the-french-artist/wikipedia_20220301.simple_sentence_embeddings huggingface dataset:
Blacks and Whites' Carnival 
 In 1926 the Great Parade began, full of colorful and giant floats, and people began playing with streamers and confetti.
Blacks and Whites' Carnival 
 Carnival Remate (Finish) happens by celebrating "Cuy's day", when locals and tourists delight in the typical dish of the region.
Le Corbusier 
 Charles-Edouard Jeanneret-Gris (birth name), (6 October 1887 – 27 August 1965), known by the popular name of Le Corbusier, was an architect and writer born in Switzerland.
Le Corbusier 
 Soon, he opened his own architectural business with his cousin, and they worked together until 1940.
Le Corbusier 
 After this, he began designing apartments that could be stacked on top of each other, to house people and meet their needs.
Le Corbusier 
 Le Corbusier began to dislike capitalism, and said that people's house size should depend on the size of their family, and not by how rich they were.
Le Corbusier 
 Le Corbusier said that buildings should built with transportation, especially the car, in consideration.
Le Corbusier 
 He was one of the first architects to suggest this, and now almost every city planner considers this when designing a building.
Anna Karenina 
 She loves her son very, very, much, and this is one of the biggest reasons why she is afraid of running away with Vronsky.
Anna Karenina 
 She thinks that Karenin loves to pretend, and this is one of the greatest reasons why she does not like him.
Anna Karenina 
 His head begins to become bald, he loses at horse games, and he does not care about Kitty's feelings.
Anna Karenina 
 Anna Karenina (1997 movie), a 1997 British-American production filmed in St. Petersburg, Russia, by director Bernard Rose with Sophie Marceau as Anna Karenina.
Anna Karenina 
 Anna Karenina (2012 movie),  a 2012 British production movie directed by Joe Wright adapted by Tom Stoppard.
Anna Karenina (disambiguation) 
 This version featured significant changes from the novel and had two different endings, with a happy one for American audiences.
Anna Karenina (disambiguation) 
 1935: Anna Karenina (1935 movie), the most famous and critically acclaimed version, starring Greta Garbo and Fredric March and directed by Clarence Brown.
Anna Karenina (disambiguation) 
 1948: Anna Karenina (1948 movie) starring Vivien Leigh, Ralph Richardson and directed by Julien Duvivier.
Anna Karenina (disambiguation) 
 1961: Anna Karenina (TV programme), a BBC Television adaptation directed by Rudolph Cartier, starring Sean Connery and Claire Bloom.
Anna Karenina (disambiguation) 
 1985: Anna Karenina (1985 movie), a TV Movie starring Jacqueline Bisset and Christopher Reeve, directed by Simon Langton.
Anna Karenina (disambiguation) 
 1997: Anna Karenina (1997 movie), the first US version to be filmed on location in Russia, directed by Bernard Rose and starring Sophie Marceau and Sean Bean.
Anna Karenina (disambiguation) 
 2007: Anna Karenina (2007 opera), an American opera with music by David Carlson from a libretto by Colin Graham which premiered in April 2007 at Florida Grand Opera starring Kelly Kaduce as Anna.
Prada 
 Mario Prada did not believe that women should have a role in business and prevented any female family members from joining his company.
Prada 
 However when he died in 1958, his son had no interest in running the company so his daughter, Luisa Prada, took over and ran the company until 1978.
Prada 
 Miu Miu is a second clothing, which is often simpler, and fits with the 'high' image of vintage items.
Prada 
 After many other fashion companies started to buy or join with many other fashion companies, Prada tried to do the same thing.
Prada 
 Jil Sander was sold to 'Change Capital Partners', which is run by Luc Vandevelde (the chairman of Carrefour).
Prada 
 In May 2007, Prada and mobile phone maker LG Electronics worked together to make the LG Prada (KE850) phone.
Prada 
 The foundation also has a special gallery for photographs in the Galleria Vittorio Emanuele II in Milan and a site in Venice at the Palazzo Corner della Regina,
Prada 
 Prada has paid for several famous architects, the most famous are Rem Koolhaas and Herzog & de Meuron, to make their shops around the world.
Prada 
 In 2005, near the West Texas towns, Valentine and Marfa, two Scandinavian artists, Emily Milne and Zoe Brown, opened 'Prada Marfa', a sculpture of a Prada mini-boutique.
Prada 
 The building does not actually sell clothes, but there are clothes in the window, as this is just for art.
Prada 
 A book named The Devil Wears Prada was made in 2003, about an 'evil' boss who is selfish and vain, wearing designer clothes, like Prada.
Cross section (geometry) 
 In geometry the correct definition of cross section is: the intersection of a body in 2-dimensional space with a line, or of a body in 3-dimensional space with a plane.
Cross section (geometry) 
 A cross section, or section is also an orthographic projection of a 3-dimensional object from the position of a plane through the object.
Space (physics) 
 The standard space interval, called a metre (or meter), is defined as the distance traveled by light in a vacuum during a time interval of about 1/300,000,000 of a second.
Space (physics) 
 Before Einstein's work on relativistic physics, time and space were viewed as independent dimensions.
Space (physics) 
 Einstein's discoveries have shown that due to relativity of motion space and time can be mathematically combined into space-time.
Horace 
 Quintus Horatius Flaccus (December 8, 65 BC - November 27, 8 BC), known to English speakers as Horace, was a famous poet in the Roman Empire.
Horace 
 Horace was incredibly proud of his father, and said he felt no shame in being the son of a freedman.
Horace 
 When the war was over, Horace returned to Italy to find that other people were living in his apartment.
Horace 
 Carpe diem - Pluck the day (Seize the day is the common translation, though it is incorrect in terms of translation and usage).
Horace 
 Some of Horace's poems are difficult to translate because of their syntax, grammar and structure, which is sometimes very different to modern languages.
Space 
 Space, Space music, or Space jam - free musical improvisation, with or without melody, often using non-tonal sounds, see:
Physical object 
 In physics, a physical object (or body) is a collection of masses, which you look at as one object only.
Physical object 
 In general language it is usual for "object" to mean a physical boundary {border}, but a "system" to mean a group of connected objects.
Body (disambiguation) 
 Body (metaphysics), some sort of inert physical matter subject to the whims of volition and in kind to physical law
Body (disambiguation) 
 Professional body, an organization, usually non-profit, that exists to further a particular profession
Body (disambiguation) 
 Body, the largest part of an instrument, including solid body guitars and the sound box of many other instruments
Ebisu 
 Ebisu (恵比須, 恵比寿, 夷, 戎), also known as Yebisu or Hiruko (蛭子) or Kotoshiro-nushi-no-kami (事代主神), is the Japanese god of fishermen, good luck and working men, and also the guardian of the health of children.
Ebisu 
 He was the first child of Izanagi and Izanami, born without bones (or, in some stories, without arms and legs) because of his mother's mistake in her marriage.
Ebisu 
 He remains slightly crippled and deaf, but is still joyful (which is why he has the title, "The Laughing God").
Ebisu 
 He is often shown wearing a tall hat — the Kazaori Eboshi (風折烏帽子) — holding a fishing rod and a large sea bass.
Dominican peso 
 Its official name is Peso oro and its symbol is "$" with RD in front of it (RD$) to differentiate it from other pesos or dollars.
Dominican peso 
 The peso oro was introduced in 1937, although the US dollar continued to be used alongside the peso oro until 1947.
Permutation 
 A permutation can be changed into another permutation by simply switching two or more of the objects.
Permutation 
 The factorial has special application in defining the number of permutations in a set which does not include repetitions.
Permutation 
 For example, if we have three fruit: an orange, apple and pear, we can eat them in the order mentioned, or we can change them (for example, an apple, a pear then an orange).
Permutation 
 In a similar manner, the number of arrangements of r items from n objects is considered a partial permutation.
1 E6 m² 
 To help in showing the sizes of different geographic regions, areas between 1 km² (100 hectares) and 10 km² (1000 hectares) are listed below.
Lipid 
 A very important biological function of lipids is as lipid bilayers, the basis of many cell membranes.
Lipid 
 Lipids are a group of naturally occurring molecules that include fats, waxes, sterols, fat-soluble vitamins (such as vitamins A, D, E, and K), glycerides, phospholipids, and others.
Lipid 
 The main biological functions of lipids include storing energy, signalling, and acting as components of cell membranes.
Group theory 
 In mathematics and abstract algebra, group theory studies a type of algebraic structure called a group.
Group theory 
 Group theory is often used in mathematics as a starting point for the study of many algebraic structures, such as a set of numbers along with its addition and multiplication.
Group theory 
 Because group theory is also useful for studying symmetry in nature and abstract systems, it has many applications in physics and chemistry.
Group theory 
 There is also a binary operation which combines any two elements of G and results in another element of G. This new element may be different from either of the original two, but it does not have to be: it only has to be an element of G. To be a group, the following four conditions must be true of G and the operation defined over G:
Group theory 
 If an operation is used on any elements in the group, the element that is formed will also be part of the group.
Group theory 
 It is called the identity element, often written as e. If the operation is used with the identity element and another element, the other element will not change.
Group theory 
 There exists an element e in G, such that for all elements a in G, the equation e • a = a • e = a holds.
Group theory 
 Associativity: When there are many operations, it does not matter in what order they are done, the result will be the same.
Group theory 
 For each a in G, there exists an element b in G such that a • b = b • a = e, where e is the identity element.
Group theory 
 An important fact about groups is that when two elements are combined using the operation, the order of the elements matters.
Group theory 
 However, if the order of a and b actually does not matter (for any a and b, we always have a • b = b • a), then the group is called an abelian group (or commutative group).
Group theory 
 Closure: For any two integers a and b in G, a + b is also in G. For example, 3 and 5 are integers; and if we add them together, we see that 8 is an integer too.
Group theory 
 Identity element: For any integer a in G, a + 0 = a. So 0 is the identity element of G. For example, 69+0 is still 69.
Group theory 
 For example, 7÷3 is different from 3÷7 (and neither of these results is an integer), and 73 is different from 37.
Group theory 
 Therefore, not all combinations of number sets and mathematical operations can form an abelian group—or even a group at all.
St. Vartan Cathedral 
 St. Vartan Cathedral is the first cathedral of the Armenian Apostolic Church to be constructed in North America.
Margherita of Savoy 
 Margherita of Savoy or Margaret of Savoy (born November 20, 1851 in Turin, died January 4, 1926 in Bordighera), was an Italian queen of the Kingdom of Italy during the reign (1878-1900) of her husband, Humbert I.
Margherita of Savoy 
 Margherita supported artists and writers,and the Red Cross, and founded cultural institutions, like the Società del Quartetto, and the Casa di Dante.
Margherita of Savoy 
 After the pizza, a Peak was named like the queen, and then in 2007, the third highest mountain in Africa.
Margherita of Savoy 
 Prince Victor Emmanuel of Savoy (future king of Italy) (I11 November 1869 – 28 December 1947) married Princess Elena of Montenegro and had children.
Consonance and dissonance 
 In music, consonance and dissonance are words which are used to describe certain musical intervals or chords.
Consonance and dissonance 
 It sounds as if it wants to move on to a consonant interval (this is called "resolving" onto a consonant chord).
Consonance and dissonance 
 The chord C - Dsharp - Fsharp is a dissonant interval: it is full of tension, and it sounds as if it wants to "resolve" onto C - E - G.
Consonance and dissonance 
 Scientifically a consonant interval is one in which the two notes vibrate at frequencies which have a simple mathematical relationship, e.g. in two notes which are an octave apart the higher note vibrates exactly twice as fast.
Carpe diem 
 To compensate for that there were the concepts of Carpe diem (There is little time left, use it as best you can), Vanitas (Vanity; things are not what they seem), and Memento mori (Remember you will die).
Carpe diem 
 A better translation of the phrase would probably be pluck the day (as a fruit might be plucked from a tree).
Gustav Heinemann 
 Gustav Walter Heinemann (born 23 July 1899 in Schwelm; died 7 July 1976 in Essen) was a German politician.
Schwelm 
 Schwelm is a town in the district of Ennepe-Ruhr Rural District the state of North Rhine-Westphalia.
Schwelm 
 Schwelm is in the southeast of the "Ruhrgebiet", the Ruhr Area of Germany, between Westphalia and the "Bergisches Land".
Schwelm 
 The city of Schwelm was officially established in 1496 and became seat of the Ennepe-Ruhr district in 1929.
Schwelm 
 Schwelm is home to the "Brauerei Schwelm", the Schwelm Brewery, one of the few remaining private breweries in Germany.
Schwelm 
 It was started in 1830 by Haarmann & Kathagen, the brewery was one of the first worldwide to switch from wooden to metal barrels.
Schwelm 
 The original office building of the brewery, the "Rietz'sche Haus" built in 1701, is still in use today.
Schwelm 
 Friedrich Christoph Müller (1751 in Allendorf (Lumba) - 1808): theologian and map maker (in Schwelm between 1785 and 1808)
Schwelm 
 Gustav Heinemann (July 23, 1899 - July 7, 1976): third president of the Federal Republic of Germany (from 1969 to 1974)
Schwelm 
 Johannes Joachim Degenhardt (January 31, 1926 - July 25, 2002): Cardinal and Archbishop of Paderborn
Bundesarbeitsgericht 
 The Bundesarbeitsgericht or Federal Labour Court is the German federal supreme court of appeals for cases of labour law.
Bundesarbeitsgericht 
 This includes "individual" labour law (mostly about contracts of employment) and "collective" (more than one) labour law (e.g. cases about strikes and collective bargaining).
Bundesarbeitsgericht 
 The court hears cases from the Landesarbeitsgerichte (Superior State Labour Courts), which, in turn, are the courts of appeals against decisions of the Arbeitsgerichte (ordinary State Labour Courts).
Bundessozialgericht 
 The Bundessozialgericht (German for Federal Social Court) is the German federal supreme court of appeals for social security cases.
Bundessozialgericht 
 The court was created on 11 September 1954 to hear cases about public health insurance, long-term care insurance, pension insurance and occupational accident insurance plans.
Bundessozialgericht 
 These cases usually start in the Sozialgerichte ("Social Courts"), then the Landessozialgerichte  ("Superior State Social Courts"), before the cases wind up at the Bundessozialgericht.
Federal Administrative Court of Germany 
 The Bundesverwaltungsgericht or Federal Administrative Court is one of the five federal supreme courts of Germany.
Federal Administrative Court of Germany 
 These cases are mainly arguments between people and the government, but sometimes are disputes between two different parts of government.
Federal Administrative Court of Germany 
 It hears appeals from the Oberverwaltungsgerichte, or Superior Administrative Courts, which, in turn, are the courts of appeals for decisions of the Verwaltungsgerichte (Administrative Courts).
Federal Administrative Court of Germany 
 Although cases about social security law and tax law are arguments between a person and the government, there are special courts for these matters.
Federal Administrative Court of Germany 
 The Bundessozialgericht is federal court of appeals for social security law, cases about tax and customs law are decided by the Finanzgerichte (Finance Courts), and lastly by the Bundesfinanzhof.
Federal Administrative Court of Germany 
 The Bundesverwaltungsgericht has its headquarters at the former Reichsgericht (Reich Court of Justice) building in Leipzig.
Santa María de Iquique School Massacre 
 The workers had been walking from saltpetre mines of Tarapacá, striking to get better life conditions.
Santa María de Iquique School Massacre 
 Military forces arrived, and without provocation General Silva Renard give the order to shoot the people there in front of school.
Grid 
 Grid in typography and page layout: planning a page using a grid of different-sized and -shaped rectangles on computer software
Skype 
 Skype () is a software program that uses the Internet to make telephone calls (using a technology called Voice over Internet Protocol (VoIP).
Skype 
 It was created in 2003 by the Swedish and Danish Niklas Zennström and Janus Friis, and is currently run by a company in Luxembourg called Skype Technologies S.A.R.L, which since 2011 is part of Microsoft. (
Skype 
 The Skype program works on computers Microsoft Windows, MacOS and Linux and is available as mobile apps for different platforms including iOS and Android.
Skype 
 October 2006: Skype 2.0 for Mac is released, the first full release of Skype with video for Macintosh.
Skype 
 December 2006: Skype announces a new pricing structure as of January 18, 2007, with connection fees for all SkypeOut calls* March 2007: Skype 3.1 is released, adding some new features, including Skype Find and Skype Prime.
Skype 
 Skype also released a 3.2 beta with a new feature called Send Money which allows users to send money via PayPal from one Skype user to another.
Skype 
 August 2007: Skype 3.5 for Windows released with additions such as inclusion of video content in chat, call transfer to another person or a group,
Skype 
 August 15, 2007: Skype 2.7.0.49 (beta) for Mac OS X released adding availability of contacts in the Mac Address Book to the Skype contact list, auto redial, contact groups, public chat creation, and an in-window volume slider to the call window.
Skype 
 November 2007: Skype users in London who use the 020 city code lost the phone numbers that connected to their Skype accounts after December 2007.
Skype 
 People can use the system safely without revealing their real-life identity to other users of the system, but there is no way to know that the person they communicate with is the one they say they are.
Wookieepedia 
 Wookieepedia (the Star Wars Wiki)  is an online encyclopedia for information on the Star Wars fictional universe—including information of all eleven films, as well as Expanded Universe.
Wookieepedia 
 It is a more specialized and useful wiki for those who wish to go farther than the basics in the Star Wars universe, and is almost entirely in-universe.
Chianti 
 It is produced in Tuscany in the famous area of "Chianti" inside the provinces of Arezzo, Florence, Pisa, Pistoia, Prato and Sienna.
Maxïmo Park 
 To Start off with, the four founding members played only a little amount small shows, with Archis Tiku on vocals, constantly switching the instruments he played.
Maxïmo Park 
 Singer Paul Smith was discovered by the then-girlfriend of drummer Tom English in a pub while he was singing along to a Stevie Wonder song.
Maxïmo Park 
 Having found someone with a stage presence, they started to write their first songs together, all despite the fact that the frontman never imagined himself as a frontman of a band.
Maxïmo Park 
 Around March 2004, a friend of the band's paid for 300 copies of a 7" red vinyl single "Graffiti" and later released a vinyl of their tracks ("The Coast Is Always Changing"/"The Night I Lost My Head") that they’d recorded in their house in Fenham.
Maxïmo Park 
 After some time of doing shows around their home town, Steve Beckett of the dance-electronic label Warp Records found one of these records and decided to sign Maxïmo Park to his record label.
Middle Kingdom of Egypt 
 The Middle Kingdom is the period in the history of ancient Egypt stretching from the establishment of the Eleventh Dynasty to the end of the Fourteenth Dynasty, roughly between 2030 BC and 1640 BC.
Middle Kingdom of Egypt 
 The period had two phases, the 11th Dynasty, which ruled from Thebes and the 12th and the following dynasties which revolved around el-Lisht.
Middle Kingdom of Egypt 
 These two dynasties were originally considered to be the full extent of this unified kingdom, but historians now  consider the 13th Dynasty to at least partially belong to the Middle Kingdom.
Middle Kingdom of Egypt 
 W. Grajetzki, The Middle Kingdom of Ancient Egypt: History,Archaeology and Society, Duckworth, London 2006
Thebes, Egypt 
 Thebes (, Thēbai) was a city in Ancient Egypt about 800 km south of the Mediterranean Sea, on the east bank of the river Nile ().
Thebes, Egypt 
 Strudwick, Nigel C., & Strudwick, Helen, Thebes in Egypt: A Guide to the Tombs and Temples of Ancient Luxor.
Politics of Germany 
 As well as setting out the rights of the people, it describes the jobs of the President, the Cabinet, the Bundestag, Bundesrat and the Courts.
Politics of Germany 
 The Federal Chancellor is the head of government, and of the majority group in the legislature (law making body) which is called the Bundestag.
Politics of Germany 
 The power to make federal law is given to the government and the two parts of parliament, the Bundestag and Bundesrat.
Politics of Germany 
 The ministers of the government are members of the parliament, and need parliamentary support to stay in power.
Politics of Germany 
 From 1949 to 1990, the main political parties were the Social Democratic Party of Germany (SPD) and the Christian Democratic Union (CDU), with its "sister party", the Christian Social Union of Bavaria (CSU).
Politics of Germany 
 After the reunification of Germany the Green Party and Alliance '90(Bündnis 90/Die Grünen) became more important and was in government between 1999 and 2005.
Politics of Germany 
 Other important political parties after reunification have been the PDS (Party of Democratic Socialism) which was based on East Germany's Socialist Unity Party of Germany.
Politics of Germany 
 The political system is set out in the 1949 constitution, the Grundgesetz (Basic Law), which stayed in effect after 1990's German reunification.
Politics of Germany 
 It also splits powers both between the federal and state levels and between the legislative (law-making), executive (government), and judicial (courts) branches.
Politics of Germany 
 The Bundeskanzler (Federal Chancellor) heads the Bundesregierung (Federal Cabinet) and thus the executive branch of the federal government.
Politics of Germany 
 The Chancellor cannot be removed from office during a 4-year term unless the Bundestag has agreed on a successor.
Politics of Germany 
 The small parties often joined together to vote against the government, but could never stay together and choose a new government.
Politics of Germany 
 Except in the periods 1969-72 and 1976-82, when the social democratic party of Chancellor Brandt and Schmidt came in second in the elections, the Chancellor has always been the candidate of the largest party.
Politics of Germany 
 Usually the largest party is helped by one or smaller more parties to get a majority in the parliament.
Politics of Germany 
 Between 1969-72 and 1976-82 the smaller parties decided not to help the largest party, but the second biggest party instead.
Politics of Germany 
 The Chancellor appoints a Vice-Chancellor (Vizekanzler), who is a member of his cabinet, usually the Foreign Minister.