OpenLLM-France/wikimedia huggingface dataset:
# The Rosie Effect

The Rosie Effect is a 2014 novel by Australian novelist Graeme Simsion and the second book of a trilogy including the previous instalment, The Rosie Project, and its sequel, The Rosie Result. The work was first published on 24 September 2014 in Australia / New Zealand by Text Publishing and the rights have since been sold in 24 other territories. International sales are more than 1 million copies. In the United States the novel was published through Simon & Schuster and in the United Kingdom through Penguin Books. The novel centres on Don Tillman, a socially awkward genetics professor, and his preparation for fatherhood.

## Synopsis

Don Tillman is an Australian genetics professor who probably has Asperger’s syndrome, though this is never stated explicitly.
In the prequel The Rosie Project, a romantic comedy novel, he met and married Rosie Jarman, a psychology PhD candidate at a university in Melbourne. The Rosie Effect is set in New York City, where Don and Rosie have moved. Don has taken up an associate professor position at Columbia University and Rosie has enrolled in a Doctor of Medicine degree while she concurrently completes the PhD. Early in the story, Rosie becomes pregnant, and Don's philandering mentor, Gene, who has left his wife Claudia, comes to live with them.
The book follows Don's attempts to prepare for parenthood and to support Rosie in her own preparation, drawing on science and the unreliable advice of his friends. Don's unconventional approach alienates Rosie and eventually leads to the breakdown of their marriage. Don pursues Rosie and persuades her to return.

## Film adaptation

Sony Pictures optioned film rights to The Rosie Effect in September 2014. No plans for a sequel have been announced.

## Reception

Critical reception for The Rosie Effect has been mostly positive and the book was a bestseller in multiple countries. NPR praised the book for not overly romanticizing Don, for achieving a tricky balance, and for its "classic Hitchcockian suspense". Bill Gates included The Rosie Effect as the only novel in his Top Five Books for 2014. The Sydney Morning Herald, which had praised The Rosie Project, published two reviews, one of which criticized the novel as "formulaic" while the second called it "a very funny book, possibly the funniest this year".
The Rosie Effect does not appear to have drawn as much comment from the autism community as the other two books in the series, but autism activist Stuart Neilson described the commentary on diagnosis as 'hilariously realistic'.

## Awards

* Indie Book Awards (Australia), Shortlisted, 2015
* Nielsen BookData Booksellers Choice Award, Shortlisted, 2015
* Australian Book Industry General Fiction Award, Shortlisted, 2015
# The Reverse of the Medal (disambiguation)

The Reverse of the Medal may refer to:
* The Reverse of the Medal, a historical novel, eleventh in the Aubrey-Maturin series by Patrick O'Brien
* The Reverse of the Medal, a 1923 silent war film
* Teleny, or The Reverse of the Medal, a Victorian pornographic novel sometimes attributed to Oscar Wilde
# No Drama

No Drama may refer to:

## Music

* No Drama, a 2007 album by OJB Jezreel

### Songs

* "No Drama" ('Tinashe' song), 2018
* "No Drama" ('Becky G' and 'Ozuna' song), 2020
* "No Drama (Clap and Revolve)", a song by Fat Joe
* "No Drama", a 2018 song by James Hype
* "No Drama", a 2018 song by Noizy; see Noizy discography
* "No Drama", a 2019 song by High15
* "No Drama", a 2020 song by Two Friends (DJs)
* "No Drama", a 2021 song by Anxhelina Hadërgjonaj
* "No Drama", a 2021 song by Better Off from the album Self-Titled

## Stage and screen

* Nō drama, a drama, a stageplay in the Japanese Nō dramatic art form; see Noh (also spelled "Nō")

### Television

* "No Drama", a 2021 season 3 episode of Jann (TV series)
* "No Drama", a 2022 episode of High School Musical: The Musical: The Series season 3

## People

* "No Drama" Adama, a nickname for president of Ghana Adama Barrow
* "No Drama" Obama, a nickname for U.S. president Barack Obama
* "No Drama" Starmer, a nickname for UK prime minister Keir Starmer; see 2024 United Kingdom general election

## Other uses

* "No Drama", a Swiss advertising campaign that won the Gold at 2022 Effie Awards, which starred Roger Federer
# The Pocket Orchestra

The Pocket Orchestra is a play written by Graeme Garden, with the music scored by Callum McLeod. It ran in London at Trafalgar Studios 2 from 26 April 2006 until 20 May 2006. The idea was devised by Callum McLeod after putting together a concert of his father's favourite pieces of classical music arranged for small groups of musicians. The director was Richard Williams, the designer David Collis and the lighting designer David Horn.
Subtitled "The Unlikely Lives of the Great Composers", it is a 90-minute history of classical music told through the lives of the great composers. Twenty-six composers are featured on stage during the course of the show, which features live performances from a cast of six actor/musicians who were Sebastian Bates, Emma Correlle, Karen Fisher-Pollard, Ella Smith, Paul Arden-Griffiths, Ian Harris and additionally has former Doctor Who star Sylvester McCoy as the host (or Showman) who guides the audience through the performance. Features of the show included singing a laundry list to "Largo al Factotum" from The Barber of Seville, a short snippet of John Cage's 4′33″ and Sylvester McCoy playing the Spoons.
# Noblella lynchi

Noblella lynchi is a species of frog in the family Strabomantidae. It is endemic to Peru and only known from its type locality on the eastern slope of Abra Chanchillo, near Balsas, Amazonas Region.
Noblella lynchi is known from disturbed cloud forest. It is a rare species: a search effort of 30 person days uncovered only four individuals.
# North Brookfield (CDP), Massachusetts

North Brookfield is a census-designated place (CDP) in the town of North Brookfield in Worcester County, Massachusetts, United States. The population was 2,265 at the 2010 census.

## Geography

According to the United States Census Bureau, the CDP has a total area of 3.8 km$^2$ (1.5 mi$^2$), all land.

## Demographics

As of the census of 2000, there were 2,527 people, 1,054 households, and 643 families residing in the CDP. The population density was 668.3/km$^2$ (1,733.3/mi$^2$). There were 1,113 housing units at an average density of 294.3/km$^2$ (763.4/mi$^2$). The racial makeup of the CDP was 97.59% White, 0.36% Black or African American, 0.28% Native American, 0.51% from other races, and 1.27% from two or more races. Hispanic or Latino of any race were 1.35% of the population.
There were 1,054 households, out of which 31.8% had children under the age of 18 living with them, 43.6% were married couples living together, 13.3% had a female householder with no husband present, and 38.9% were non-families. 32.5% of all households were made up of individuals, and 14.6% had someone living alone who was 65 years of age or older. The average household size was 2.40 and the average family size was 3.04.
In the CDP, the population was spread out, with 26.8% under the age of 18, 7.3% from 18 to 24, 29.6% from 25 to 44, 21.5% from 45 to 64, and 14.8% who were 65 years of age or older. The median age was 36 years. For every 100 females, there were 91.1 males. For every 100 females age 18 and over, there were 89.3 males.
The median income for a household in the CDP was $39,267, and the median income for a family was $46,563. Males had a median income of $39,911 versus $29,850 for females. The per capita income for the CDP was $18,841. About 7.7% of families and 9.3% of the population were below the poverty line, including 14.2% of those under age 18 and 6.3% of those age 65 or over.
# Nonzero-rule

In two-dimensional computer graphics, the non-zero winding rule is a means of determining whether a given point falls within an enclosed curve. Unlike the similar even-odd rule, it relies on knowing the direction of stroke for each part of the curve.
For a given curve C and a given point P: construct a ray (a straight line) heading out from P in any direction towards infinity. Find all the intersections of C with this ray. Score up the winding number as follows: for every clockwise intersection (the curve passing through the ray from left to right, as viewed from P) subtract 1; for every counter-clockwise intersection (curve passing from right to left, as viewed from P) add 1. If the total winding number is zero, P is outside C; otherwise, it is inside.
The winding number is effectively a count of how many full counter-clockwise revolutions ('windings') the curve makes around P without doubling back on itself. (If P were a nail and C were a looped piece of string, try pulling some part of the string sideways away from the nail: it will either come free, or it will be found to be wound some number of times around the nail.)
Some implementations instead score up the number of clockwise revolutions, so that clockwise crossings are awarded +1, counter-clockwise crossings -1. The result is the same.
One formal definition of the winding number of point P with respect to curve C (where P does not lie on the curve) is as follows:
   Consider a point Q that travels once around C. The endpoint of a vector from P to Q, after normalization, travels along the unit circle centered at P. If we imagine the track of this endpoint as a rubber band, and let the band contract, it will end up wrapped about the circle some number of times. The winding number is the number of wraps (for clockwise wraps, the winding number is negative).
The SVG computer graphics vector standard uses the non-zero rule by default when drawing polygons.
# The Star Sisters

The Star Sisters were a female Dance/Pop trio from The Netherlands that were very popular during the 1980s, most notably as the ladies who performed the chorus as members of Jaap Eggermont's studio act Stars on 45 and in a spinoff in which they performed a medley of Andrews Sisters songs that charted internationally in 1983. In 1984, they performed the ending theme for the Japanese film The Return of Godzilla. Between 1983 and 1987 the group released six singles in Europe, including their best known hits "Are You Ready For My Love" in 1986, "He's The 1 (I Love)" in 1985, and a cover of American singer Regina’s “Baby Love” in 1987.
The group consisted of Sylvana van Veen (born 1950), Patricia Paay (born April 7, 1949) and Yvonne Keeley (born September 6, 1952). Paay and Keeley are actually sisters.
# Norbert Rosing

Norbert Rosing (born 1953) is a German photographer who worked for such magazines as GEO, Terre Sauvage, BBC Wildlife, Photo Technik International, National Geographic and others. In 2000 he published his first photo for the Nat Geo story called Bear Beginnings: New Life on the Ice and since December of the same year worked there. He is also an author of many books including Cheetahs, German National Parks, Unknown Germany, The World of the Polar Bear, Yellowstone: Land of Fire and Ice, and Yellowstone: America's Playground.
# NorOntair

NorOntair, stylized as norOntair, was a Canadian regional airline operating in northern Ontario from October 18, 1971 to March 29, 1996. It was as a subsidiary of the Ontario Northland Transportation Commission (ONTC), a provincial Crown agency of the Government of Ontario, with the stated goal of creating east-west links across northern Ontario.

## History

ONTC's first foray into air services began when it subcontracted flying operations to various airlines including Bradley Air Service (First Air), Austin Airways, Air-Dale Ltd and OnAir (taken over by Bearskin Airlines). Air-Dale Ltd. based in Sault Ste Marie was the airline's main operations base. Two de Havilland Dash 8-102 aircraft and six Dash 6-300 Twin Otters were based in Sault Ste Marie. Two additional Twin Otters were based in Thunder Bay and were operated by Bearskin Airlines crews but painted in full NorOntair colours. In its final years, ONTC bought Air-Dale Ltd and operated all the remaining routes until the service was discontinued.
In 1996, the newly elected government of Premier Mike Harris moved to close down the airline by removing subsidies. However, this had a negative effect on the region's economy over the next several years.
NorOntair was the first airline in the world to order and take delivery of Bombardier's de Havilland Canada Dash 8 Series 100, on October 23, 1984, operated by Air-Dale Ltd. The first Dash 8 in commercial service anywhere in the world wore NorOntair colours and was registered C-GJCB. It was number 6 from the assembly line and remained in active service until the closure of the company flying up to 14 hours a day across Northern Ontario.

## Service area

The locations served included:
Dash 8 service:
* Fort Frances
* Kapuskasing
* North Bay
* Sault Ste. Marie
* Sudbury
* Thunder Bay
* Timmins
* Winnipeg
Twin Otter service:
* Atikokan
* Chapleau
* Earlton
* Elliot Lake
* Geraldton
* Gore Bay
* Hearst
* Hornepayne
* Kenora
* Kirkland Lake
* Pickle Lake
* Red Lake
* Sioux Lookout
* Terrace Bay
* Wawa

## Incidents and accidents

A second Dash 8 joined the fleet shortly after the first and was registered C-GPYD. It was seriously damaged on approach into Sault Ste Marie on February 2, 1986. The aircraft suffered a hard landing during a cockpit crew training flight. This caused the aircraft's landing gear to collapse, causing significant damage to the newly acquired plane. Of particular concern to the airline and to de Havilland Canada at the time was the fact that the crash caused one of the engine's propeller blades to violently break away from the engine housing. The blades penetrated the cabin wall of the aircraft, travelled through Row 2 of the aircraft interior and exited through the other side of the cabin sidewall on the opposite side. Since the aircraft was on a training flight, no passengers were on board. The flight crew escaped the aircraft without injury. The aircraft was removed from service and, after months of structural repairs and refurbishment, was returned to active service.
# The Steamboat Adventures of Riverboat Bill

The Steamboat Adventures of Riverboat Bill is a 1987 animated Australian film set on the Murray River at the turn of the century. It was based on a popular children's novel by Cliff Green.
# The Trip (Art Pepper album)

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
| The Penguin Guide to Jazz on CD | |
| The Rolling Stone Jazz Record Guide | |
The Trip is a 1976 jazz album by saxophonist Art Pepper, playing with pianist George Cables, bassist Happy Williams and drummer Elvin Jones.
This album features The Trip, one of Art Pepper's own melodies written in 1963 while in San Quentin. Pepper likened jazz to the storytelling that took place between the prisoners. As he says in the sleeve notes, "When I play,... the sound that comes out of this thing, this piece of metal is just me saying these things and taking people on a trip."

## Track listing

* "The Trip" (Art Pepper) – 8:55
* "A Song For Richard" (Joe Gordon) – 6:17
* "Sweet Love Of Mine" (Woody Shaw) – 6:34
* "Junior Cat" (Art Pepper) – 7:46
* "The Summer Knows" (Michel Legrand, Marilyn & Alan Bergman) – 7:09
* "Red Car" (Art Pepper) – 5:45
       (Recorded on 15–16 September 1976.)

## Personnel

* Art Pepper – alto saxophone
* George Cables – piano
* David Williams – bass
* Elvin Jones – drums
# Takara-ike Dam

Takara-ike Dam (Japanese: 宝池) is an earthfill dam located in Hokkaido Prefecture in Japan. The dam is used for irrigation. The catchment area of the dam is 6.1 km$^2$. The dam impounds about 18 ha of land when full and can store 1014 thousand cubic meters of water. The construction of the dam was completed in 1925.
# Qoruqlar

Qoruqlar (also, Goruglar, Korukhlar, and Koruklyar) is a village and municipality in the Ordubad District of Nakhchivan, Azerbaijan. It is located in the right side of the Ordubad-Unus highway, 27 km in the north-west from the district center, on the bank of the Venendchay river. Its population is busy with gardening, vegetable-growing and animal husbandry. There are secondary school, library and a medical center in the village. It has a population of 184.

## Etymology

According to researches, the name of the village is from the name of qoruq branch of zülqədər (zyulgadar) tribe of the Qızılbaşlar (Qizilbash). And these branch is from karyk tribe who were one of the 24 tribes of Selcuk-oghuzs.
# Mary Davidson (Irish politician)

Mary Frances Davidson (1902 – 29 May 1986) was an Irish Labour Party politician. She was elected to Seanad Éireann on the Industrial and Commercial Panel at a by-election on 16 June 1950. She lost her seat at the 1951 Seanad election but was re-elected at the 1954 Seanad election and was re-elected at each subsequent election until she retired at the 1969 Seanad election.
She was appointed Labour Party General Secretary on the 28 June 1962. She was the first female General Secretary of any Irish political party.
# List of dance-punk artists

This is a list of notable dance-punk artists.
* Top
* 0–9
* A
* B
* C
* D
* E
* F
* G
* H
* I
* J
* K
* L
* M
* N
* O
* P
* Q
* R
* S
* T
* U
* V
* W
* X
* Y
* Z
# Zhu Zhaoxiang

Zhu Zhaoxiang (Chinese: 朱兆祥; 1921 – 28 November 2011), also known as Zhao-xiang Zhu, was a Chinese engineer, educator and a pioneer of explosive mechanics in China. He was the first President of Ningbo University.

## Biography

On February 4, 1921, Zhu was born in Zhenhai County (current Zhenhai District), Ningbo, Zhejiang Province. Both his father and grandfather were fishermen. In 1949, Zhu graduated from the Department of Civil Engineering, Zhejiang University. In the early 1940s, Zhu joined the Chinese Communist Party (CCP). From 1944 to 1949, Zhu was a lecturer and assistant in the Department of Civil Engineering, Zhejiang University.
In 1957, because of his right-wing political views and statements, Zhu was expelled from the CCP. Zhu was reaccepted and rejoined the party in the Deng Xiaoping era. From 1959 to 1988, Zhu taught mechanics at the University of Science and Technology of China (USTC); he was a lecturer, associate professor, professor, and the leader of explosive mechanics research at USTC, in chronological order. From 1985 to 1988, Zhu served as the first President of Ningbo University. Since 1989, Zhu continued his position at the Institute of Mechanics, Chinese Academy of Sciences as a senior researcher.
# John Pollard (mathematician)

John M. Pollard (born 1941) is a British mathematician who has invented algorithms for the factorization of large numbers and for the calculation of discrete logarithms.
His factorization algorithms include the rho, p − 1, and the first version of the special number field sieve, which has since been improved by others.
His discrete logarithm algorithms include the rho algorithm for logarithms and the kangaroo algorithm. He received the RSA Award for Excellence in Mathematics.
# Skogrand

Skogrand is a surname. Notable people with the surname include:
* Kjetil Skogrand (born 1967), Norwegian historian and politician
* Samantha Skogrand (born 1989), Norwegian television presenter
* Stine Skogrand (born 1993), Norwegian handball player
# Satoshi Inoue (musician)

Satoshi Inoue (井上智, Inoue Satoshi, born November 12, 1956 in Kobe) is a Japanese jazz guitarist. Jim Hall calls his former protégé, "an excellent jazz guitarist with a keen musical imagination."
Born in Kobe, Inoue studied at Kyoto's Fuji School of Music from 1979-81. Between 1981-1988, he led his own groups in Japan. He moved to New York City in 1989 to study at The New School for Jazz and Contemporary Music where he met Hall. He has been on the faculty of the university since his senior year. The two performed together on a guitar duet that was featured on Hall's widely used instructional video collection called Jazz Guitar Master Class Volumes 1&2. In 2005, Hall and Inoue appeared in Village Vanguard 70th anniversary together.
Over the years, Inoue has toured with jazz greats such as James Moody; James Williams; Cecil Bridgewater; Frank Foster; Slide Hampton; Barry Harris; Jimmy Heath; Arnie Lawrence; Jack McDuff; Junior Mance; Jon Faddis; Akira Tana; The Clayton Brothers and Toshiko Akiyoshi.
His own band has gigged at New York's top jazz venues - past and present - including The Blue Note, Sweet Basil, Birdland, Smoke, the Village Gate and Zinc Bar.
For twelve years, Inoue has brought American musicians to Japan to conduct fall tours for concerts and workshops, including the "Big Apple in Nonoichi" festival.
Jazz critics and musicians have known about Satoshi Inoue for quite some time. A jazz historian Ira Gitler describes hearing Satoshi live in the early 1990s at Sazerac House, a restaurant on New York's Hudson Street: "I was taken with the unforced flow of his ideas and the mellow sound with which he transmitted them".
His lectures on jazz standards appear monthly in a Japanese jazz magazine called Jazz Life.

## Discography

* 1996: Plays Satoshi (Paddle Wheel Records)
* 1999: Songs (Paddle Wheel)
* 2002: Live At Smoke (What's New Records)
* 2003: Guitars Alone (What's New) duet with Peter Bernstein
* 2006: Melodic Compositions (What's New)
* 2014: Plays Jim Hall (What's New)
# Zakaria Zeba

Zakaria Zeba (born 20 September 1972) is a Burkinabé footballer. He played in ten matches for the Burkina Faso national football team from 1994 to 1997. He was also named in Burkina Faso's squad for the 1996 African Cup of Nations tournament.
# Zafra gracilenta

Zafra gracilenta is a species of sea snail in the family Columbellidae, the dove snails.

## Description

The length of the shell attains 4.1 mm.

## Distribution

This deep-water marine species occurs off New Caledonia.
# Zale (disambiguation)

Zale or Zales may refer to:

## Places

* Żałe, Kuyavian-Pomeranian Voivodeship, north-central Poland
* Żale, Podlaskie Voivodeship, north-east Poland
* Żale, Greater Poland Voivodeship, west-central Poland
* Zaleś, Siedlce County, Masovian Voivodeship, east-central Poland
* Zaleś, Sokołów County, Masovian Voivodeship, east-central Poland

## People

* Kārlis Zāle (1888–1942), Latvian sculptor
* Tony Zale (1913–1997), American boxer
* Zale Dalen (born 1947), Canadian film and television director
* Zales Ecton (1898–1961), American politician
* Zale Parry (born 1933), American scuba diver and photographer

### Fictional characters

* Mackenzie Zales, the protagonist of the web series The Most Popular Girls in School
* Zelmo Zale, a fictional character on the TV series M*A*S*H

## Other uses

* Zale (band), a Romanian hip-hop group
* Zale (moth), a genus of noctuid moths
** Zale intenta, a type of moth native to Nova Scotia
** Zale metatoides, a type of moth found in Wisconsin
** Zale minerea, a type of owlet moth
* Žale, a cemetery in Ljubljana, Slovenia
* Zale Corporation, a retail jewelry chain commonly referred to as "Zales"
# Zaporizhzhia (disambiguation)

Zaporizhzhia or Zaporizhia is a city in Ukraine.
Zaporizhzhia, Zaporozhzhia, or Zaporozhye may also refer to:

## Places in Ukraine

* Zaporizhzhia (region), a historical region in central east Ukraine below the Dnieper river rapids
* Zaporizhzhia Governorate, (1920–22) Ukrainian SSR, Soviet Union
* Zaporizhzhia Oblast (1939–), a first-level administrative unit in Ukraine
** Zaporizhzhia Raion, an administrative unit of Zaporizhzhia Oblast
** Nove Zaporizhzhia, Zaporizhzhia Raion, a village in Zaporizhzhia Raion
** Zaporizhzhia Oblast, Russia; Oblast/occupied territory disputed with Ukraine

### Facilities and structures

* Zaporizhzhia International Airport, Zaporizhzhia
* Zaporizhzhia Nuclear Power Plant, Enerhodar
* Zaporizhzhia thermal power station, Enerhodar

## Other uses

* Ukrainian submarine Zaporizhzhia
# Zamani (township)

Zamani is a township near Memel in the Thabo Mofutsanyana District Municipality in Free State province of South Africa.