OpenLLM-France/wikimedia huggingface dataset:
# Maximum City

Maximum City: Bombay Lost and Found is a narrative nonfiction book by Suketu Mehta, published in 2004, about the Indian city of Mumbai (also known as Bombay). It was published in hardcover by Random House's Alfred A. Knopf imprint. When released in paperback, it was published by Vintage, a subdivision of Random House.

## Reception

On Metacritic, the book received a 83 out of 100 based on 18 critic reviews, indicating "universal acclaim".

## Awards

Maximum City was a finalist for the Pulitzer Prize in 2005, and won the Kiriyama Prize, an award given to books that foster a greater understanding of the nations and peoples of the Pacific Rim and South Asia. It won the 2005 Vodafone Crossword Book Award. The Economist named Maximum City one of its books of the year for 2004. It was shortlisted for the 2005 Samuel Johnson Prize.

## Adaptation

In August 2019, it was reported that Anurag Kashyap will be the showrunner of franchise films based on the book. It will be produced by Ashok Amritraj.
# Womb (album)

Professional ratings :
| Aggregate scores ||
| Source | Rating |
| Metacritic | 72/100 |
| Review scores ||
| Source | Rating |
| AllMusic | |
| Exclaim! | 7/10 |
| Pitchfork | 7.3/10 |
| Clash | |
Womb (stylized in all caps) is the third studio album by Canadian electronic music duo Purity Ring. It was released through 4AD on April 3, 2020. It was preceded by the lead single "Stardew". The duo was scheduled to tour North America in support of the album from May to September 2020, but it was postponed to 2021 due to the COVID-19 lockdowns.

## Background

Prior to the announcement of the album, the duo launched a website containing a hidden maze that revealed the song "Pink Lightning". A press release stated that the album "chronicles a quest for comfort and the search for a resting place in a world where so much is beyond our control".

## Track listing

All tracks are written by Corin Roddick and Megan James. "Peacefall" co-written by Jonas Bjerre
Note
* The LP version includes a 50 second bonus "hidden" track on the B-side after "Stardew".

## Personnel

Purity Ring
* Megan James – vocals,
* Corin Roddick – production, mixing, engineering
Additional personnel
* Greg Calbi – mastering
* Steve Fallone – mastering
* Cecil Frena – engineering
* Eric Cheng – engineering
* Murray Nelson – artwork
* Chris Svensson – graphic design
* Tallulah Fontaine – illustrations

## Charts

Sales chart performance for Womb :
| Chart (2020) | Peak position |
| Scottish Albums (OCC) | 77 |
| US Billboard 200 | 195 |
| US Top Alternative Albums (Billboard) | 23 |
| US Top Dance/Electronic Albums (Billboard) | 1 |
# Aurelia Dobre

Aurelia Dobre (born 16 November 1972) is a former artistic gymnast and the 1987 world all-around champion. She is the 1987 world champion on the balance beam and the bronze medalist on the vault and floor exercise, as well, and scored five perfect 10s at these championships.
Dobre was also a member of the silver medal-winning Romanian teams at the 1988 Summer Olympics and the 1989 World Artistic Gymnastics Championships.
For years, Dobre was thought to be the youngest world all-around champion ever, having won her title at the age of 14 years and 352 days, until it was found that Olga Bicherova's age had been falsified at the 1981 World Championships, and that Bicherova had been 13 when she won her title.

## Post-retirement

She received an award at the Romanian Gymnastics Federation's 100-year anniversary celebration and was formally recognised as one of the Romanian gymnasts to have scored a perfect 10. In May 2016, she was inducted into the International Gymnastics Hall of Fame.
In 1991, Dobre moved to the United States and in 1992 married Iranian gymnastics coach Boz Mofid. They have four sons who are YouTube personalities: Cyrus, Darius, and twins Lucas and Marcus. Dobre was a choreographer and dance coach at the Dobre Gymnastics Academy in Maryland until 2020, when she decided to retire and close the gym.

## Competition History

| Year | Event | Team | VT | UB | BB | FX |
| Junior ||||||||
| 1982 | Bucharest v. Moscow | | | | | |
| 1983 | City of Popes Junior International | 8 | | | | |
| 1983 | Dynamo Spartakiade | | | | | |
| 1983 | Junior Balkan Championships | | | | | |
| 1983 | Junior ROM-GDR Dual Meet | | | | | |
| 1983 | ROM Championships (Category II) | | | | | |
| 1984 | Druzhba | | | | | 6 |
| 1984 | Moscow News | 4 | | 5 | | 7 |
| 1984 | Riga International | 4 | | 7 | 5 | 5 |
| 1984 | Avignon International | 4 | | | | |
| 1984 | Junior Romanian Championships | | | | | |
| 1984 | Romanian Cup | | | | | |
| 1985 | Druzhba | 11 | | | | |
| 1985 | Junior Balkan Championships | | | | | |
| 1985 | Avignon International | | | | | |
| 1985 | International Junior Championships | | | | | |
| Senior ||||||||
| 1986 | Avignon International | | | | | |
| 1986 | Junior European Championships | | | | | |
| 1986 | Junior FRA-ROM Dual Meet | | | | | |
| 1986 | Romanian Championships | | | | | |
| 1986 | ROM-CSSR Dual Meet | | | | | |
| 1987 | Dynamo Spartakiade | | | | | |
| 1987 | Romanian Championships | | | | | |
| 1987 | World Championships | | | 4 | | |
| 1987 | Chunichi Cup | 6 | 4 | 4 | | 8 |
| 1987 | Tokyo Cup | | | | | |
| 1988 | DTB Cup | 6 | 6 | | 6 | 6 |
| 1988 | Olympic Games | 2 | | 7 | | |
| 1988 | Chunichi Cup | 6 | 4 | 4 | | 8 |
| 1988 | Tokyo Cup | | | | | |
| 1989 | Rome Grand Prix | | | | | |
| 1989 | World Championships | | | | | |
| 1991 | World Professional Championships | | | | | 7 |
# Hugo Luz

Hugo Duarte de Sousa Luz (born 24 February 1982 in Faro, Algarve) is a Portuguese former professional footballer who played as a left-back.

## Honours

Porto
* Primeira Liga: 2002–03
Vaslui
* UEFA Intertoto Cup: 2008
* Cupa României runner-up: 2009–10
Farense
* Segunda Divisão: 2012–13
# Wonderful Night

"Wonderful Night" is a song by English big beat musician Fatboy Slim, released as a single from his album Palookaville. It features vocalist Lateef the Truthspeaker, credited mononymously as Lateef on the single release. The song is often played at Staples Center immediately after Los Angeles Clippers home wins and at Madison Square Garden during the second half of New York Knicks games. A shortened version of the song also appears on the video game Dance Dance Revolution Extreme 2. The song was edited for radio due to the brief coarse language used in the middle of the song.

## Critical reception

The song garnered mostly positive reviews from music critics. David Jeffries of Allmusic felt the song was one of the highlights of the album. Pitchfork's Johnny Loftus called the song's rhythm "concise," also praising Lateef's performance. Rolling Stone's review of "Palookaville" called the song "groovy."

## Music video

A music video for the song was released; it features tuxedo-clad dancers in and around an old-fashioned casino following a singer that turns into a werewolf.

## Use in media

The song is featured in Robots, Just My Luck and Flushed Away
The song was mashed with Here Comes Santa Claus in a J. C. Penney Christmas commercial in 2006.
The Song was also featured in Dance Dance Revolution Extreme 2 for the PlayStation 2, in: September 27, 2005.

## Charts

| Chart (2004) | Peak position |
| Scotland (OCC) | 65 |
| UK Singles Chart | 51 |
| UK Dance (OCC) | 12 |
# Roman Najuch

Roman Najuch (15 February 1893 – 1967) was a professional tennis player and teacher based in Germany. He was a quarter finalist at the 1930 U.S. Pro Championships, and semi finalist at the French Pro Championship the same year. He was active from 1911 to 1950 and won 17 professional singles titles,

## Career

He was born in a location of today's Poland belonging to the Russian Empire at that time. His family moved to Germany, caused by revolutions and wars, and settled in Berlin. One of his first teachers was Georg Kerr who left Germany in 1910. Later he got German citizenship. He took part in the first German Pro Championships 1911, still with Russian citizenship, and reached the final, but the winner was Karel Koželuh. He won the German Championships in 1913 and 1914. He was teaching at the LTTC Rot-Weiss Tennis Club in Berlin. In October 1925 he became German Champion for the seventh time. In 1928 and 1929 he won German Pro Championships. He was defeated in 1931 by his student Hans Nüsslein after getting the title for eleven times. With Hans Nüsslein, who was 17 years younger, he played in the doubles event. Najuch was the coach of Poland's Davis Cup team and became president of the International Pro Tennis Federation. His life career was presented on German TV in the series Wie ich angefangen habe (1957–1958). Marshall Jon Fisher called him "one of the world's best players at the time" around the year 1925.
# 1992 Nigerian Senate elections in Enugu State

The 1992 Nigerian Senate election in Enugu State was held on July 4, 1992, to elect members of the Nigerian Senate representing Enugu State. Ben-Collins Ndu (Enugu Central) and Fidelis Okoro (Enugu North) were elected on the platform of the National Republican Convention (NRC), while Polycarp Nwite (Enugu East) was elected on the platform of the Social Democratic Party (SDP).

## Overview

| Affiliation | Party | Party | Total |
| Affiliation | SDP | NRC | Total |
| Before Election | | | 3 |
| After Election | 1 | 2 | 3 |

## Summary

| District | Elected Senator | Party |
| Enugu Central | Ben-Collins Ndu | NRC |
| Enugu North | Fidelis Okoro | NRC |
| Enugu East | Polycarp Nwite | SDP |

## Results
### Enugu Central

The election was won by Ben-Collins Ndu of the National Republican Convention.
1992 Nigerian Senate election in Enugu State :
| Party | Party | Candidate | Votes | % |
| | NRC | Ben-Collins Ndu | | |
| Total votes | Total votes | Total votes | | |
| | NRC hold | NRC hold | NRC hold | NRC hold |

### Enugu North

The election was won by Fidelis Okoro of the National Republican Convention.
1992 Nigerian Senate election in Enugu State :
| Party | Party | Candidate | Votes | % |
| | NRC | Fidelis Okoro | | |
| Total votes | Total votes | Total votes | | |
| | NRC hold | NRC hold | NRC hold | NRC hold |

### Enugu East

The election was won by Polycarp Nwite of the Social Democratic Party.
1992 Nigerian Senate election in Enugu State :
| Party | Party | Candidate | Votes | % |
| | SDP | Polycarp Nwite | | |
| Total votes | Total votes | Total votes | | |
| | SDP hold | SDP hold | SDP hold | SDP hold |
# Urpasian

Saint Urpasian is a 4th-century saint and martyr. He was a dignitary of Roman Emperor Galerius (293–311).
Urpasian suffered martyrdom in the city of Nicomedia. The emperor Galerius persecuted Christians serving in his army and at his court. Urpasian was a member of the imperial household at Nicomedia. Some of the timid of soul began to waver and began to worship the pagan gods, but the strong of soul held out firmly until the very end. Urpasian renounced his position as a servant of the emperor stating, "Henceforth I am a warrior of the Heavenly King, the Lord Jesus Christ. Take back the insignia that was given to me." He was arrested for his Christian beliefs, and was burned alive.
In the Orthodox Church, he is commemorated on March 9. In Roman Catholicism, his feast day is celebrated on March 13.
# Don't Ask, Don't Tell (disambiguation)

Don't ask, don't tell (1993–2011) is a common name for U.S. military's sexual orientation policy.
Don't Ask, Don't Tell may also refer to:

## Film and TV

* Don't Ask Don't Tell (film), a 2002 comedy film
* "Don't Ask, Don't Tell" (Doctors), a 2004 television episode
* "Don't Ask, Don't Tell" (Roseanne), a 1994 television episode
* "Don't Ask, Don't Tell" (Ugly Betty), a 2007 television episode

## Music

* Don't Ask, Don't Tell (album), a 1994 album by Come
* "Don't Ask, Don't Tell", a song by Chelsea Grin from Evolve
* "Don't Ask Don't Tell", a song by Everglow from Last Melody
* "Don't Ask, Don't Tell", a song by Tove Lo from Blue Lips
# Tapu, New Zealand

Tapu is a locality on the western side of the Coromandel Peninsula of New Zealand. State Highway 25 runs through it. Coromandel is 35 km to the north, and Thames is 19 km to the south. The Tapu River flows from the Coromandel Range past the settlement and into the Firth of Thames to the west.
The "Tapu-Coroglen Road", a windy gravel road, connects it across the Coromandel Range with Coroglen in the east. The Square Kauri is on this road.

## Demographics

Tapu is described by Statistics New Zealand as a rural settlement. It covers 4.21 km$^2$ (1.63 sq mi) and had an estimated population of 260 as of June 2024, with a population density of 62 people per km$^2$. Tapu is part of the larger Thames Coast statistical area.
Tapu had a population of 303 in the 2023 New Zealand census, an increase of 54 people (21.7%) since the 2018 census, and an increase of 93 people (44.3%) since the 2013 census. There were 153 males, 150 females and 3 people of other genders in 111 dwellings. 2.0% of people identified as LGBTIQ+. The median age was 64.4 years (compared with 38.1 years nationally). There were 12 people (4.0%) aged under 15 years, 21 (6.9%) aged 15 to 29, 123 (40.6%) aged 30 to 64, and 144 (47.5%) aged 65 or older.
People could identify as more than one ethnicity. The results were 90.1% European (Pākehā), 15.8% Māori, 1.0% Pasifika, 1.0% Asian, and 5.9% other, which includes people giving their ethnicity as "New Zealander". English was spoken by 99.0%, Māori language by 3.0%, and other languages by 5.9%. The percentage of people born overseas was 11.9, compared with 28.8% nationally.
Religious affiliations were 29.7% Christian, 1.0% Māori religious beliefs, 1.0% Buddhist, 1.0% New Age, and 1.0% other religions. People who answered that they had no religion were 56.4%, and 10.9% of people did not answer the census question.
Of those at least 15 years old, 39 (13.4%) people had a bachelor's or higher degree, 156 (53.6%) had a post-high school certificate or diploma, and 93 (32.0%) people exclusively held high school qualifications. The median income was $27,200, compared with $41,500 nationally. 9 people (3.1%) earned over $100,000 compared to 12.1% nationally. The employment status of those at least 15 was that 81 (27.8%) people were employed full-time, 45 (15.5%) were part-time, and 6 (2.1%) were unemployed.

## Education

Tapu School is a coeducational full primary (years 1–8) school with a decile rating of 4 and a roll of 28.
# Figures of the Night

Figures of the Night (German:Nachtgestalten) is a 1920 German silent horror film written, directed and produced by Richard Oswald and starring Paul Wegener, Conrad Veidt, Reinhold Schünzel and Erna Morena. It is based on the novel Eleagabal Kuperus by Karl Hans Strobl. Strobl was the editor of a German horror fiction magazine called Der Orchideengarten which was said to have been influenced by the works of Edgar Allan Poe. Strobl was an anti-Semitic and later willingly joined the Nazi Party, which may explain why he has become an obscure literary figure today.
The film's art direction was by Hans Dreier, and Carl Hoffmann handled the cinematography. Hoffmann went on to collaborate with such noted German directors as Fritz Lang and F.W. Murnau. It was filmed at the Babelsberg Studio in Berlin. No print of the film is known to survived, making it a lost film.

## Plot

Multi-billionaire Thomas Bezug is the richest man in the world and the loneliest. He is a cripple who can only laboriously move on his crutches, domineering, cruel, only full of fanatical love for his son, who lives like a monkey in a cage, climbs on trees and eats nuts. His minions are muscle-bound giants and misshapen dwarfs. His cunning secretary only strives to bring wealth into his possession. A dancer he loves leaves him. Then an unemployed inventor demands the hand of his nymphomaniac daughter for an invention with which it is supposed to be able to extract oxygen from the air. With it he wants to blackmail the whole world and become ruler over all countries.
The film is of note since it co-starred both Wegener and Veidt in the same movie, both of whom later went on to star in two different film versions of The Student of Prague (1913 and 1926 respectively). Director Richard Oswald later cast Wegener in his 1932 film Uncanny Stories.

## Cast

* Paul Wegener as Thomas Bezug
* Reinhold Schünzel as Sekretär
* Erna Morena as Elisabeth, Bezugs Tochter
* Erik Charell as Arnold, Bezugs Sohn, Affe, gorilla
* Conrad Veidt as Clown
* Anita Berber as Tänzerin
* Paul Bildt as Erfinder
* Theodor Loos
* Willi Allen
# Trou de loup

In medieval fortification, a trou de loup (French:, lit. 'wolf hole'; plural trous de loup, also commonly referred to as a tiger pit in the East) was a type of booby trap or defensive obstacle. Each trou de loup consisted of a conical pit about 2 m (6 ft 7 in) deep and 1.2 to 2 m (3 ft 11 in to 6 ft 7 in) wide at the top. At the bottom of the pit, a sharpened punji stick (wooden stake) would be hammered in. In some cases, the pit was concealed by light cover of wicker and a layer of soil.
Trous de loup might be found singly as a trap (in which case they were always concealed), or in a dense pattern with no gaps between pits, used as an obstacle in front of a defended position.
A field of trous de loup could be made more effective if subsequently flooded to a shallow depth, which would conceal the pits, make their sides slippery, and add the risk of drowning.
Sometimes rotting meat or feces would be smeared onto the points to cause serious infection or death.

## History

Even though the term has a medieval origin, this kind of device was first described by Julius Caesar, in the seventh book of his Commentarii de Bello Gallico (Commentaries on the Gallic Wars), who employed the device during the siege of Alesia. Caesar writes they were called lilies for their resemblance to the flower of the same name. Later Roman examples can be seen at Rough Castle on the Antonine Wall in Great Britain.
# Overnight rate

* By jurisdiction
* Federal funds rate (US Federal Reserve overnight rate)
* SOFR (Secured Overnight Financing Rate; calculated by the New York Fed)
* SELIC (Brazilian Real OverNight index rate)
* €STR (Euro Short Term Rate)
* SONIA (Sterling OverNight Index Average)
* SARON (Swiss Average Rate OverNight)
* TONAR (Tokyo Overnight Average Rate - Japanese Uncollateralised Overnight Call Rate)
* LIBOR (London Interbank Offered Rate - quotes in USD in London money market)
* EURIBOR (Euro Interbank Offered Rate)
* SHIBOR (Shanghai Interbank Offered Rate)
* ZARONIA (South African Rand Overnight Index Average)
The overnight rate is generally the interest rate that large banks use to borrow and lend from one another in the overnight market. In some countries (the United States, for example), the overnight rate may be the rate targeted by the central bank to influence monetary policy. In most countries, the central bank is also a participant on the overnight lending market, and will lend or borrow money to some group of banks.
There may be a published overnight rate that represents an average of the rates at which banks lend to each other; certain types of overnight operations may be limited to qualified banks. The precise name of the overnight rate will vary from country to country.

## Background

Throughout the course of a day, banks will transfer money to each other, to foreign banks, to large clients, and other counterparties on behalf of clients or on their own account. At the end of each working day, a bank may have a surplus or shortage of funds (or a shortage or excess reserves in fractional reserve banking). Banks that have surplus funds or excess reserves may lend them (often at a multiple of their legal reserve ratio, if any) or deposit them with other banks, who borrow from them. The overnight rate is the amount paid to the bank lending the funds.
Banks will also choose to borrow or lend for longer periods of time, depending on their projected needs and opportunities to use money elsewhere.
Most central banks will announce the overnight rate once a month. In Canada, for example, the Bank of Canada sets a target bandwidth for the overnight rate each month of +/- 0.25% around its target overnight rate: the Bank of Canada does not interfere in the overnight market so long as the overnight rate stays within its target band, but the Bank will use its reserves to lend or borrow in the overnight market to ensure that the overnight rate stays within its announced bandwidth.

## Measure of liquidity

Overnight rates are a measure of the liquidity prevailing in the economy. In tight liquidity conditions, overnight rates shoot up. Overnight rates may also shoot up due to lack of confidence amongst banks, as was observed in the liquidity crunch of 2008.
In order to measure liquidity situation, the spread between risk-free rates and overnight rates is considered. The TED spread is a liquidity indicator for the U.S., which is the difference between LIBOR and Treasury bills.
# Sophie Germain's theorem

In number theory, Sophie Germain's theorem is a statement about the divisibility of solutions to the equation $x^{p}+y^{p}=z^{p}$ of Fermat's Last Theorem for odd prime $p$.

## Formal statement

Specifically, Sophie Germain proved that at least one of the numbers $x$, $y$, $z$ must be divisible by $p^{2}$ if an auxiliary prime $q$ can be found such that two conditions are satisfied:
* No two nonzero $p^{\mathrm {th} }$ powers differ by one modulo $q$; and
* $p$ is itself not a $p^{\mathrm {th} }$ power modulo $q$.
Conversely, the first case of Fermat's Last Theorem (the case in which $p$ does not divide $xyz$) must hold for every prime $p$ for which even one auxiliary prime can be found.

## History

Germain identified such an auxiliary prime $q$ for every prime less than 100. The theorem and its application to primes $p$ less than 100 were attributed to Germain by Adrien-Marie Legendre in 1823.

## General proof of the theorem

While the auxiliary prime $q$ has nothing to do with the divisibility by $n$ and must also divide either $x$,$y$ or $z$ for which the violation of the Fermat Theorem would occur and most likely the conjecture is true that for given $n$ the auxiliary prime may be arbitrarily large similarly to the Mersenne primes she most likely proved the theorem in the general case by her considerations by infinite ascent because then at least one of the numbers $x$,$y$ or $z$ must be arbitrarily large if divisible by infinite number of divisors and so all by the equality then they do not exist.
# John Kingston Jr.

John Tabor Kingston Jr. (January 4, 1860 – August 26, 1898) was a member of the Wisconsin State Senate during the 1891 and 1893 sessions.
Kingston, a native of Necedah, Wisconsin, represented the 11th district as a Democrat. After concluding his political career, he served in the United States Army during the Spanish–American War. Shortly after the war, Kingston died of peritonitis or typhoid fever on August 26, 1898, in Coamo, Puerto Rico where he was buried.
# Krucha

Krucha (Belarusian: Круча, romanized: Kruča; Russian: Круча) is a village in Kruhlaye District, Mogilev Region, Belarus.

## History

On October 10, 1941, during the Operation Barbarossa, the entire Jewish population of Krucha was rounded up and shot. In total 150 men, women and children were murdered.
This particular atrocity was committed by a regular Wehrmacht unit acting on its own initiative; it was not the work of the SS and its mobile killing units. The killings had been carried out by the 3rd Company, 691st Regiment, 339th Infantry Division on orders from the 1st Battalion commander, Major Alfred Commichau.