hotchpotch/wikipedia-multilingual-ir-related-lead-pairs huggingface dataset:
In the Lake of the Woods
In the Lake of the Woods (1994) is a novel by the American author Tim O'Brien. In the Lake of the Woods follows the struggle of Vietnam veteran John Wade trying to deal with a recently failed campaign for the United States Senate. After moving to Lake of the Woods County, Minnesota, John discovers one morning that his wife, Kathy, is missing. Through flashbacks to John's childhood, college years, and war experiences, as well as testimony and evidence from affected characters, the novel provides several hypotheses for Kathy's disappearance, without resolving the question.

It was adapted as a made-for-TV movie in 1996.

Lake of the Woods County, Minnesota
Lake of the Woods County is the northernmost county of the U.S. state of Minnesota. As of the 2020 census, the population was 3,763, making it the state's second-least populous county. Its county seat is Baudette.

The county contains the Northwest Angle, the northernmost point of the Lower 48 States, and the U.S. portion of Lake of the Woods, shared with Canada. The county also includes the exclave of Elm Point. Since Alaska has no counties, Lake of the Woods is the northernmost county in the United States. It is also the only county in the United States with four words in its name, although there is a parish in Louisiana called St. John the Baptist Parish, and the United States Census Bureau treats parishes as county equivalents for census purposes.
Right Ho, Jeeves
Right Ho, Jeeves is a novel by P. G. Wodehouse, the second full-length novel featuring the popular characters Jeeves and Bertie Wooster, after Thank You, Jeeves. It was first published in the United Kingdom on 5 October 1934 by Herbert Jenkins, London, and in the United States on 15 October 1934 by Little, Brown and Company, Boston, under the title Brinkley Manor. It had also been sold to the Saturday Evening Post, in which it appeared in serial form from 23 December 1933 to 27 January 1934, and in England in the Grand Magazine from April to September 1934. Wodehouse had already started planning this sequel while working on Thank You, Jeeves.

The story is mostly set at Brinkley Court, the home of Bertie's Aunt Dahlia, and introduces the recurring characters Gussie Fink-Nottle and Madeline Bassett. Bertie's friend Tuppy Glossop and cousin Angela Travers also feature in the novel, as does Brinkley Court's prized chef, Anatole.

Thank You, Jeeves
Thank You, Jeeves is a Jeeves comic novel by P. G. Wodehouse, first published in the United Kingdom on 16 March 1934 by Herbert Jenkins, London, and in the United States on 23 April 1934 by Little, Brown and Company, New York.

The story had previously been serialised, in the Strand Magazine in the UK from August 1933 to February 1934, and in the US in Cosmopolitan Magazine from January to June 1934.

Thank You, Jeeves is the first full-length novel in the series of stories following narrator Bertie Wooster and his valet Jeeves, though Jeeves leaves Bertie's employment for most of this story. The novel largely takes place around Chuffnell Hall, the home of Bertie's friend Lord "Chuffy" Chuffnell, who hopes to sell the house to the wealthy J. Washburn Stoker and is in love with Stoker's daughter Pauline.
Komo Kulshan and his two wives
The story of Komo Kulshan and his two wives is a Lummi tale describing the creations of landmarks in the Pacific Northwest. The story can be broken down into three main sections for each character, Duh-hwahk in the creation of Mount Rainier, Whaht-kway in the creation of the Nooksack River and Spieden Island, and Komo Kulshan in the creation of Mt. Baker. Each of the landmarks is named after the character and is in the Lummi native language. Komo Kulshan translates to "white, shining mountain" or "great white watcher", and his two wives, Duh-hwahk, meaning "clear sky," and Whaht-kway meaning "fair maiden".

Lummi dialect
Lummi (Lummi: Xwlemi Chosen, IPA: [xʷləmi tʃɔsən]) is a dialect of the North Straits Salish language traditionally spoken by the Lummi people of northwest Washington state, in the United States. Although traditionally referred to as a language, it is mutually intelligible with the other dialects of North Straits.

Although the traditional variety of the Lummi dialect is extinct, New Lummi is spoken on the Lummi reservation and is taught at Ferndale High School, Lummi Nation School, Vista Middle School, Horizon Middle School, Skyline and Eagleridge Elementary Schools, and Northwest Indian College.
Bourgeois revolution
Bourgeois revolution is a term used in Marxist theory to refer to a social revolution that aims to destroy a feudal system or its vestiges, establish the rule of the bourgeoisie, and create a capitalist state. In colonised or subjugated countries, bourgeois revolutions often take the form of a war of national independence. The Dutch, English, American, and French revolutions are considered the archetypal bourgeois revolutions, in that they attempted to clear away the remnants of the medieval feudal system, so as to pave the way for the rise of capitalism. The term is usually used in contrast to "proletarian revolution", and is also sometimes called a "bourgeois-democratic revolution".

Social revolution
Social revolutions are sudden changes in the structure and nature of society. These revolutions are usually recognized as having transformed society, economy, culture, philosophy, and technology along with, though more than solely, the political systems.
Dark web
The dark web is the World Wide Web content that exists on darknets (overlay networks) that use the Internet, but require specific software, configurations, or authorization to access. Through the dark web, private computer networks can communicate and conduct business anonymously without divulging identifying information, such as a user's location.  The dark web forms a small part of the deep web, the part of the web not indexed by web search engines, although sometimes the term deep web is mistakenly used to refer specifically to the dark web.

The darknets which constitute the dark web include small, friend-to-friend networks, as well as large, popular networks such as Tor, Hyphanet, I2P, and Riffle operated by public organizations and individuals. Users of the dark web refer to the regular web as clearnet due to its unencrypted nature. The Tor dark web or onionland uses the traffic anonymization technique of onion routing under the network's top-level domain suffix .onion.

Clearnet (networking)
Clearnet is a term that typically refers to the publicly accessible Internet. Sometimes "clearnet" is used as a synonym for "surface web"—excluding both darknets and the deep web. The World Wide Web is one of the most popular distributed services on the Internet, and the surface web is composed of the web pages and databases that are indexed by traditional search engines.

"Clearnet" can be seen as the opposite of the term "darknet", which typically describes the services built on Tor or other anonymity networks, the connection to which is encrypted and anonymized. Because the darknet is not publicly accessible, it is part of the deep web. The term "deep web", describes those parts of the Internet that are not indexed, whether or not they are publicly accessible. It includes web portals to databases that require text searches, and interactive web sites that require more user input than simply clicking hyperlinks.
Suleiman Mohamed
Suleiman bin Mohamed is a Malaysian politician who served as Deputy Minister of Health in the Barisan Nasional (BN) administration under former Prime Minister Mahathir Mohamad and Abdullah Ahmad Badawi and Minister of Health Chua Jui Meng from December 1999 to March 2004, Deputy Minister of Information under former Prime Minister Mahathir Mohamad and former minister Mohamed Rahmat from May 1995 to December 1999, Deputy Minister in the Prime Minister's Department from May 1987 to May 1995 as well as Member of Parliament (MP) for Titiwangsa from August 1986 to March 2004. He is a member of United Malays National Organisation (UMNO), a component party of Barisan Nasional (BN) coalitions.

Mohamed Rahmat
Mohamed bin Rahmat (4 January 1938 – 1 January 2010) was a Malaysian politician, and former Information Minister of Malaysia (1978–1982, 1987–1999). He was famously known as Tok Mat, Mat Setia and Mat Mr Propaganda.
James E. Faust
James Esdras Faust (July 31, 1920 – August 10, 2007) was an American religious leader, lawyer, and politician. Faust was Second Counselor in the First Presidency of the Church of Jesus Christ of Latter-day Saints (LDS Church) from 1995 until his death, an LDS Church apostle for 29 years, and a general authority of the church for 35 years.

Apostle (Latter Day Saints)
In the Latter Day Saint movement, an apostle is a "special witness of the name of Jesus Christ who is sent to teach the principles of salvation to others." In many Latter Day Saint churches, an apostle is a priesthood office of high authority within the church hierarchy. In many churches, apostles may be members of the Quorum of the Twelve and First Presidency of the church. In most Latter Day Saint churches, modern-day apostles are considered to have the same status and authority as the Biblical apostles.

In the Latter Day Saint tradition, apostles and prophets are believed to be the foundation of the church, Jesus Christ himself being the chief cornerstone. The "Articles of Faith", written by Joseph Smith, mentions apostles:

"We believe in the same organization that existed in the Primitive Church, namely, apostles, prophets, pastors, teachers, evangelists, and so forth."
2023 Nigerian Senate elections in Akwa Ibom State
The 2023 Nigerian Senate elections in Akwa Ibom State will be held on 25 February 2023, to elect the 3 federal Senators from Akwa Ibom State, one from each of the state's three senatorial districts. The elections will coincide with the 2023 presidential election, as well as other elections to the Senate and elections to the House of Representatives; with state elections being held two weeks later. Primaries were held between 4 April and 9 June 2022.

2023 Nigerian Senate election
The 2023 Nigerian Senate elections were held on 25 February 2023 in all 109 senatorial districts where voters elected senators using first-past-the-post voting. The last regular senatorial elections for all districts were in 2019.

Other federal elections, including the elections to the House of Representatives and the presidential election, were also held on the same date while state elections was held two weeks afterwards on 11 March. The winners of these Senate elections will serve beginning in the 10th Nigerian National Assembly. The APC have held a majority in the Senate since the 2015 elections and solidified that majority in 2019.

As of May 2023, the APC had retained its 59 seats, while the PDP had lost 3 for a total of 37. The Labour Party won seats in its own name for the first time, taking 7 mandates, while smaller parties, such as the NNPP and Social Democratic Party, took a total of 5. One seat has not yet been called.
Renault 14
The Renault 14 is a small family car produced by the French manufacturer Renault between 1976 and 1983. It was first shown in January 1976 with production beginning in June of that year.

It was the first car to be produced in large volumes at the company's then new plant at Douai, although small pilot runs of the Renault 5 had preceded the 14's production in the factory.

Renault 5
The Renault 5 is a supermini car produced by the French manufacturer Renault from 1972 to 1996 over two generations. It is a hatchback with either three or five doors and seating for five passengers. The first generation (also known as the R5 or Le Car), which was made from 1972 to 1985, has a front mid-engine, front-wheel-drive layout. The second generation (also known as the Super 5 or Supercinq), which was produced from 1984 to 1996, has a front-engine, front-wheel-drive layout.

The R5 was marketed in the United States and Canada as Le Car, from 1976 until 1983. Renault marketed a four-door saloon car variant, the Renault 7, manufactured from 1974 until 1984 in Spain by Renault's subsidiary FASA-Renault and exported to select markets.

The Renault 5 became the best-selling car in France from 1972 until 1986, with a total production exceeding 5.5 million over 14 years, making it France's most popular car.
MasterChef Pinoy Edition
MasterChef Pinoy Edition is a Philippine competitive cooking game show broadcast by ABS-CBN. The show is based from the British television series, MasterChef. Hosted by Judy Ann Santos-Agoncillo. Santos-Agoncillo was also joined by chefs Fernando Aracama, Rolando Laudico and JP Anglo as the judges of the show, it aired on the network's Umaganda morning line up from November 12, 2012 to February 9, 2013, and was replaced by Ohlala Couple.

MasterChef
MasterChef is a competitive cooking show television format created by Franc Roddam, which originated with the British version in July 1990. The show aims to discover the culinary talent of chefs of varying skill levels, through a series of cooking challenges, watched over by various acclaimed food critics and chefs.

Dave Ross commissioned the show for the BBC and gave it the name; he had already produced Masterteam, a quiz show hosted by Angela Rippon, and worked on the long-running Mastermind, and so the name was a continuation of that. The format was revived and updated for the BBC in February 2005 by executive producers Roddam and John Silver with series producer Karen Ross.

The revived format is sold internationally by Banijay. Its first international adaptation was MasterChef Australia, which began in 2009. The show has since been adapted in several other countries.
Combinatorics on words
Combinatorics on words is a subfield of mathematics focused on the study of words and formal languages, which are (usually finite) strings of symbols from an arbitrary set (an "alphabet") and sets of words, respectively. The field has implications in various areas of mathematical study, notably algebra and theoretical computer science. Combinatorics on words became useful in the study of algorithms and coding.

Word (group theory)
In group theory, a word is any written product of group elements and their inverses.  For example, if x, y and z are elements of a group G, then xy, z−1xzz and y−1zxx−1yz−1 are words in the set {x, y, z}.  Two different words may evaluate to the same value in G, or even in every group.  Words play an important role in the theory of free groups and presentations, and are central objects of study in combinatorial group theory.
Miss Universe Thailand 2014
Miss Universe Thailand 2014, the 15th Miss Universe Thailand pageant was held at Royal Paragon Hall, Siam Paragon in Bangkok on 17 May 2014.  The contestants camped in Roi Et. before flying back to Bangkok for the final stage. Chalita Yaemwannang, Miss Universe Thailand 2013,  crowned her successor at the end of this event.

In the final round, broadcast live on Channel 3.  Weluree Ditsayabut, was crowned Miss Universe Thailand 2014 by Chalita Yaemwannang, Miss Universe Thailand 2013. Welureet resigned next month later and 1st Runner-up Allison Sansom represented Miss Thailand at Miss Universe 2014 pageant, but not take over the Miss Universe Thailand title.

Miss Universe Thailand 2013
Miss Universe Thailand 2013, the 14th Miss Universe Thailand pageant, was held at the Royal Paragon Hall, Siam Paragon in Bangkok on 11 May 2013. The contestants will camp in Krabi. before flying back to Bangkok for the final stage. Farida Waller, Miss Universe Thailand 2012, was crowned her successor Chalita Yaemwannang from Bangkok at the end of this event.

In the final round, broadcast live on Channel 5. Chalita Yaemwannang, was crowned Miss Universe Thailand 2013 by Nutpimon Nattayalak, Miss Universe Thailand 2012.

The winner is Chalita Yaemwannang represented for Thailand at the Miss Universe 2013 pageant. This year, 1st Runner-up Chonthica Tiengtham went to represent Thailand at Miss International 2013 instead of Miss Earth 2013 because Miss Universe Thailand Organization lost the license of the Miss Earth pageant.
Making further continuing appropriations for fiscal year 2014
The bill H.J.Res. 106 (long title "Making further continuing appropriations for fiscal year 2014, and for other purposes.") is a continuing resolution that was introduced into the United States House of Representatives during the 113th United States Congress and was signed into law on January 15, 2014 by President Barack Obama. The bill amended the Continuing Appropriations Act, 2014 to extend the time-period of funding provided by that continuing resolution from January 15, 2014 to January 18, 2014. The extension was intended to give Congress the extra time it needed to pass the Consolidated Appropriations Act, 2014 (H.R. 3547; 113th Congress), which would provide the rest of the appropriations for fiscal year 2014. The fiscal year in the United States is the 12-month period beginning on October 1 and ending on September 30 of the next calendar year.

Consolidated Appropriations Act, 2014
The Consolidated Appropriations Act, 2014 (H.R. 3547, nicknamed the Cromnibus) is an omnibus spending bill that packages several appropriation bills together in one larger bill. The 113th United States Congress failed to pass any of the twelve regular appropriations bills before the beginning of Fiscal Year 2014. The Continuing Appropriations Act, 2014 temporarily funded the government from October 1, 2013 to January 15, 2014. A second continuing resolution extended funding until January 18, 2014, giving both the House and the Senate enough time to vote on this bill.
Agatha and the Truth of Murder
Agatha and the Truth of Murder is a 2018 British alternative history drama film about crime writer Agatha Christie becoming embroiled in a real-life murder case during her 11-day disappearance in 1926. Written by Tom Dalton, it depicts Christie investigating the murder of Florence Nightingale's goddaughter, Florence Nightingale Shore, which is based on real people and events, and how her involvement in this case influenced her subsequent writing.

The film premiered on Channel 5 in the United Kingdom on 23 December 2018; becoming the network's most popular programme of the Christmas period and the second-highest rated fictional programme of the year.

It is the first in a series of Christie films penned by Dalton. It was followed by Agatha and the Curse of Ishtar and Agatha and the Midnight Murders.

Agatha and the Midnight Murders
Agatha and the Midnight Murders is a 2020 British alternative history television drama film about crime writer Agatha Christie. The film premiered on Channel 5 in the United Kingdom on 5 October 2020, and on PBS in the United States 25 May 2021. It was directed by Joe Stephenson.
Tipped tool
A tipped tool is any cutting tool in which the cutting edge consists of a separate piece of material that is brazed, welded, or clamped onto a body made of another material. In the types in which the cutter portion is an indexable part clamped by a screw, the cutters are called inserts (because they are inserted into the tool body). Tipped tools allow each part of the tool, the shank and the cutter(s), to be made of the material with the best properties for its job. Common materials for the cutters (brazed tips or clamped inserts) include cemented carbide, polycrystalline diamond, and cubic boron nitride. Tools that are commonly tipped include milling cutters (such as end mills, face mills, and fly cutters), tool bits, router bits, and saw blades (especially the metal-cutting ones).

Milling cutter
Milling cutters are cutting tools typically used in milling machines or machining centres to perform milling operations (and occasionally in other machine tools). They remove material by their movement within the machine (e.g., a ball nose mill) or directly from the cutter's shape (e.g., a form tool such as a hobbing cutter).
Sabae Domain
Sabae Domain (鯖江藩, Sabae-han) was a feudal domain under the Tokugawa shogunate of Edo period Japan. It was based at Sabae Jin'ya in Echizen Province in what is now part of modern-day Sabae, Fukui.  It was ruled for all of its history by the Manabe clan.

Echizen Province
Echizen Province (越前国, Echizen no Kuni; Japanese pronunciation: [e.tɕiꜜ.(d)zeɴ, -(d)zen no kɯ.ɲi]) was a province of Japan in the area that is today the northern portion of Fukui Prefecture in the Hokuriku region of Japan. Echizen bordered on Kaga, Wakasa, Hida, and Ōmi Provinces. It was part of Hokurikudō Circuit. Its abbreviated form name was (Esshū; 越州).
Office Assistant
The Office Assistant is a discontinued virtual assistant for Microsoft Office. It assisted users by way of an interactive animated character which interfaced with the Office help content. It was included in Microsoft Office, in Microsoft Publisher, Microsoft Project, and Microsoft FrontPage. It had a wide selection of characters to choose from, with the most well-known being a paperclip called Clippit (commonly referred to by the public as Clippy). The Office Assistant and particularly Clippit have been the subject of numerous criticisms and parodies.

Microsoft FrontPage
Microsoft FrontPage (full name Microsoft Office FrontPage) is a discontinued WYSIWYG HTML editor and website administration tool from Microsoft for the Microsoft Windows line of operating systems. It was branded as part of the Microsoft Office suite from 1997 to 2003. Microsoft FrontPage has since been replaced by Microsoft Expression Web and SharePoint Designer, which were first released in December 2006 alongside Microsoft Office 2007, but these two products were also discontinued in favor of a web-based version of SharePoint Designer, as those three HTML editors were desktop applications.
Novated lease
A novated lease is a motor vehicle lease which has been novated, that is, the obligations in the contract have been transferred from one party to another.  In Australia, it refers almost exclusively to the practice of salary packaging a motor vehicle using a novated lease.

A lease is novated with a three-way (tripartite) agreement (Deed of novation) between  the lessee, the lessor (usually a finance company), and a third party, under which all parties agree that the third party will take on some or all of the lessee's obligations and rights under the lease (generally this is making the rental payments instead of the lessee, as well as having use of the vehicle).

Novation
Novation, in contract law and business law, is the act of –

replacing an obligation to perform with another obligation; or

adding an obligation to perform; or

replacing a party to an agreement with a new party.

In international law, novation is the acquisition of territory by a sovereign state through "the gradual transformation of a right in territorio alieno [in foreign territory] into full sovereignty without any formal and unequivocal instrument to that effect intervening".