) and Varanasi railway division are the other two railway divisions under NER Zone headquartered at Gorakhpur.
Tseng Wen-hui
Tseng Wen-hui (Chinese: 曾文惠; pinyin: Zēng Wénhuì; Pe̍h-ōe-jī: Chan Bûn-hūi; (born 31 March 1926) is a Taiwanese public figure, First Lady of the Republic of China (Taiwan) from 1988 to 2000, and widow of former Taiwanese President Lee Teng-hui.

First Lady of the Republic of China
The first lady of the Republic of China (Chinese: 中华民国第一配偶; pinyin: Zhōnghuá mínguó dì yī pèi'ǒu) refers to the wife of the president of the Republic of China. Since 1949, the position has been based in Taiwan, where they are often called by the title of first lady of Taiwan, in addition to first lady of the Republic of China (ROC).

The position was vacant from 2016 to 2024, as President Tsai Ing-wen, the first woman to be elected to the presidency, is unmarried.
Joseph Robitaille
Joseph Robitaille (November 15, 1766 – April 29, 1854)  was a miller, farmer, and political figure in Lower Canada. He represented Cornwallis in the Legislative Assembly of Lower Canada from 1808 to 1830, initially as a supporter of the Parti canadien and later of the Parti patriote.

He was born in Ancienne-Lorette to Romain Robitaille and Marie-Josephte Drolet. Robitaille lived in the Saint-Louis parish of Kamouraska, before later moving to Saint-Pascal. He was married twice: first to Marie-Rosalie Gagnon in 1799, and then later to Élisabeth Falardeau. He did not seek reelection to the assembly in 1830. Robitaille died at Saint-Pascal at the age of 87.

Legislative Assembly of Lower Canada
The Legislative Assembly of Lower Canada was the lower house of the bicameral structure of provincial government in Lower Canada until 1838. The legislative assembly was created by the Constitutional Act of 1791. The lower house consisted of elected legislative councilors who created bills to be passed up to the Legislative Council of Lower Canada, whose members were appointed by the governor general.

Following the Lower Canada Rebellion, the lower house was dissolved on March 27, 1838, and Lower Canada was administered by an appointed Special Council. With the Act of Union in 1840, a new lower chamber, the Legislative Assembly of Canada, was created for both Upper and Lower Canada which existed  until 1867, when the Legislative Assembly of Quebec was created.
Lough Ree Yacht Club
Lough Ree Yacht Club is a sailing club based in Ballglass, Coosan, near Athlone, Ireland. Founded in 1770, albeit under the name Athlone Yacht Club, it claims to be one of the oldest yacht clubs in the world, although another Irish yacht club, The Royal Cork Yacht Club (formerly The Cork Water Club) has proven to be the world's first and oldest yacht club. In any event it is probably the oldest club based on an inland lake.

Royal Cork Yacht Club
The Royal Cork Yacht Club is a yacht club located in Crosshaven, County Cork, Ireland. Founded in 1720, it is a claimant to the title of the world's oldest yacht club, although this is challenged by the Neva Yacht Club in Russia.
Machine Shop co.
Machine Shop co. (commonly called Machine Shop or Linkin Park Inc.) is an American entertainment company that markets itself as a venture capital firm, event provider, supporter and lifestyle company. It was started as a music company by Linkin Park bandmates Mike Shinoda and Brad Delson in December 2012. Later on, it became a venture capital firm in January 2015. It was established as a joint company of music companies, "Chesterchaz Publishing" (Chester Bennington), "Big Bad Mr. Hahn Music" (Brad Delson and Joe Hahn), "Nondisclosure Agreement Music" (Dave Farrell), "Rob Bourdon Music" (Rob Bourdon) and "Kenji Kobayashi Music" (Mike Shinoda). In an independent study released on August 14, 2015, CB Insights recognized Machine Shop as the seventh most invested company by any celebrity. The company reached the mark due to major investments in Lyft, Blue Bottle Coffee Company and Shyp.

LP Recharge
LP Recharge, also known as Linkin Park Recharge, is a free-to-play action-puzzle game, developed by Swiss studio Kuuluu Interactive Entertainment, which is composed by American rock band Linkin Park. The game was released on September 12, 2013, as it is a current playable game on Facebook. The game is focused on solving puzzles and also attempting to raise awareness about parts of the world that don’t have reliable power.
Tudek Site
The Tudek Site is an archaeological site located near State College in Centre County, Pennsylvania, United States.  Used as a stone quarry by prehistoric Native Americans ten thousand years ago, it has been recognized as a prime candidate for prehistoric preservation.

State College, Pennsylvania
State College is a borough and home rule municipality in Centre County, Pennsylvania, United States. The population was 40,501 at the 2020 census. It is a college town home to Penn State University Park, the main campus of the Pennsylvania State University.

State College is the largest borough in Pennsylvania by population. It is the principal borough of the six municipalities that make up the State College area, the largest settlement in Centre County, and one of the principal cities of the greater State College–DuBois combined statistical area which had 238,734 residents in 2020.
Oreolalax
Oreolalax is a genus of frogs in the family Megophryidae. The common name for the genus is toothed toads. Most member species are endemic to southwestern China, with at least two species in northern Vietnam (Oreolalax sterlingae), and the newly discovered Oreolalax adelphos in 2024, and possibly extending into adjacent Laos. There is also a population in Arunachal Pradesh (Northeast India) that has not yet been assigned to a species, although it may rather be assigned to the genus Scutiger.

Oreolalax liangbeiensis
Oreolalax liangbeiensis (Liangbei toothed toad) is a species of amphibian in the family Megophryidae endemic to China: it is only known from the vicinity of its type locality, Puxiong (普雄镇) in Yuexi County, Sichuan, where it is known only from a single stream. Its natural habitats are subtropical moist montane forests and rivers. It is threatened by habitat loss.

Male Oreolalax liangbeiensis grow to about 52 mm (2.0 in) in snout-vent length and females to about 60 mm (2.4 in). Tadpoles are 61 mm (2.4 in) in length.
FIS Alpine World Ski Championships 1958
The FIS Alpine World Ski Championships 1958 were held from 1 to 9 February in Bad Gastein, Salzburg, Austria.

Austrian Toni Sailer, 22, won three gold medals and a silver. The triple gold medalist from the 1956 Winter Olympics successfully defended three of his four world titles. Lucile Wheeler of Canada, 23, won two gold medals and a silver.

FIS Alpine World Ski Championships 1954
63°24′54″N 13°03′43″E﻿ / ﻿63.415°N 13.062°E﻿ / 63.415; 13.062

The FIS Alpine World Ski Championships 1954 were held in Åre, Sweden, from 28 February to 7 March.

Olympic champion Stein Eriksen of Norway won three gold medals and was eighth in the downhill. The combined event returned as a "paper race" (through 1980), based on the best average finish in all three events, all of which had to be completed.

The World Championships returned to Åre in 2007 and 2019.
Vastrap
Vastrap (Stand firm) is a small military airfield situated in the Kalahari Desert north east of Upington inside a 700 square kilometre weapons test range of the same name belonging to the South African National Defence Force.  It was constructed to allow the SAAF to practice tactical bombing operations, and for aircraft to service the SADF's defunct underground nuclear weapon test site.

South African Defence Force
The South African Defence Force (SADF) (Afrikaans: Suid-Afrikaanse Weermag) comprised the armed forces of South Africa from 1957 until 1994. Shortly before the state reconstituted itself as a republic in 1961, the former Union Defence Force was officially succeeded by the SADF, which was established by the Defence Act (No. 44) of 1957. The SADF, in turn, was superseded by the South African National Defence Force in 1994.
Kessleria burmanni
Kessleria burmanni is a moth of the family Yponomeutidae. It is found in Switzerland, Austria and Slovenia.

The length of the forewings is 7–8.4 mm for males and 4.5–6.5 mm for females. Adults are on wing from the beginning of July to the end of August.

The larvae feed on Saxifraga caesia, Saxifraga oppositifolia and possibly Saxifraga hiflora macropetala.

Ermine moth
Certain members of the unrelated snout moths (Pyralidae) are also known as "ermine moths." Spilosoma lubricipeda is an unrelated moth with the common name "white ermine."

An ermine moth is any moth in the family Yponomeutidae, which has several hundred species, most of them in the tropics. The larvae tend to form communal webs, and some are minor pests in agriculture, forestry, and horticulture. Adult moths are minor pollinators.
68W
68W (pronounced as sixty-eight whiskey using the NATO phonetic alphabet) is the Military Occupational Specialty (MOS) for the United States Army's Combat Medic. 68Ws are primarily responsible for providing emergency medical treatment at point of wounding on the battlefield, limited primary care, and health protection and evacuation from a point of injury or illness. 68Ws are certified as Emergency Medical Technicians (EMT) through the National Registry of Emergency Medical Technicians (NREMT). However, 68Ws often have a scope of practice much wider than that of civilian EMTs. This specialty is open to males and females with minimum line scores of 107 GT and 101 ST on the Armed Services Vocational Aptitude Battery (ASVAB).

United States Army Special Operations Command
The United States Army Special Operations Command (Airborne) (USASOC)  is the command charged with overseeing the various special operations forces of the United States Army. Headquartered at Fort Bragg, North Carolina, it is the largest component of the United States Special Operations Command. It is an Army Service Component Command. Its mission is to organize, train, educate, man, equip, fund, administer, mobilize, deploy and sustain Army special operations forces to successfully conduct worldwide special operations.
Ardra (nakshatra)
Ardra (आर्द्रा), meaning "wetness", is the sixth nakshatra (lunar mansion) in Hindu astronomy, corresponding to the star Betelgeuse in the constellation Orion. It has a spread from 6°-40'-0" to 20°-00', encompassing the constellation Gemini.

Orion (constellation)
Orion is a prominent set of stars visible during winter in the northern celestial hemisphere. It is one of the 88 modern constellations; it was among the 48 constellations listed by the 2nd-century AD/CE astronomer Ptolemy. It is named after a hunter in Greek mythology.

Orion is most prominent during winter evenings in the Northern Hemisphere, as are five other constellations that have stars in the Winter Hexagon asterism. Orion's two brightest stars, Rigel (β) and Betelgeuse (α), are both among the brightest stars in the night sky; both are supergiants and slightly variable. There are a further six stars brighter than magnitude 3.0, including three making the short straight line of the Orion's Belt asterism. Orion also hosts the radiant of the annual Orionids, the strongest meteor shower associated with Halley's Comet, and the Orion Nebula, one of the brightest nebulae in the sky.
Charles R. Barber
Charles Raycroft Barber (April 19, 1901 – February 7, 1987) was an American politician who served as Pennsylvania Treasurer from 1949 to 1953 and Pennsylvania Auditor General from 1953 to 1957. A member of the Republican Party, Barber also served twelve years as mayor of Erie, Pennsylvania, as well as a city alderman and state secretary of welfare.

Treasurer of Pennsylvania
The treasurer of Pennsylvania is the head of the Pennsylvania Treasury Department, an independent department of the commonwealth's government. The treasurer is elected every four years. The current treasurer is Republican Stacy Garrity.
Andy Exley
Andy Exley is an American politician and member of the Green Party of Minnesota  in Minneapolis, Minnesota. He earned his bachelor's degree from Carleton College in 2003. He served as the chairman of the Green Party of Minnesota from June 2008. He was a candidate for the Minneapolis City Council, Ward 6 in the 2009 Minneapolis municipal elections. Minneapolis elections use ranked choice voting; Exley received 165 first place votes for 8.55% of the vote.

There are currently two elected members of the Green Party of Minnesota serving in the Minneapolis city government: Ward 2 city council member Cam Gordon, and at-large Minneapolis Park and Recreation Board commissioner Annie Young.

Cam Gordon
Cameron A. Gordon (born 1955) is an American politician who was a Green Party member of the Minneapolis City Council from 2006 to 2022. He was a co-founder of the Green Party of Minnesota and was called "the most prominent Green elected official in the US."
Brian Neese
Bryan Neese (born August 30, 1964) is an American professional strongman competitor. Bryan is best known for winning the 1999 America's Strongest Man contest, his career best win.

Bryan also spends time ministering the gospel to children, and supports the Paul Anderson Youth Home with the proceeds he receives from his appearances. Bryan currently works as a weightlifting Coach at Brownsburg High School in Brownsburg, Indiana.

Paul Anderson (weightlifter)
Paul Edward Anderson (October 17, 1932 – August 15, 1994) was an American weightlifter, professional wrestler, powerlifter and strongman. During the 1950s, he was an Olympic gold medalist, a world champion, and a two-time national Olympic weightlifting champion.

Anderson contributed significantly to the development of competitive powerlifting in the 1960s. Due to his many world records and outstanding feats of strength specially for his time, he has often been called "the strongest man who ever lived".
Ehrhart's volume conjecture
In the geometry of numbers, Ehrhart's volume conjecture gives an upper bound on the volume of a convex body containing only one lattice point in its interior.  It is a kind of converse to Minkowski's theorem, which guarantees that a centrally symmetric convex body  must contain a lattice point as soon as its volume exceeds .  The conjecture states that a convex body  containing only one lattice point in its interior as its barycenter cannot have volume greater than :

Equality is achieved in this inequality when  is a copy of the standard simplex in Euclidean -dimensional space, whose sides are scaled up by a factor of .  Equivalently,  is congruent to the convex hull of the vectors , and  for all .  Presented in this manner, the origin is the only lattice point interior to the convex body .

The conjecture, furthermore, asserts that equality is achieved in the above inequality if and only if  is unimodularly equivalent to .

Geometry of numbers
Geometry of numbers, also known as geometric number theory, is the part of number theory which uses geometry for the study of algebraic numbers. Typically, a ring of algebraic integers is viewed as a lattice in  and the study of these lattices provides fundamental information on algebraic numbers. Hermann Minkowski (1896) initiated this line of research at the age of 26 in his work The Geometry of Numbers.

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The geometry of numbers has a close relationship with other fields of mathematics, especially functional analysis and Diophantine approximation, the problem of finding rational numbers  that  approximate an irrational quantity.
Freud family
The family of Sigmund Freud, the pioneer of psychoanalysis, lived in Austria and Germany until the 1930s before emigrating to England, Canada, and the United States. Several of Freud's descendants and relatives have become well known in different fields.

Příbor
Příbor (Czech pronunciation: [ˈpr̝̊iːbor]; German: Freiberg (in Mähren)) is a town in Nový Jičín District in the Moravian-Silesian Region of the Czech Republic. It has about 8,300 inhabitants. The historic centre of Příbor is well preserved and is protected as an urban monument reservation.
Nabongo Wabala
Wabala was a Nabongo (King) who ruled the Abawanga around 1140 - 1190. His father was called Nabongo Wanga, the founding father of the famous Wanga Kingdom. It is said that Nabongo Wanga had several sons among them: Murono, Muniafu, Wabala, Namagwa and Mutende and that when his death came, there arose a succession dispute between his sons. Wanga had appointed Wabala as his successor over his elder brother, Murono. In the course of all the dispute, Wabala was assassinated in Bukhayo, and  it was alleged that Murono was the one who instigated his brother's murder. Murono therefore arose to power at Matungu and enjoyed a short period of rein as the Nabongo. Later on, Wabala's son called Musui embattled Murono and Musui emerged to be the winner.

Murono felt so defeated and rejected, there, he went across River Nzoia and established another kingdom at Indangalasia.

Wanga Kingdom
The Wanga Kingdom is a traditional kingdom within Kenya, consisting of the Wanga (Abawanga) tribe of the Luhya people (Abaluyia). At its peak the kingdom covered an expansive area from Jinja in west to Naivasha in the East African Rift. The Wanga kingdom was a significant African empire and the most organized structure of government in pre-colonial Kenya politically, economically, and militarily.

In 2016, the Wanga numbered around 700,000, mostly occupying the Kakamega County, Western Province, Kenya. The seat of power is located in Mumias. The Wanga are one of 19 tribes of the Luhya people. There are 22 clans that comprise the Wanga tribe. The Wanga retain the Nabongo, as their  monarch. The Abashitse clan holds the royal lineage of the Nabongo. The current Nabongo is Peter Mumia II.