the-french-artist/wikipedia_20220301.simple_sentence_embeddings huggingface dataset:
John Lewis 
 When he went to visit relatives in the Northern US, he learned that places there were integrated and served Black people and white people equally.
John Lewis 
 SNCC Digital Gateway: John Lewis, Documentary website created by the SNCC Legacy Project and Duke University, telling the story of the Student Nonviolent Coordinating Committee and grassroots organizing from the inside-out
Yoshio Mochizuki 
 He served as a member of the House of Representatives in the Diet (national legislature) from 1996 to 2009, and from 2011 until his death in 2019.
Tadamori Oshima 
 He is a member of the Liberal Democratic Party and the Speaker of the House of Representatives in the Diet (national legislature).
House of Councillors (Japan) 
 The House of Councillors has 242 members who each serve six-year terms, two years longer than those of the House of Representatives.
House of Councillors (Japan) 
 Councillors must be at least 30 years old, compared with 25 years old in the House of Representatives.
Akiko Santō 
 He is a member of the Liberal Democratic Party and a member of the House of Councillors in the Diet (national legislature).
Azuma Koshiishi 
 He was a member of the House of Councillors in the Diet, and general secretary of the ruling Democratic Party.
Azuma Koshiishi 
 He was elected to the House of Representatives of Japan in 1990, where he served for two terms until 1996 when he failed to be re-elected.
Yukio Edano 
 He was Chief Cabinet Secretary and Minister of Economy, Trade and Industry in the Democratic Party of Japan (DPJ) between 2010 and 2012.
2021 Japanese general election 
 It was the first general election in the Reiwa era, ending the nine-year Shinzo Abe era and a controversial Suga Cabinet.
Jaye P. Morgan 
 Jaye P. Morgan (known as Mary Margaret Morgan; December 3, 1931 – October 9, 2021) is an American popular music singer, actress, and game show panelist.
Jaye P. Morgan 
 In 1961, Morgan was cast as Sally Dwight in the episode "Money and the Minister" of the CBS anthology series, General Electric Theater, hosted by Ronald Reagan.
Jaye P. Morgan 
 She appeared as Magda Valentine in the movie The All-American Boy, and continued to play small roles in movies such as Loose Shoes (1980), Night Patrol (1984) and Home Alone 2: Lost in New York (1992).
Cortez, Colorado 
 Cortez is a Home Rule Municipality that is the county seat and the most populous municipality of Montezuma County, Colorado, United States.
Jimmy Dean 
 Jimmy Ray Dean (August 10, 1928 – June 13, 2010) was an American country music singer, television host, actor, and businessman.
Jimmy Dean 
 His best known hit was "Big Bad John" and he was known for his 1963 television series The Jimmy Dean Show.
Henrico County, Virginia 
 Henrico County (formerly Henrico Shire) , officially the County of Henrico, is a county in the Commonwealth of Virginia in the United States.
Greg Kirk 
 He was a member of the Georgia State Senate from the 13th District, representing, from 2014 until his death.
Jules Deelder 
 Jules Anton Deelder (24 November 1944 – 19 December 2019) was a Dutch poet, spoken word poet and writer.
Jules Deelder 
 He was well known in the Netherlands for his live performances and appearances in Dutch popular media.
Leandro Despouy 
 Leandro Despouy (April 4, 1947 – December 18, 2019) was an Argentine human rights lawyer and politician.
Leandro Despouy 
 He was the United Nations Commission on Human Right's Special Rapporteur on the Independence of Judges and Lawyers from August 2003 until July 2009.
Alain Barrière 
 Alain Barrière (born Alain Bellec; 18 November 1935 – 18 December 2019) was a Breton-French pop singer.
Alain Barrière 
 He was active from the 1950s until his death and was known for participating in the 1963 Eurovision Song Contest for his hit song "Elle était si jolie".
Bill Schulz (politician) 
 He was an Independent candidate for Governor of Arizona in the 1986 gubernatorial election, and was the Democratic nominee against Barry Goldwater in the 1980 U.S. Senate election.
Mount Nebo 
 It is mentioned in the Hebrew Bible as the place where Moses was granted a view of the Promised Land.
Dwarf Fortress 
 Dwarf Fortress (also known as Slaves to Armok: God of Blood Chapter II: Dwarf Fortress) is an indie game created by Tarn and Zach Adams.
Dwarf Fortress 
 After this, they are presented with a world made to their liking and can accept it or generate another.
Dwarf Fortress 
 Among other things, the player is able to construct buildings, create a military, and designate areas for mining.
Dwarf Fortress 
 The two programmed various computer games including Slaves to Armok: God of Blood, a role-playing game focused around killing goblins.
Dwarf Fortress 
 Using much of the system created for Armok and inspiration from their mining game Mutant Miner, they began work on Dwarf Fortress in 2002.
Dwarf Fortress 
 The game has been in development since 2006, with frequent updates on progress and planned features.
Golden Child (band) 
 Golden Child (; abbreviated as GNCD or GolCha) is a South Korean boy band formed on 2017 by Woollim Entertainment.
Kenshi Yonezu 
 He began his music career in Vocaloid as Hachi, and grows up to one of the most successful singer-writer in Japan.
Wilhelm Helms 
 Helms was known for his 1972 party switch that threatened to collapse the government of Chancellor Willy Brandt.
Hans Kornberg 
 Sir Hans Leo Kornberg, FRS (14 January 1928 – 16 December 2019) was a German-born British-American biochemist.
Hans Kornberg 
 He was Sir William Dunn Professor of Biochemistry in the University of Cambridge from 1975 to 1995, and Master of Christ's College, Cambridge from 1982 to 1995.
Matti Ahde 
 He was the Minister of the Interior (1982–1983), Minister of the Environment (1983–1987) and Speaker of the Parliament (1987–1989).
Speaker of the Parliament of Finland 
 The speaker of the Parliament of Finland (Finnish eduskunnan puhemies, Swedish riksdagens talman), along with two deputy speakers, is elected by Parliament during the first plenary session each year.
Matti Vanhanen 
 He was also Chairman of the Centre Party, and in the second half of 2006 he was President of the European Council.
Francisco Brennand 
 Francisco Brennand, or Francisco de Paula de Almeida Brennand, (June 11, 1927 – December 19, 2019) was a Brazilian sculptor.
Francisco Brennand 
 Brennand died on December 19, 2019, in Recife of respiratory tract infection-related problems at the age of 92.
George Metallinos 
 Γεώργιος Μεταλληνός; 11 March 1940 – 19 December 2019) was a Greek theologian, priest, historian, author and professor.
George Metallinos 
 In 1971, he was ordained a member of the clergy and became Doctor of Theology (University of Athens) and Doctor of Philosophy - History (University of Cologne).
George Metallinos 
 In 1984 he became Professor at the School of Theology of the University of Athens, teaching History of Spirituality during the Post-Byzantine Period, History and Theology of Worship, and Byzantine History.
George Metallinos 
 ''The Importance of Hesychasm in the History of the Roman Nation by Protopresbyter George Metallinos.
Shahdon Winchester 
 Shahdon Shane Andre Winchester (8 January 1992 – 19 December 2019) was a Trinidadian professional footballer.
Shahdon Winchester 
 Winchester was one of four people killed in a car crash on 19 December 2019 in Gasparillo, catching on fire, aged 27.
Alba Zaluar 
 Zaluar worked as invited professor in the State University of Campinas, and as professor in the Federal University of Rio de Janeiro, where she coordinated the "Núcleo de Pesquisas da Violência" (NUPEVI), located in the Institute of Social Medicine.
William S. McFeely 
 William Shield McFeely (September 25, 1930 – December 11, 2019) was an American historian and educator.
William S. McFeely 
 He retired as the Abraham Baldwin Professor of the Humanities emeritus at the University of Georgia in 1997.
William S. McFeely 
 McFeely died of idiopathic pulmonary fibrosis on December 11, 2019 at his home in Sleepy Hollow, New York at the age of 89.
Black Power 
 Black Power is a political slogan and a name for many ideologies that are pro-African-American identity.
Clive Lewis (politician) 
 He has been the Member of Parliament (MP) for Norwich South since winning the seat at the 2015 general election.
Clive Lewis (politician) 
 Lewis was appointed by Jeremy Corbyn's Shadow Cabinet as Shadow Secretary of State for Defence in June 2016, and later appointed Shadow Secretary of State for Business, Energy and Industrial Strategy in the October 2016 reshuffle.
Clive Lewis (politician) 
 In December 2019, Lewis announced his candidacy for Leader of the Labour Party in the 2020 leadership election.
Lisa Nandy 
 She was Shadow Secretary of State for Energy and Climate Change from September 2015 until June 2016.
Lisa Nandy 
 Out of three candidates she came in third place and received 79,597 votes, representing 16.2% of the total vote.
Lisa Nandy 
 A day after the 2020 Labour Party leadership election on 5 April 2020, the winning candidate, Keir Starmer, appointed Nandy in the shadow cabinet in the role of Shadow Secretary of State for Foreign and Commonwealth Affairs.
Keir Starmer 
 Sir Keir Rodney Starmer  (born 2 September 1962) is a British politician who has served as leader of the Labour Party and Leader of the Opposition since 2020.
Keir Starmer 
 He has been the Member of Parliament (MP) for Holborn and St Pancras since 2015, having been re-elected in both 2017 and 2019.
Keir Starmer 
 Starmer was the Shadow Secretary of State for Exiting the European Union in Jeremy Corbyn's Shadow Cabinet.
Keir Starmer 
 On 4 April 2020, Starmer was elected as leader of the Labour Party and thus Leader of the Opposition.
Jonathan Ashworth 
 Jonathan Michael Graham Ashworth (born 14 October 1978) is a British Labour and Co-operative Party politician.
Jonathan Ashworth 
 He has been a Member of Parliament for Leicester South since 2011, and is the current Shadow Secretary of State for Health and Social Care.
Dan Jarvis 
 From 1997 to 2011, he was in the Parachute Regiment, before being elected as the Member of Parliament (MP) for Barnsley Central in a by-election in 2011.
Jess Phillips 
 In January 2020, Phillips briefly ran for Leader of the Labour Party in the 2020 leadership election.
Rob Burrow 
 Robert Geoffrey Burrow (born 26 September 1982) is an English former professional rugby league footballer.
Rob Burrow 
 He won a total of 8 Super League championships, two Challenge Cups, been named to the Super League Dream Team on three occasions and won the Harry Sunderland Trophy twice.
Ezio Bosso 
 Ezio Bosso (; 13 September 1971 – 15 May 2020) was an Italian composer, classical musician and conductor.
Ezio Bosso 
 On October 30, 2015 his first major studio album, The 12th Room, was released and peaked at number three on the Italian FIMI albums chart.
Ezio Bosso 
 Bosso has won several awards for his compositions, including the Australian Green Room Award, the Syracuse NY Award and two David di Donatello Awards.
Marián Čišovský 
 On 5 August 2010 he scored the qualification goal in 93rd minute against MyPa in Europa League making it 3–3.
Rickey Dixon 
 Rickey Dixon (December 26, 1966 – August 1, 2020) was an American cornerback  and special teams player.
Rickey Dixon 
 He played for the Oklahoma Sooners and later the National Football League’s Cincinnati Bengals and Los Angeles Raiders.
Vic Gilliam 
 He was in the Oregon House of Representatives from the 18th District from his appointment in January 2007 until his resignation in January 2017.
Euan MacDonald 
 MacDonald created The Euan MacDonald Centre for Motor Neurone Disease Research in 2007 in partnership with the University of Edinburgh.
Paul Shrubb 
 Shrubb was diagnosed with motor neurone disease in January 2006 and was given two years to live by doctors.
Harmonic series (mathematics) 
 Its name comes from the idea of harmonics in music: the wavelengths of the overtones of a vibrating string are , , , etc.,
Harmonic series (mathematics) 
 Apart from the first term, every term of the series is the harmonic mean of the terms either side of it.
Harmonic series (mathematics) 
 The fact that the harmonic series diverges was first proven in the 14th century by Nicole Oresme, but was forgotten.
Harmonic series (mathematics) 
 In the Baroque period architects used them in the proportions of floor plans, elevations, and in the relationships between architectural details of churches and palaces.
Harmonic series (mathematics) 
 One way to prove divergence is to compare the harmonic series with another divergent series, where each denominator is replaced with the next-largest power of two:
Harmonic series (mathematics) 
 Each term of the harmonic series is greater than or equal to the corresponding term of the second series, and therefore the sum of the harmonic series must be greater than or equal to the sum of the second series.
Harmonic series (mathematics) 
 This proof, proposed by Nicole Oresme in around 1350, is considered to be a high point of medieval mathematics.
Harmonic series (mathematics) 
 It is possible to prove that the harmonic series diverges by comparing its sum with an improper integral.
Harmonic series (mathematics) 
 Each rectangle is 1 unit wide and  units high, so the total area of the infinite number of rectangles is the sum of the harmonic series:
Harmonic series (mathematics) 
 Since this area is entirely contained within the rectangles, the total area of the rectangles must be infinite as well.
Harmonic series (mathematics) 
 Leonhard Euler proved both this and also that the sum which includes only the reciprocals of primes also diverges, that is:
Harmonic series (mathematics) 
 The alternating harmonic series, while conditionally convergent, is not absolutely convergent: if the terms in the series are systematically rearranged, in general the sum becomes different and, dependent on the rearrangement, possibly even infinite.
Harmonic series (mathematics) 
 The alternating harmonic series formula is a special case of the Mercator series, the Taylor series for the natural logarithm.
Harmonic series (mathematics) 
 Either the integral test or the Cauchy condensation test shows that the -series converges for all  (in which case it is called the over-harmonic series) and diverges for all .
Harmonic series (mathematics) 
 The value of the sum for  is called Apéry's constant, since Roger Apéry proved that it is an irrational number.
Harmonic series (mathematics) 
 where the  are independent, identically distributed random variables taking the values +1 and −1 with equal probability , is a well-known example in probability theory for a series of random variables that converges with probability 1.
Harmonic series (mathematics) 
 The fact of this convergence is an easy consequence of either the Kolmogorov three-series theorem or of the closely related Kolmogorov maximal inequality.
Harmonic series (mathematics) 
 Byron Schmuland of the University of Alberta further examined the properties of the random harmonic series, and showed that the convergent series is a random variable with some interesting properties.
Harmonic series (mathematics) 
 In particular, the probability density function of this random variable evaluated at +2 or at −2 takes on the value ..., differing from  by less than 10−42.
Harmonic series (mathematics) 
 The depleted harmonic series where all of the terms in which the digit 9 appears anywhere in the denominator are removed can be shown to converge and its value is less than 80.
Harmonic series (mathematics) 
 In fact, when all the terms containing any particular string of digits (in any base) are removed the series converges.
Harmonic series (mathematics) 
 This is because it is a divergent series even though the terms of the series get smaller and go towards zero.
Harmonic series (mathematics) 
 Suppose that a worm crawls along an infinitely-elastic one-meter rubber band at the same time as the rubber band is uniformly stretched.
Harmonic series (mathematics) 
 If the worm travels 1 centimeter per minute and the band stretches 1 meter per minute, will the worm ever reach the end of the rubber band?
Harmonic series (mathematics) 
 The answer, counterintuitively, is "yes", for after  minutes, the ratio of the distance travelled by the worm to the total length of the rubber band is
Harmonic series (mathematics) 
 Because the series gets arbitrarily large as  becomes larger, eventually this ratio must exceed 1, which implies that the worm reaches the end of the rubber band.
Harmonic series (mathematics) 
 However, the value of  at which this occurs must be extremely large: approximately , a number exceeding 1043 minutes (1037 years).
Harmonic series (mathematics) 
 The Jeep problem asks how much total fuel is required for a car with a limited fuel-carrying capacity to cross a desert leaving fuel drops along the route.
Harmonic series (mathematics) 
 The distance the car can go with a given amount of fuel is related to the partial sums of the harmonic series, which grow logarithmically.
Harmonic series (mathematics) 
 The block-stacking problem: given a collection of identical dominoes, it is possible to stack them at the edge of a table so that they hang over the edge of the table without falling.
Harmonic series (mathematics) 
 The counterintuitive result is that they can be stacked in a way that makes the overhang as large as you want.
Harmonic series (mathematics) 
 The swimmer starts crossing a 10-meter pool at a speed of 2 m/s, and with every crossing, another 2 m/s is added to the speed.
Harmonic series (mathematics) 
 In theory, the swimmer's speed is unlimited, but the number of pool crosses needed to get to that speed becomes very large; for instance, to get to the speed of light (ignoring special relativity), the swimmer needs to cross the pool 150 million times.
Harmonic series (mathematics) 
 Contrary to this large number, the time needed to reach a given speed depends on the sum of the series at any given number of pool crosses:
New England (New South Wales) 
 New England or New England North West is the name given to a generally undefined region in the north of the state of New South Wales, Australia.
New England (New South Wales) 
 It is about  inland, that includes the Northern Tablelands (or New England Tablelands) and the North West Slopes regions.
Ward Just 
 Just died on December 19, 2019 in Plymouth, Massachusetts of problems caused by Lewy body dementia, aged 84.
Fazle Hasan Abed 
 Abed died on 20 December 2019 at a Dhaka hospital from respiratory failure caused by glioblastoma, aged 83.
Eduard Krieger 
 Eduard "Eddie" Franz Krieger (16 December 1946 – 20 December 2019) was an international Austrian footballer.
Eduard Krieger 
 After a play at Dutch side VVV-Venlo, Krieger returned to Austria to finish his career at LASK Linz.
Yuri Pshenichnikov 
 Yuri Pavlovich Pshenichnikov (Russian: Юрий Павлович Пшеничников; 2 June 1940 – 20 December 2019)  was an Uzbek-born Soviet-Russian football goalkeeper and coach.
Daniel Selvaraj 
 He received the Tamil Nadu Government's literary award for the best Novel for 2011 for his work on tannery workers of Southern Tamil Nadu titled "Thol".
Daniel Selvaraj 
 Selvaraj died on 20 December 2019 from an illness at a private hospital in Chennai at the age of 81.
Daniel Selvaraj 
 Thole (2010) - Awarded best novel of the year by the Tamil Nadu Government - Presented by the Hon Chief Minister Dr. J. Jayalalitha on April 13, 2012
Preity Zinta 
 She also got a lot of credit for her roles in films such as  Chori Chori Chupke Chupke (2001), Dil Chahta Hai (2001), Dil Hai Tumhaara (2002), and Armaan (2003), and she especially won the Filmfare Award for Best Actress for her performance in the drama Kal Ho Naa Ho (2003).
Preity Zinta 
 She also played leading roles in the science fiction film Koi... Mil Gaya (2003) and the romantic drama Veer-Zaara (2004), which were the two consecutive top-grossing films in India for her.
Preity Zinta 
 She also played other roles like a modern Indian woman in both Salaam Namaste (2005) and Kabhi Alvida Naa Kehna (2006), which were the highest grossing productions in the overseas markets.
Thomas Chandy 
 Chandy died of stomach cancer at a hospital in Ernakulam, Kerala on 20 December 2019 at the age of 72.
Chuck Peddle 
 Charles Ingerham “Chuck” Peddle (November 25, 1937 – December 15, 2019) was an American electrical engineer.
Chuck Peddle 
 He was best known as the main designer of the MOS Technology 6502 microprocessor, as well as the KIM-1 SBC (single-board computer) and the Commodore PET PC (personal computer).
Chuck Peddle 
 Peddle died at the age of 82 on December 15, 2019 at his Santa Cruz, California home of pancreatic cancer.
Verka Serduchka 
 Andriy Mykhailovych Danylko (; ; born 2 October 1973), better known for his drag stage name Verka Serduchka (; ), is a Ukrainian comedian, actor and pop and dance singer.
Carlos Rosenkrantz 
 He is a member of the Supreme Court of Argentina since August 2016, nominated by president Mauricio Macri's.
Winamac, Indiana 
 Winamac is a town in the Monroe Township in Pulaski County in the state of Indiana, in the United States.
The Karate Kid Part III 
 The Karate Kid Part III is a 1989 American martial arts drama movie and the second sequel to The Karate Kid (1984).
The Karate Kid Part III 
 The movie stars Ralph Macchio, Pat Morita, Robyn Lively, and Thomas Ian Griffith in his movie debut.
The Karate Kid Part III 
 As was the case with the first two movies in the series, it was directed by John G. Avildsen and written by Robert Mark Kamen, with stunts choreographed by Pat E. Johnson and the music composed by Bill Conti.
The Karate Kid Part III 
 In the movie, the returning John Kreese, with the help of his best friend Terry Silver, attempts to gain revenge on Daniel and Mr. Miyagi which involves hiring a ruthless martial artist and harming their relationship.
Gurnard, Isle of Wight 
 Gurnard's main street features a pub (Portland Inn), Doughty Newnham Chartered Surveyors office (a company of measurers and mapmakers), a few shops, and a few houses.
Gurnard, Isle of Wight 
 The west end of the beach is called Gurnard Marsh and there is a stream called "The Luck" flows into the Solent.
Gurnard, Isle of Wight 
 The land washed away into the ocean, however, and the remains of the fort were lost and forgotten until a nearby Roman home was dug up in 1864, when the fort was found.
Gurnard, Isle of Wight 
 Transport is provided by the former Wightbus route 32 to and from Cowes, now run by Southern Vectis.
Fluminense de Feira Futebol Clube 
 Fluminense de Feira Futebol Clube, usually known as Fluminense de Feira, or Touro, is a Brazilian football club from Feira de Santana, Bahia, Brazil, founded on January 1, 1941.
Fluminense de Feira Futebol Clube 
 The club was founded by a group of youngs who were fans of Rio de Janeiro's Fluminense, kept as nuclei of the namesake carioca.
Fluminense de Feira Futebol Clube 
 Its home is the Joia da Princesa stadium, a municipal stadium also located in Feira de Santana, with people capacity 16,274, according to the national football stadium register (CNEF).
Orsinian Tales 
 In the stories, Le Guin shows that these emotions should not be controlled by society, rules, or the State.
Orsinian Tales 
 Orsinia"is in Le Guin's earliest writings, Le Guin invented Orsinia when she was a young adult learning to write.
Orsinian Tales 
 The names Orsinia and Ursula both come from the Latin word ursus meaning "bear" (ursula = diminutive of ursa "female bear"; ursinus = "bear-like").
Sound Transit 
 Sound Transit (ST), officially the Central Puget Sound Regional Transit Authority, is the public transit system in Seattle, Washington, United States.
Sound Transit 
 Sound Transit gets its money from sales tax, property tax, and a fee on license plate stickers ("car tabs").
Anri Sakaguchi 
 Sakaguchi was born in Tokyo, She graduated from Shōtō Kindergarten, Seijo Gakuen Primary School, Seijo Gakuen Junior High School and High School, and Horikoshi High School.
Anri Sakaguchi 
 Sakaguchi's mother is actress Ryoko Sakaguchi, her father was formerly a real estate company executive, her stepfather is the professional golfer Tateo Ozaki.