OpenLLM-France/wikimedia huggingface dataset:
# Southern Pilbara rock goanna

The Southern Pilbara rock goanna (Varanus hamersleyensis), also known as the Hamersley Range rock monitor, is a dwarf member of the family Varanidae.

## Taxonomy

The first description of the species emerged from analysis of rock monitors found in the Pilbara region in the north-west of Australia, published in 2014. The study found distinction in coloration and molecular variation that indicated divergence in the southern group that justified separation from Varanus glauerti as a new species. The holotype is a specimen collected in the Hamersley Range in 2003 and previously assigned to the sister species, this was compared to other specimens and redescribed in the 2014 paper. All known specimens are from favoured habitat in the southern regions of the Pilbara, around the Hamersley range; the specific epithet hamersleyensis refers to this region.

## Description

A species of Varanus somewhat resembling V. glauerti, found to north, although darker, with whitish eye-spot markings at the upper surface. The body is a slender and moderately small sized varanid, with a snout to vent length of fewer than 160 millimetres and tail length that may exceed twice this length.

## Distribution and habitat

The species is restricted to rocky and steep terrain of the Hamersley Range of Western Australia. They are associated with a variety of vegetation, often eucalyptus trees and clumps of spinifex, on banded ironstone formations with deep gorges and steep cliff-faces. Individual range is restricted by high fidelity to their local habitat type.
# Synothele butleri

Synothele butleri is a species of mygalomorph spider in the Barychelidae family. It is endemic to Australia. It was described in 1994 by Australian arachnologist Robert Raven. The specific epithet butleri honours naturalist, environmental consultant and television presenter Harry Butler (1930–2015).

## Distribution and habitat

The species occurs in the Pilbara region of north-west Western Australia. The type locality is Barrow Island.
# John Barnes (baseball manager)

John Sloane Barnes (August 30, 1855 – September 15, 1929) was a Minor League Baseball manager, athlete, promoter, and proponent of physical fitness.
Born in Ireland, Barnes organized the Pacific Northwest League in 1890, the first professional baseball league in the region. In that same year, he led the Spokane team to the Pacific Northwest League pennant. After managing the Portland Webfeet in 1892, he played a key role in the reorganization of the Western League, which later became the American League, before devoting a decade to the promotion of physical fitness in China. In 1909, Barnes returned to manage the Butte Miners in Montana, and in 1915 operated the Aberdeen Black Cats franchise. Barnes is interred at Evergreen Washelli Memorial Park in Seattle, Washington.

## Career

| Year | Team | League | Classification |
| 1886 | St. Paul Freezers | Northwestern League | N/A |
| 1887 | St. Paul Saints | Northwestern League | N/A |
| 1889 | St. Paul Apostles | Western Association | N/A |
| 1892 | Spokane Bunchgrassers | Pacific Northwestern League | B |
| 1892 | Portland Webfeet | Pacific Northwestern League | B |
| 1894 | Minnesota Minnies | Western League | N/A |
| 1895 | Minnesota Millers | Western League | A |
| 1909 | Butte Miners | Inter-Mountain League | D |
# Philip Riedesel zu Camberg

Philip Riedesel zu Camberg was an important German knight (Ritter) in the latter half of the 16th century. He was the son of Henrich Riedesel zu Camberg and Catherine von Sebolt. He entered the Johanniterorden (the Bailiwick of Brandenburg of the Order of Saint John) in 1569, with the position of Komtur (knight commander, or preceptor) in Erlingen and as a Receptor. He served as the Grand Master of the order in northern Germany 1594–1598. During this time, he served as General of the Danube fleet in the long Turkish war (1593–1606) between the Holy Roman Empire and the Ottoman Empire. He died in 1598.

## Sources

Vladimir von Schnurbein, "Die Bemühungen des Hauses Habsburg zur Ansiedlung von Ritterorden beim Aufbau der Militärgrenze." Militär und Gesellschaft in der Frühen Neuzeit, November 2008, Heft 1.
Georg Helwich, Genealogia der Geburtslini dess Uhralten Adelichen Geschlechts der Riedesel vom Camburg, 1651.
# L'insulto delle parole

L'insulto delle parole is the fourth album released by the Italian singer Susanna Parigi.
It was published in 2009 by Promo Music.
The album sees the participation of the quartet of arches Arkè String Quartet (excluded a Jacques Brel's song cover, “La canzone dei vecchi amanti”, that was arranged by Vince Tempera). The album includes a video clip that collects the testimonies of Pino Arlacchi, Corrado Augias, Lella Costa, Cesare Fiumi, Kaballà, Leonardo Manera, Andrea Pinketts e Bruno Renzi, to which Marco Travaglio has joined successively, about the topic of the title of the album: the excessive and often gross use of the language and the manipulation of the dictionary, changing the name to things and facts or altering of the essence maintaining the name, generating so the constant insult of the truth. It includes 11 songs, including 1 video clip.

## Tracks

* L'insulto delle parole (3'26") - (Susanna Parigi / Susanna Parigi e Kaballà)
* Non chiedermi parole d'amore (3'38") - (Susanna Parigi / Susanna Parigi e Kaballà)
* Fa niente (4'16") - (Susanna Parigi)
* L'attenzione (4'07") - (Susanna Parigi / Susanna Parigi e Kaballà)
* La fiorista (4'36") - (Susanna Parigi / Susanna Parigi e Kaballà)
* Il raro movimento (3'46") - (Susanna Parigi / Susanna Parigi e Kaballà)
* C'è bisogno di tempo (3'55") - (Susanna Parigi)
* La canzone dei vecchi amanti (4'55") - (cover de "La chanson des vieux amants" di Jacques Brel / Gérard Jouannest / Sergio Bardotti / Duilio Del Prete)
* Una basta (3'48") - (Susanna Parigi)
* L'applauso (5'50") - (Susanna Parigi / Susanna Parigi e Kaballà)
* Clip video: L'insulto delle parole (8'55") - (pensieri di Pino Arlacchi, Corrado Augias, Lella Costa, Cesare Fiumi, Kaballà, Leonardo Manera, Andrea Pinketts e Bruno Renzi)
# San Prudencio

San Prudencio (Spanish for "Saint Prudence") was a Spanish anchorite and cleric who was bishop over Tarazona. He has been the patron saint of Nájera and Álava since the mid-17th century. His festival is on 28 April.

## Life

He was born and lived in Armentia, a village in the municipality of Vitoria, Álava. When he turned fifteen, he became a hermit near Soria under the tutelage of Saturio. He stayed there for around seven years and after that he moved to Calahorra, where there was a large diocesan headquarters. It was recorded that he converted many people in Tarazona where he had settled after leaving Soria. Years later he was admitted as a cleric in the diocese of Tarazona, and oversaw the maintenance of the temple from its construction, and he became an archdeacon. After the death of the bishop of Tarazona, Prudencio was chosen to replace him. As he performed miraculous healings, he became famous among the sick. Deciding to escape from fame, he left Tarazona and returned to Soria. As there were disagreements between the bishopric and the cleric of Burgo de Osma, Prudencio was chosen to be the intermediary. After helping reconcile the two factions, he later succumbed to a mortal illness and died.

## Contributions

San Saturio hermitage (Soria) was built where Prudencio was a disciple of Saturio. Although there are many different documents referring to San Prudencio, it is thought that the breviary of Tarazona is the most credible one. It is not known exactly when he lived, inasmuch as there are many conflicting dates between the late 4th century and the late 6th century. If we take into account that Prudencio's master was born in 493 AD, he would have been born in approximately the mid-6th century.

## Death and grave

As he died in Burgo de Osma, outside his diocese, owing to his venerated status, the fate of his relics led to heated quarrels among the jurisdictions. Legend has it that the matter was solved by placing his dead body on a horse he had used when he was alive, and setting it free. The horse stopped in Logroño and they buried him in a cave of the mountain called Laturce, the actual town of Clavijo (La Rioja). At the site of his grave, a church called San Vicente de Mártir (Saint Vincent the martyr was built. According to the friar Gaspar Coronel, its name was changed to the Monastery of Saint Prudence in 1025. From the 12th century onwards, Laturce mountain and Nájera had many arguments because they did not know where to bury Saint Prudence's remains. Finally most of his remains were interred in the new monastery in 1040, with his head and some smaller bones left at Mount Laturce.

## Sanctification in Álava

In the middle of the 13th century, he was considered as a saint, firstly appeared in San Millán de la Cogolla's monastery cartulary, on 24 April 759, but Prudencio became the pattern of Álava on 18 November 1643 by the own province general meeting. On 5 November 1644 it was voted uniformly on his favor, being ratified in the council on 4 May 1645. In 1688 his own prayer was requested, further of some holidays and his own chapel, located in Armentia.
# The Rebel Outlaw: Josey Wales

The Rebel Outlaw: Josey Wales is a 1973 American Western novel (also titled Gone to Texas in later editions) written by Asa Earl Carter (under the pen name Forrest Carter). It was adapted into the film The Outlaw Josey Wales directed by and starring Clint Eastwood. The novel was republished in 1975 under the title Gone to Texas.
Wales was portrayed by Michael Parks in the 1986 sequel to the film The Return of Josey Wales.

## Plot

Josey Wales, a Missouri farmer, seeks vengeance when his family is murdered by a gang of Unionists during the American Civil War by joining a band of Confederate guerrillas. At the war's end, he refuses to surrender to the victorious Northern forces and instead becomes an outlaw. He then sets out to make a new life for himself, all while trying to outrun the men seeking to hunt him down.
# Stigmatolaelaps

Stigmatolaelaps is a genus of mites in the family Laelapidae.

## Species

* Stigmatolaelaps greeni (Oudemans, 1902)
* Stigmatolaelaps hunteri Krantz, 1998
* Stigmatolaelaps sumatrensis Krantz, 1998
# Space Nursing Society

The Space Nursing Society is an international space advocacy organization devoted to space nursing and space exploration by registered nurses. The society is an affiliated, non-profit special interest group associated with the National Space Society.
The society was founded in 1991 and has members from around the world including Australia, Canada, Czech Republic, England, Germany, Greece, Scotland and the United States.
The society serves as a forum for the discussion and study of issues related to nursing in space and the impact of these studies on nursing on Earth.
# Symplocos truncata

Symplocos truncata is a species of plant in the family Symplocaceae. It is endemic to Ecuador. Its natural habitat is subtropical or tropical moist montane forest.
# John Fulford (Australian priest)

John Fulford (c. 1822 – 24 March 1905) was an Anglican priest in Australia.

## History

Fulford emigrated to South Australia in 1847 with Bishop Short and Rev. M. B. Hale aboard Derwent, and was ordained deacon at Trinity Church in 1848.
He was put in charge of St Mary's on the Sturt in 1848. He also served Christ Church, O'Halloran Hill. He served the Blakiston church at Balhannah 1851–1858, and was also responsible for St. Mark's, Woodside.
He married Sarah Marshall (c. 1822 – 30 August 1899) in 1852, had five children, then returned to England, where son Harry English Fulford was born.
He returned to Australia in 1863, where he had charge (as locum tenens) of Christ Church, South Yarra in Victoria.
He had charge of St Matthew's Prahran.
He returned to England 1874–1984.
# Phryneta pallida

Phryneta pallida is a species of beetle in the family Cerambycidae. It was described by James Thomson in 1857. It is known from South Africa.
# Kyosuke Usuta

Kyosuke Usuta (うすた 京介, Usuta Kyōsuke, born May 25, 1974 in Aichi Prefecture but raised in Kōshi, Kumamoto) is a Japanese manga artist. His best known works are Sexy Commando Gaiden: Sugoi yo!! Masaru-san which was published in Weekly Shōnen Jump from 1995 to 1997 and which was adapted into a 48-episode anime series produced by Magic Bus; and Pyu to Fuku! Jaguar which was also serialized in Weekly Shōnen Jump between 2000 and 2010, adapted into an anime film and a live action film in 2008.

## Works

| Title | Year | Notes |
| Sexy Commando Gaiden: Sugoi yo!! Masaru-san | 1995-1997 | Serialized in Weekly Shōnen Jump Published by Shueisha in 7 volumes |
| Bushizawa reshību (武士沢レシーブ, Bushizawa Receive) | 1999 | Published by Shueisha, 2 volumes |
| Chikusakukōru (チクサクコール, Chikusaku Call) | 2001 | Serialized in Weekly Shonen Jump Published by Shueisha, 1 volume short stories collection |
| Pyu to Fuku! Jaguar | 2000–10 | Serialized in Weekly Shōnen Jump Published by Shueisha in 20 volumes |
| Foodfighter Tabelu | 2015–present | Published by Shueisha, 5 volumes |
# Samy Mahmoud

Samy A. Mahmoud was the 5th chancellor of University of Sharjah (2008-2013), and formerly the acting president of Carleton University (2006-2008).

## Biography

Samy A. Mahmoud was the 5th chancellor of the University of Sharjah (2008-2013). Previously, he served as the acting president of Carleton University, appointed in November, 2006, after the resignation of David W. Atkinson. He is at present professor of systems and computer engineering at Carleton University, leading a research group on sensor technologies and platforms.
Dr. Mahmoud graduated from Carleton University in 1975 with a doctorate in electrical engineering. He has served various roles at Carleton, including acting provost, vice-president (academic), dean of the Faculty of Engineering and Design and chair of the Department of Systems and Computer Engineering.

## Honors and awards

* Mahmoud was the recipient of IEEE Canada's McNaughton Award in 2024, recognizing his work on digital speech processing, wireless networks, and pioneering contributions in other technologies.
# Gold-and-white marmoset

The gold-and-white marmoset (Mico chrysoleucos), also known as the golden-white tassel-ear marmoset, is a species of marmoset, a small monkey endemic to the Amazon rainforest in eastern Amazonas state, Brazil.
# The Sophy

The Sophy is a revenge tragedy in blank verse written by Sir John Denham and first acted in 1641.

## Characters

* Abbas, King of Persia.
* Mirza, the Prince, his Son.
* Erythæa, the Princess, his Wife.
* Enemies to the Prince:
** Haly, the King's Favourite.
** Mirvan, Haly's Confident.
* Two Lords, Friends to the Prince:
** Abdall,
** Morat,
* Caliph.
* Solyman, a foolish Courtier.
* Soffy, the Prince his Son, now King of Persia.
* Fatyma, his Daughter.
* 2 Turkish Bashaw(e)s.
* 3 Captains.
* 2 Women.
* Physician,
* Tormentors.

## Background

"In 1642 he broke out", as Denham's contemporary Edmund Waller remarks of him, "like the Irish Rebellion, threescore thousand strong, when nobody was aware, or in the least suspected it", in the play of the Sophy.

## Source

Denham's source is Sir Thomas Herbert's account of the life of Abbas the Great of Persia in Some Yeares Travels into Divers Parts of Asia and Afrique, first published in 1634.

## Synopsis

A father suspecting and plotting against a dear and noble son; a son deprived of sight by the command of a father, and meditating in his rage and revenge the murder of his own favourite daughter, because she is beloved by his father; and the deaths of both son and father by poison, administered through means of a courtier who has betrayed both. Such are the main hinges on which the plot of the piece turns.
# Stigmella cuprata

Stigmella (Moth) cuprata is a moth of the family Nepticulidae. It was described by Edward Meyrick in 1915. It was found in Matucana, Peru.
# Syzygium pseudofastigiatum

Syzygium pseudofastigiatum, known as the Claudie satinash is a rare rainforest tree of tropical Queensland, Australia. It can grow to 35 metres tall.
# John Fulbrook

John Paul Fulbrook is an Australian politician. He has been a Labor Party member of the South Australian House of Assembly since the 2022 state election, representing Playford. Fulbrook holds an arts degree from Flinders University and a business degree from Edith Cowan University. Before entering parliament, he worked as an advisor to the Weatherill government and then to the Northern Territory government.
# L'insegnante al mare con tutta la classe

L'insegnante al mare con tutta la classe (The teacher at the beach with the whole class) is a 1980 Italian commedia sexy all'italiana directed by Michele Massimo Tarantini.

## Cast

* Anna Maria Rizzoli: prof. Lisa Colombi
* Lino Banfi: commendator Ercole Cubetti
* Francesca Romana Coluzzi: Enrichetta Cubetti
* Marco Gelardini: Mario Cubetti
* Alvaro Vitali: Cocò
* Franco Diogene: Paolo
* Gisella Sofio: wife of Paolo
# Kathryn Winter

Kathryn Winter is a British ice dancer. She won the 1976 World Junior Figure Skating Championships in ice dancing with partner Nicholas Slater.
# Goldbach–Euler theorem

In mathematics, the Goldbach–Euler theorem (also known as Goldbach's theorem), states that the sum of 1/(p − 1) over the set of perfect powers p, excluding 1 and omitting repetitions, converges to 1:
    $\sum _{p}^{\infty }{\frac {1}{p-1}}={{\frac {1}{3}}+{\frac {1}{7}}+{\frac {1}{8}}+{\frac {1}{15}}+{\frac {1}{24}}+{\frac {1}{26}}+{\frac {1}{31}}}+\cdots =1.$
This result was first published in Euler's 1737 paper "Variæ observationes circa series infinitas". Euler attributed the result to a letter (now lost) from Goldbach.

## Proof

Goldbach's original proof to Euler involved assigning a constant to the harmonic series: $\textstyle x=\sum _{n=1}^{\infty }{\frac {1}{n}}$, which is divergent. Such a proof is not considered rigorous by modern standards. There is a strong resemblance between the method of sieving out powers employed in his proof and the method of factorization used to derive Euler's product formula for the Riemann zeta function.
Let $x$ be given by
    $x=1+{\frac {1}{2}}+{\frac {1}{3}}+{\frac {1}{4}}+{\frac {1}{5}}+{\frac {1}{6}}+{\frac {1}{7}}+{\frac {1}{8}}+\cdots$
Since the sum of the reciprocal of every power of 2 is $\textstyle 1={\frac {1}{2}}+{\frac {1}{4}}+{\frac {1}{8}}+{\frac {1}{16}}+\cdots$, subtracting the terms with powers of 2 from $x$ gives
    $x-1=1+{\frac {1}{3}}+{\frac {1}{5}}+{\frac {1}{6}}+{\frac {1}{7}}+{\frac {1}{9}}+{\frac {1}{10}}+{\frac {1}{11}}+\cdots$
Repeat the process with the terms with the powers of 3: $\textstyle {\frac {1}{2}}={\frac {1}{3}}+{\frac {1}{9}}+{\frac {1}{27}}+{\frac {1}{81}}+\cdots$
    $x-1-{\frac {1}{2}}=1+{\frac {1}{5}}+{\frac {1}{6}}+{\frac {1}{7}}+{\frac {1}{10}}+{\frac {1}{11}}+{\frac {1}{12}}+\cdots$
Absent from the above sum are now all terms with powers of 2 and 3. Continue by removing terms with powers of 5, 6 and so on until the right side is exhausted to the value of 1. Eventually, we obtain the equation
    $x-1-{\frac {1}{2}}-{\frac {1}{4}}-{\frac {1}{5}}-{\frac {1}{6}}-{\frac {1}{9}}-\cdots =1$
which we rearrange into
    $x-1=1+{\frac {1}{2}}+{\frac {1}{4}}+{\frac {1}{5}}+{\frac {1}{6}}+{\frac {1}{9}}+\cdots$
where the denominators consist of all positive integers that are the non-powers minus 1. By subtracting the previous equation from the definition of $x$ given above, we obtain
    $1={\frac {1}{3}}+{\frac {1}{7}}+{\frac {1}{8}}+{\frac {1}{15}}+{\frac {1}{24}}+{\frac {1}{26}}+{\frac {1}{31}}+\cdots$
where the denominators now consist only of perfect powers minus 1.
While lacking mathematical rigor, Goldbach's proof provides a reasonably intuitive argument for the theorem's truth. Rigorous proofs require proper and more careful treatment of the divergent terms of the harmonic series. Other proofs make use of the fact that the sum of 1/(p − 1) over the set of perfect powers p, excluding 1 but including repetitions, converges to 1 by demonstrating the equivalence:
    $\sum _{p}^{\infty }{\frac {1}{p-1}}=\sum _{m=2}^{\infty }\sum _{n=2}^{\infty }{\frac {1}{m^{n}}}=1.$
# The Short-Tempered Clavier and other dysfunctional works for keyboard

The Short-Tempered Clavier and other dysfunctional works for keyboard was released in 1995 by Telarc Records. The album contains works by Peter Schickele, sometimes under his pseudonym of P. D. Q. Bach, including "works for various types of keyboards, including theatre organ, calliope, the ever popular piano, and the organ of the King Congregational Church of Fayray, North Dakota." The title is a parody of Johann Sebastian Bach's Well-Tempered Clavier.

## Performers

* Professor Peter Schickele, steam calliope, organ
* Christopher O'Riley, famous concert pianist
* Dennis James, famous theater organist
* David Robinson, whoever he is

## Track listing

* Opening & Introduction (4:50)The Short-Tempered Clavier, Preludes and Fugues in all the Major and Minor Keys Except for the Really Hard Ones, S. easy as 3.14159265
* I. C major (2:46)
* II. C minor (1:48)
* III. C-sharp minor (3:35)
* IV. D major (1:32)
* V. D minor (2:28)
* VI. E-flat major (2:19)
* VII. F major (4:01)
* VIII. G minor (2:02)
* IX. G major (2:33)
* X. A major (3:37)
* XI. A minor (1:39)
* XII. B-flat major (3:13)
* Introduction (3:16)Little Pickle Book for theater organ and dill piccolos, S. 6
* I. Toccata et Fuga Obnoxia (3:52)
* II. Chorale Prelude (Ave Maria et Agnus Dei) (1:49)
* III. Fantasia sopra "Fräulein Maria Mack" (1:36)
* IV. Lullaby and Goodnight (2:35)
* Introduction (1:16)Sonata Da Circo (Circus Sonata) for steam calliope, S. 3 ring
* I. Spiel Vorspiel (2:34)
* II. Entrada Grande (3:07)
* III. Smokski the Russian Bear (1:23)
* IV. Toccata Ecdysiastica (1:05)
* Calliope Frustration (0:42)
* Introduction (1:07)Three Chorale-Based Piecelets for Organ, S. III
* I. Chorale: "Orally" (2:05)
* II. Chorale Prelude on an American Hymn for the Last Sunday Before the Fourth Day of the Seventh Month After New Year's Eve (1:24)
* III. Chorale Variations on "In der Nacht so Hell, der Petrus ist mein Freund" (5:23)
* Epilogue (1:24)

## Technical information

* The Short-Tempered Clavier was recorded in Mechanics Hall (Worcester, Massachusetts), February 22, 1995.
* Little Pickle Book was recorded on the Mighty Wurlitzer Theater Organ in the Imperial Spud Theater, Hoople, North Dakota, April 11, 1995, with additional recording at Commercial Recording Studio, Studio 1, Cleveland, Ohio, May 1, 1995.
* Sonata Da Circo was recorded on a Morecraft Steam Calliope at the Circus Hall of Fame, Peru, Indiana, May 30, 1995.
* Three Chorale-Based Piecelets was recorded next to the feedlots at King Congregational Church, Fayray, North Dakota, May 1, 1995.

## Sources

* P. D. Q. Bach: The Short-Tempered Clavier
# Stigmella dentatae

Stigmella dentatae is a moth of the family Nepticulidae. It is found in Japan (Hokkaido), Russia (Primorsky Krai) and China (Heilongjiang).
The wingspan is 5.1–6.4 mm (0.20–0.25 in). Adults are on wing in May and again from July to September. There are two generations per year.
The larvae feed on Quercus mongolica (including var. grosseserrata in Japan) and Quercus dentata (in Primorskiy Kray). They mine the leaves of their host plant.