OpenLLM-France/wikimedia huggingface dataset:
# RSA problem

In cryptography, the RSA problem summarizes the task of performing an RSA private-key operation given only the public key. The RSA algorithm raises a message to an exponent, modulo a composite number N whose factors are not known. Thus, the task can be neatly described as finding the eth roots of an arbitrary number, modulo N. For large RSA key sizes (in excess of 1024 bits), no efficient method for solving this problem is known; if an efficient method is ever developed, it would threaten the current or eventual security of RSA-based cryptosystems—both for public-key encryption and digital signatures.
More specifically, the RSA problem is to efficiently compute P given an RSA public key (N, e) and a ciphertext C ≡ P$^e$ (mod N). The structure of the RSA public key requires that N be a large semiprime (i.e., a product of two large prime numbers), that 2 < e < N, that e be coprime to φ(N), and that 0 ≤ C < N. C is chosen randomly within that range; to specify the problem with complete precision, one must also specify how N and e are generated, which will depend on the precise means of RSA random keypair generation in use.
The most efficient method known to solve the RSA problem is by first factoring the modulus N, a task believed to be impractical if N is sufficiently large (see integer factorization). The RSA key setup routine already turns the public exponent e, with this prime factorization, into the private exponent d, and so exactly the same algorithm allows anyone who factors N to obtain the private key. Any C can then be decrypted with the private key.
Just as there are no proofs that integer factorization is computationally difficult, there are also no proofs that the RSA problem is similarly difficult. By the above method, the RSA problem is at least as easy as factoring, but it might well be easier. Indeed, there is strong evidence pointing to this conclusion: that a method to break the RSA method cannot be converted necessarily into a method for factoring large semiprimes. This is perhaps easiest to see by the sheer overkill of the factoring approach: the RSA problem asks us to decrypt one arbitrary ciphertext, whereas the factoring method reveals the private key: thus decrypting all arbitrary ciphertexts, and it also allows one to perform arbitrary RSA private-key encryptions. Along these same lines, finding the decryption exponent d indeed is computationally equivalent to factoring N, even though the RSA problem does not ask for d.
In addition to the RSA problem, RSA also has a particular mathematical structure that can potentially be exploited without solving the RSA problem directly. To achieve the full strength of the RSA problem, an RSA-based cryptosystem must also use a padding scheme like OAEP, to protect against such structural problems in RSA.
# Rachel McKibbens

Rachel McKibbens is an American poet originally from Santa Ana, California.

## Early life

McKibbens was born Rachel Anne Camacho in Anaheim, California, and raised in Santa Ana. McKibbens was born during her parents' divorce proceedings and was briefly placed in foster care after she was born. She and her younger brother were separated in the foster care system before their father gained custody of them.

## Career

McKibbens is known for her poetry, essays, and short stories. She currently resides in upstate New York, where she teaches and writes.
In reviewing her book Pink Elephant, a critic for The Rumpus said "McKibbens awakens and haunts with selfless honesty." Publishers Weekly gave a positive review of her book blud, saying "The poems feature razor-sharp imagery, and McKibbens exhibits an ear attuned to sonic texture."

## Personal life

McKibbens lives in Rochester, New York, and has five children. In 2021, her father and brother died of COVID-19. The story of their deaths, along with McKibbens' family history, became the subject of the 2022 podcast We Were Three, produced by Serial and The New York Times.

## Works

* Pink Elephant (Cypher, 2009; Small Doggies, 2016)
* Into the Dark & Emptying Field (Small Doggies, 2013)
* blud (Copper Canyon Press, 2017)
# Fanny Ellsworth

Fanny Louise Ellsworth Davis (October 10, 1904 – 1984), known professionally as Fanny Ellsworth, was an American magazine editor, best known as the editor of pulp magazines including Ranch Romances (for western romances) and Black Mask (for noir detective thrillers). Late in life, she became a Turkish studies scholar, interested in the status of women in the Ottoman Empire.

## Early life and education

Fanny Louise Ellsworth was born in New York City, the daughter of Jesse F. Ellsworth and Martha Kelly Ellsworth. Her father was a banker. She graduated from Barnard College in 1926. Later in life, Fanny Ellsworth Davis completed doctoral studies at Columbia University, with a dissertation titled "Two Centuries of the Ottoman Lady" (1968).

## Career
### Pulp fiction

Ellsworth was the editor of Ranch Romances, from the 1920s into the 1950s. She bought over 30 western stories from Elmer Kelton for Ranch Romances; other noted authors she published included Lela Cole Kitson, Walt Coburn and Max Brand. She also worked with western genre artist Harold Dowd Bugbee.
As "F. Ellsworth", she succeeded Joseph Shaw as editor of Black Mask, a magazine for detective fiction, from 1936 to 1940, promoting noir genre authors including Steve Fisher, Frank Gruber, and Cornell Woolrich. She was managing editor and briefly executive editor of Thrilling Wonder Stories from 1952 to 1953. Other magazines she worked at as an editor included Big Story Magazine, Rangeland Love Story Magazine, Thrilling Ranch Stories, Western Love Stories, Western Rodeo Romances, Space Stories, Startling Stories, and Fantastic Story Magazine. In the late 1950s, she was advertising manager for the Barnard Alumnae Magazine.
Ellsworth is best known as an editor, but she also wrote several pulp stories, including "Winter Night" (Street & Smith's Love Story Magazine 1941), and "A Toast to All of Us" (Ranch Romances 1949).

### Turkish studies

Fanny Ellsworth Davis became interested in Turkish history while writing a children's book, Getting to Know Turkey (1957). She published books based on her doctoral work, The Palace of Topkapi in Istanbul (1970), The Clocks and watches of the Topkapı Palace Museum (1984), and The Ottoman Lady: A social history from 1718 to 1918 (published posthumously in 1986).

## Personal life

In 1934, Fanny Ellsworth married fellow magazine editor John Earle "Jack" Davis.
# Fatal attraction

In interpersonal relationships a fatal attraction is when the very qualities that draw one to someone eventually contribute to relational breakup.

## Fatal attraction framework

Diane Felmlee is the major contributor in fatal attraction framework. As of September 2024, Felmlee is a professor of sociology at Penn State University. When she wrote her major work on fatal attraction she was a professor at the University of California, Davis. David Orzechowicz and Carmen Fortes are also contributors to fatal attraction framework. As of September 2024, Orzechowicz teaches at the University of California, Davis department of sociology. Fortes was a Ph.D candidate at that university as of December 2013.
Fatal attraction research began as exploratory research attempting to connect characteristics of initial attractiveness with those later perceived as problematic. Prior to this research, there had been extensive research on attraction and relationship dissolution. However, this research was innovative in trying to correlate the same characteristics to both initial attraction and relationship breakup. In her landmark research on fatal attraction Felmlee analyzed the data from a random sample on initial attraction and the subsequent data from a self-report study of the sample respondents' about the characteristics they dislike about their partner. Felmelee then summarized her results in terms of pertinence to interpersonal theories and dialectical perspectives.

## Theoretical conclusions

One conclusion resulting from Felmlee's research was that differences were the most common type of fatal attraction. Therefore, the differences in partners that were initially attractive were not in the long run. Another conclusion was that other perceived opposite qualities such as being fun and exciting can eventually be the cause for breakup if one is fun or exciting to an extreme. Finally, it seems that being attracted to a narcissistic person is also a common type of fatal attraction.

## Narcissism

Narcissism is defined as the inordinate fascination with oneself, excessive self-love, or vanity. Being attracted to a narcissistic person is another common occurrence of fatal attraction. Narcissistic individuals are described as attractive in the beginning because they are perceived as confident, charming and entertaining. Narcissists are, in part, viewed this way in the beginning because they are making the effort to be seen in this light. As described with the other personality traits in fatal attraction, over time the same confidence and charm once associated with the narcissistic person are later described as arrogance and manipulation.
# Saturday Night Blues

Saturday Night Blues is a Canadian radio program, which airs Saturday nights on CBC Music. Hosted by Holger Petersen, the program airs a mix of blues concerts, recordings and interviews with blues musicians. SNB first broadcast on CBC Radio One in 1987. Initially airing for one hour weekly, the program was expanded to two hours in 1990.
In 2009, a second airing of the program was added to the schedule of CBC Radio 2, the CBC's music network (now CBC Music). In 2021, it was announced that the program would be taken off the CBC Radio One broadcast schedule with its final broadcast on that network on September 4, but it would still air on CBC Music on its regular schedule.
Petersen, the program's host, is the owner of Canadian roots music label Stony Plain Records. A compilation album of live performances from the show, Saturday Night Blues: The Great Canadian Blues Project, Vol. 1, was released in 1991 and won the 1992 Juno Award for Best Roots and Traditional Album of the Year. Peterson has also published two books of his musician interviews from Saturday Night Blues and his other radio show, CKUA Radio's Natch'l Blues.
For his work on Saturday Night Blues and on CKUA Radio's Natch'l Blues, in 2008 Petersen won the 'Keeping the Blues Alive' award from the Blues Foundation.

## Great Canadian Blues Award

In the 1990s and 2000s, the program presented an annual Great Canadian Blues Award to the year's best Canadian blues musician. Winners of the award have included the Downchild Blues Band, Jim Byrnes, David Gogo, Colin Linden, Rita Chiarelli, David Wilcox, Colin James, Long John Baldry, Big Dave McLean (1998), Matt Minglewood, Sue Foley, Georgette Fry, Harry Manx and Jeff Healey.
# Scaura

Scaura is a genus of bees belonging to the family Apidae.
The species of this genus are found in South America.
Species:
* Scaura amazonica Nogueira, F.F.Oliveira & M.L.Oliveira, 2019
* Scaura argyrea (Cockerell, 1912)
* Scaura aspera Nogueira & Oliveira, 2019
* Scaura atlantica Melo, 2004
* Scaura cearensis Nogueira, Santos Júnior & Oliveira, 2019
* Scaura coccidophila (Camargo & Pedro, 2002)
* Scaura latitarsis (Friese, 1900)
* Scaura longula (Lepeletier, 1836)
* Scaura timida (Silvestri, 1902)
# Sailing at the 2002 Asian Games – Men's Raceboard light

The men's Raceboard light competition at the 2002 Asian Games in Busan was held from 3 to 9 October 2002.

## Schedule

All times are Korea Standard Time (UTC+09:00)
| Date | Time | Event |
| Thursday, 3 October 2002 | 11:00 | Race 1 |
| Thursday, 3 October 2002 | 14:00 | Race 2 |
| Friday, 4 October 2002 | 11:00 | Race 3 |
| Saturday, 5 October 2002 | 10:00 | Race 4 |
| Saturday, 5 October 2002 | 11:00 | Race 5 |
| Saturday, 5 October 2002 | 14:00 | Race 6 |
| Monday, 7 October 2002 | 11:00 | Race 7 |
| Monday, 7 October 2002 | 14:00 | Race 8 |
| Tuesday, 8 October 2002 | 11:00 | Race 9 |
| Tuesday, 8 October 2002 | 14:00 | Race 10 |
| Wednesday, 9 October 2002 | 11:00 | Race 11 |

## Results
### Legend

* DNC — Did not come to the starting area
* DNF — Did not finish
* DSQ — Disqualification
| Rank | Athlete | Race | Race | Race | Race | Race | Race | Race | Race | Race | Race | Race | Total |
| Rank | Athlete | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | Total |
| | Ok Duck-pil (KOR) | 1 | 1 | 2 | 1 | (4) | 2 | (7) DNF | 3 | 1 | 2 | 1 | 14 |
| | Gao Chuanwei (CHN) | (5) | 2 | 1 | 2 | 1 | 1 | 1 | 1 | 2 | (5) | 3 | 14 |
| | Chan King Yin (HKG) | 2 | (5) | 3 | (6) | 3 | 3 | 2 | 5 | 5 | 1 | 2 | 26 |
| 4 | Ryutaro Oishi (JPN) | 3 | 3 | (4) | 3 | (5) | 4 | 3 | 2 | 3 | 3 | 4 | 28 |
| 5 | Phanuthat Ruamsap (THA) | 4 | 4 | 6 | 4 | 2 | 5 | (7) DSQ | 6 | 4 | (7) DNF | 7 DNC | 42 |
| 6 | Fadly Faisal Yusuf (INA) | (6) | 6 | 6 | 5 | 6 | 6 | 4 | 4 | 6 | 4 | (7) DNC | 47 |
# Randy Pullen

Randy Pullen is a Republican Party activist. He is a former chairman of the Arizona Republican Party; he served as chairman from 2007 to 2011. He is Chairman of WageWatch, a former Arizona Republican National Committeeman, and former Treasurer of the Republican National Committee. Pullman sought the Republican nomination for Arizona State Treasurer in 2014, losing in the primary to Jeff DeWit.
# Captured in Time and Space

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
Captured in Time and Space is the first live album of Christian rock band Petra. The concert was re-released on DVD in 2006.
This was the last Petra album to feature Greg X. Volz as lead vocalist.

## Track listing
### Vinyl release

All tracks are written by Hartman except where noted

### CD release

All tracks are written by Hartman except where noted

## Track information

* This is the third Petra album to feature the song "God Gave Rock and Roll to You". The song was written by Russ Ballard and covered by KISS and twice by Petra.
* The song "Hallelujah Chorus" was originally written by George Frideric Handel. It was originally part of a masterpiece known as Messiah.
* Between "Godpleaser" and "It Is Finished" there was a song cut out of the CD and LP versions that only exists on the cassette version. It was an improvised song known as "The Great I Am". This recorded concert was the only time it was ever performed. The cover of the CD version refers to it, advertising a "bonus song" that isn't actually included.
* The talking in between songs is different on the CD version in a couple of places as compared to the LP version, particularly before the last song where a minute or so has been cut out and several minutes newly added (taken from the cassette version).
* The UK vinyl release omits the talking between "Godpleaser" and "It Is Finished" completely.

## Personnel

Petra
* Greg X. Volz – lead vocals, rhythm guitar, percussion
* Bob Hartman – electric, acoustic and synthesized guitars, backing vocals
* John Lawry – keyboards, backing vocals
* Mark Kelly – bass, backing vocals, keyboard bass
* Louie Weaver – acoustic and electronic drums
Production
* Jonathan David Brown – producer
* Tim Norris – special CD editor
Recording
* Recorded by Jonathan David Brown
* Remote recording facilities by Reelsound Recording Co., Austin, Texas
* Assistant engineers & set up crew – Malcolm Harper, Mason Harlow & Gordon Garrison
* Re-recorded at Fireside Studios, Nashville, Tennessee
* Re-mixed at Mama Jo's Recording Studio, North Hollywood, California
* Assisted by Todd Van Etten
* Edited at Rivendell Recorders, Pasadena, Texas with thanks to Chuck Sugar, Bret Hurst & Steve Dady
* Mastered at Future Disc Systems by Steve Hall
* Civic Auditorium, Knoxville, Tennessee – November 21, 1985
* Memorial Auditorium, Greenville, South Carolina – November 22, 1985
* Township Auditorium, Columbia, South Carolina – November 23, 1985
# La Fresnaie-Fayel

La Fresnaie-Fayel (French pronunciation: ) is a commune in the Orne department in north-western France.

## Geography

The commune is made up of the following collection of villages and hamlets, Le Coudray and La Fresnaie-Fayel.
The commune has one watercourse, the Val Roger stream running through its borders.
vteNeighbouring communes :
Aubry-le-Panthou
Gouffern en Auge
La Fresnaie-Fayel
Mardilly
Ménil-Hubert-en-Exmes :
# The American Journal of Gastroenterology

The American Journal of Gastroenterology is a peer-reviewed medical journal owned by the American College of Gastroenterology. It has been published by Lippincott Williams & Wilkins since 2019 and was previously published by Nature Research, Blackwell and (before 2004) Elsevier.
# Sarah Booth

Sarah Booth (1793 – 30 December 1867) was an English actress.

## Personal life

Sarah Booth was born in Birmingham, England in 1793. She was related to Barton Booth. She was discovered in Manchester, England as a dancer, alongside her sister, around 1804. She died in 1867 after a long retirement from performing.

## Work

She was managed by a promoter named Macready who worked for the Manchester Theatre. She performed as a prince in the play King John. She moved to Doncaster, where she performed in the play Deserts of Siberia (also called The Exile) as Alexina. She was heard of by the manager of the Surrey Theatre, Robert William Elliston. She performed in London, England for the first time in 1810, in a burletta alongside Elliston. That same year, on 23 November, she debuted at the Royal Opera House, playing Amanthis in a play titled Child of Nature. She performed at Covent Garden many times, performing in Miller and his Men, The Dog of Montarges, and Little Pickle, among others. She retired briefly and returned to perform in King Lear, alongside Junius Brutus Booth, as Cordelia. Between 1821 and 1822 she performed in plays at the Haymarket Theatre and the Adelphi Theatre. She appeared at the Georgian Wisbech Theatre (now the Angles Theatre) in May 1827 in the role of Juliet in Shakespeare's play Romeo and Juliet and also at Peterborough on Saturday 23 June, then on Monday 25th, in the parts of Rosalind in As You Like It and as the Romp in The Romp.
She was described as "small in stature, nervous, with hair inclining to red", which led her to being often cast as a young woman, such as Cordelia or Juliet. She occasionally used the stage name Sally Booth.
# Sculpture garden

A sculpture garden or sculpture park is an outdoor garden or park which includes the presentation of sculpture, usually several permanently sited works in durable materials in landscaped surroundings.
A sculpture garden may be private, owned by a museum and accessible freely or for a fee, or public and accessible to all. Some cities own large numbers of public sculptures, some of which they may present together in city parks.
Exhibits range from individual, traditional sculptures to large site-specific installations. Sculpture gardens may also vary greatly in size and scope, either featuring the collected works of multiple artists, or the artwork of a single individual. These installations are related to several similar concepts, most notably land art, where landscapes become the basis of a site-specific sculpture, and topiary gardens, which consists of clipping or training live plants into living sculptures. A sculpture trail layout may be adopted, either in a park or through open countryside. The Irwell Sculpture Trail, the largest public art scheme in England, includes 28 art pieces along a 30-mile (48 km) footpath stretching from Salford Quays through Bury into Rossendale and up to the Pennines above Bacup.

## History

Sculpture gardens have a long history around the world – the oldest known collection of human constructions is a Neanderthal "sculpture garden" unearthed in Bruniquel Cave in France in 1990. Within the cave, broken stalagmites were arranged in a series of stacked or ring-like structures approximately 175,000 years ago.
Garden statues, often of very high quality, were a feature of ancient Roman gardens, revived at the Renaissance, and then especially a feature of the Baroque garden. Palace gardens, such as the Gardens of Versailles, featured a concentration of sculpture equalling that of larger modern sculpture parks.
In the United States, the oldest public sculpture garden is a part of the joint park and wildlife preserve Brookgreen Gardens, located in South Carolina. The property was opened in 1932, and has since been included on the National Register of Historic Places.
# Richson Simeon

Richson Simeon (born October 5, 1997) is an American-Marshallese sprinter. He competed in the men's 100 metres at the 2016 Summer Olympics.
Simeon lives in Sacramento, California. The Marshall Islands National Olympic Committee recruited him after watching a video of his high school football highlights; before the NOC contacted him, Simeon had never competed in a sprint. The Olympics were his fifth competitive race; while his time of 11.81 seconds was tied for the slowest in the men's 100 metres, it was a personal best for him.

## International competitions

| Year | Competition | Venue | Position | Event | Notes |
| 2016 | Olympic Games | Rio de Janeiro, Brazil | 21st (p) | 100 m | 11.81 |
| 2017 | Asian Indoor and Martial Arts Games | Ashgabat, Turkmenistan | 35th (h) | 60 m | 7.81 |

## Personal Bests

Outdoor
| Event | Time | Venue | Date |
| 100 m | 11.81 | Rio de Janeiro, Brazil | 13 August 2016 |
# Microcos crassifolia

Microcos crassifolia, also known locally as chanderai or bunsi, is a species of flowering plant, a fruit tree in the mallow family, that is endemic to Borneo.

## Description

The tree grows to no more than 10 m in height with a bole of less than 1.5 m. The smooth oval leaves are 10–30 cm long by 6–9 cm wide. The axillary or terminal inflorescences bear small white or cream flowers. The fruits are pear-shaped orange drupes, 2–2.5 cm by 1–1.5 cm in diameter, containing an 8 mm seed in an edible, juicy, fibrous orange mesocarp.

## Distribution and habitat

The species is endemic to Borneo where it is known from Sabah and Sarawak as an understorey tree of lowland riparian and swamp forests. It is rarely cultivated.
# Commando Blindé du Cambodge

The Commando Blindé du Cambodge ("Cambodia Armored Commando") was a military formation during the French Protectorate of Cambodia. The ad-hoc unit consisted of 11 commandeered Japanese tanks, some Renault UE Chenillette tankettes, and Ford trucks. Officially created on September 16, 1945 and attached to the Cambodian commando group, it was the first armored unit of the French Far East Expeditionary Corps. He became the 8th squadron of the 5th cuirassiers regiment on September 15, 1946.