OpenLLM-France/wikimedia huggingface dataset:
# Wellington Infantry Regiment (NZEF)

The Wellington Infantry Regiment was a military unit of the New Zealand Expeditionary Force (NZEF) raised for service in the First World War. It saw service in the Gallipoli Campaign (1915) and on the Western Front (1916–1919). The regiment was formed by grouping together companies from four different territorial regiments base in the Wellington Military district.

## History

The regiment was formed in 1914 as the Wellington Battalion. The battalion consisted of four rifle companies, with each company raised from one of the territorial regiments of the Wellington military district, namely the:
* 7th (Wellington West Coast) Regiment
* 9th (Hawke's Bay) Regiment
* 11th Regiment (Taranaki Rifles)
* 17th (Ruahine) Regiment
Each company retained the name and cap badge of its parent territorial regiment.
Before the Wellington battalion was formed the 5th (Wellington) Regiment had already been mostly dispatched to capture Samoa as part of the Samoa Expeditionary Force. The 5th (Wellington) Regiment was therefore not integrated into the Wellington Battalion and was, ironically, not affiliated with the Wellington Infantry Regiment.

## Battle honours

* First World War:
** Gallipoli Campaign,
** Western Front,
** Somme 1916,
** Messines 1917,
** Ypres 1917,
** Passchendaele 1917,

## Mascot

The Wellington Regiment adopted an Irish Terrier, known as Scout Sergeant Major Paddy, as the regimental mascot. Paddy was originally adopted as the mascot of the 7th (Wellington West Coast) Regiment prior to the First World War. He joined the Wellington Battalion as a Private at the beginning of the war. Initially Lt. Col. Malone would not allow Paddy to travel with the battalion to Egypt. After an appeal to the brigade major, however, permission was granted and Paddy sailed for Egypt with the Battalion on 16 October 1914.
Paddy landed at Gallipoli on the afternoon of 25 April 1915 and was present during much of the fighting. He led the charge for a number of attacks and on one occasion reached the Turkish trenches before the men did. In May, Paddy became detached from the Wellington Battalion for several days, but was eventually found deaf and shell shocked. Paddy's condition improved after the evacuation from Gallipoli and he was there after attached to the Quartermaster's staff. He stayed with the Wellington Regiment until the end of the war and was eventually promoted to Scout Sergeant Major.
Paddy went with the regiment to Germany as part of the occupation force at the end of the war and later ended up in England. Plans were made to return him to New Zealand, but scares over rabies and quarantine requirements delayed his return. It was not until 1922 that finally plans were made for his return, by which time it was decided he was too frail to make the trip back home. He spent the rest of his life in Devon and died in 1929 at the age of 16.
# Complete field

In mathematics, a complete field is a field equipped with a metric and complete with respect to that metric. Basic examples include the real numbers, the complex numbers, and complete valued fields (such as the p-adic numbers).

## Constructions
### Real and complex numbers

The real numbers are the field with the standard Euclidean metric $|x-y|$. Since it is constructed from the completion of $\mathbb {Q}$ with respect to this metric, it is a complete field. Extending the reals by its algebraic closure gives the field $\mathbb {C}$ (since its absolute Galois group is $\mathbb {Z} /2$). In this case, $\mathbb {C}$ is also a complete field, but this is not the case in many cases.

### p-adic

The p-adic numbers are constructed from $\mathbb {Q}$ by using the p-adic absolute value
   $v_{p}(a/b)=v_{p}(a)-v_{p}(b)$
where $a,b\in \mathbb {Z} .$ Then using the factorization $a=p^{n}c$ where $p$ does not divide $c,$ its valuation is the integer $n$. The completion of $\mathbb {Q}$ by $v_{p}$ is the complete field $\mathbb {Q} _{p}$ called the p-adic numbers. This is a case where the field is not algebraically closed. Typically, the process is to take the separable closure and then complete it again. This field is usually denoted $\mathbb {C} _{p}.$

### Function field of a curve

For the function field $k(X)$ of a curve $X/k,$ every point $p\in X$ corresponds to an absolute value, or place, $v_{p}$. Given an element $f\in k(X)$ expressed by a fraction $g/h,$ the place $v_{p}$ measures the order of vanishing of $g$ at $p$ minus the order of vanishing of $h$ at $p.$ Then, the completion of $k(X)$ at $p$ gives a new field. For example, if $X=\mathbb {P} ^{1}$ at $p=[0:1],$ the origin in the affine chart $x_{1}\neq 0,$ then the completion of $k(X)$ at $p$ is isomorphic to the power-series ring $k((x)).$
# Bulbophyllum serripetalum

Bulbophyllum serripetalum is a species of orchid in the genus Bulbophyllum.
# Agyneta pseudosaxatilis

Agyneta pseudosaxatilis is a species of sheet weaver found in Russia and Kazakhstan. It was described by Tanasevitch in 1984.
# Church of the Holy Ghost, Midsomer Norton

The Church of the Holy Ghost, Midsomer Norton, Somerset, England is a Roman Catholic parish church housed in a converted tithe barn. It is served by monks of the Order of St. Benedict from Downside Abbey and is a Grade II* listed building.

## History of the building

The building was formerly a tithe barn built and owned by the Augustinian Canons at Merton Priory, Surrey. It is the second-oldest existing building in Midsomer Norton (after the old priory itself), with Pevsner assigning it to the 15th century.
Following the Dissolution of the Monasteries under Henry VIII, the barn was handed over to the King along with all of the Priory's property, and subsequently became part of the patrimony of Christ Church, Oxford. By 1886 it was no longer needed for the storing of tithes in kind and was sold to a private owner in auction.

## Conversion to church use

In 1906 the building was purchased by Downside Abbey for use as a church. Since its auction in 1886 the barn had been used as a kennels, a stable and even a chicken house and was by now in a very poor state. Abbot Edmund Ford engaged the services of the architect Giles Gilbert Scott to plan restoration and conversion of the building. In addition to restoring the splendid timber roof and timbers, Scott made several structural changes to the building, including new doorways and a new gothic style window in the south wall, the tracery for which was copied from that of a room above the porch.
The barn was consecrated as a church on 17 May 1913.

## Church furnishings

The tabernacle of the church is elaborately carved in wood and richly gilded. It dates from 1794, and previously stood on the High Altar of the Chapel of the Bavarian Embassy, Golden Square, London. The Stations of the Cross are Flemish and are early examples of the painted depiction of the stations, dating from the end of the 18th century.
Other church furnishings, including the Jacobean panelling behind the High Altar (now carrying the words "Deus Caritas Est", or God is Love), were taken from the buildings of Downside Abbey and School. The pulpit used to be the Prefect's desk in the school's study room.

## Times

Sunday Mass: 11.00 am
Holy Days: 9.30 am
Weekdays: Tuesday, Friday, Saturday 9.30 am Wednesday 6.15 pm
Confessions: Saturday 10.00 am to 10.45 am
Devotions: Exposition Wednesday 5.00 pm to 6.00 pm

## Weddings

In June 2010 The Holy Ghost was the location of a celebrity wedding when Republic of Ireland international and Fulham footballer Damien Duff married his girlfriend Elaine.
# Complete group

In mathematics, a group G is said to be complete if every automorphism of G is inner, and it is centerless; that is, it has a trivial outer automorphism group and trivial center.
Equivalently, a group is complete if the conjugation map, G → Aut(G) (sending an element g to conjugation by g), is an isomorphism: injectivity implies that only conjugation by the identity element is the identity automorphism, meaning the group is centerless, while surjectivity implies it has no outer automorphisms.

## Examples

As an example, all the symmetric groups, S$_n$, are complete except when n ∈ {2, 6}. For the case n = 2, the group has a non-trivial center, while for the case n = 6, there is an outer automorphism.
The automorphism group of a simple group is an almost simple group; for a non-abelian simple group G, the automorphism group of G is complete.

## Properties

A complete group is always isomorphic to its automorphism group (via sending an element to conjugation by that element), although the converse need not hold: for example, the dihedral group of 8 elements is isomorphic to its automorphism group, but it is not complete. For a discussion, see (Robinson 1996, section 13.5).

## Extensions of complete groups

Assume that a group G is a group extension given as a short exact sequence of groups
    1 ⟶ N ⟶ G ⟶ G′ ⟶ 1
with kernel, N, and quotient, G′. If the kernel, N, is a complete group then the extension splits: G is isomorphic to the direct product, N × G′. A proof using homomorphisms and exact sequences can be given in a natural way: The action of G (by conjugation) on the normal subgroup, N, gives rise to a group homomorphism, φ : G → Aut(N) ≅ N. Since Out(N) = 1 and N has trivial center the homomorphism φ is surjective and has an obvious section given by the inclusion of N in G. The kernel of φ is the centralizer C$_G$(N) of N in G, and so G is at least a semidirect product, C$_G$(N) ⋊ N, but the action of N on C$_G$(N) is trivial, and so the product is direct.
This can be restated in terms of elements and internal conditions: If N is a normal, complete subgroup of a group G, then G = C$_G$(N) × N is a direct product. The proof follows directly from the definition: N is centerless giving C$_G$(N) ∩ N is trivial. If g is an element of G then it induces an automorphism of N by conjugation, but N = Aut(N) and this conjugation must be equal to conjugation by some element n of N. Then conjugation by gn$^{−1}$ is the identity on N and so gn$^{−1}$ is in C$_G$(N) and every element, g, of G is a product (gn$^{−1}$)n in C$_G$(N)N.
# C12H16O4

The molecular formula C$_{12}$H$_{16}$O$_4$ (molar mass: 224.26 g/mol, exact mass: 224.1049 u) may refer to:
* 2,4,5-Trimethoxypropiophenone
* Olivetolic acid
# A Mão de Mao

A Mão de Mao (Portuguese for "Mao's Hand") is the second studio album by Brazilian band Metrô, released in 1987 by Epic Records. It was the band's only album to feature Pedro d'Orey on vocals, replacing Virginie Boutaud who was fired the year prior.

## Background

By 1985 Metrô was one of the most successful Brazilian bands, extensively touring and performing in numerous variety shows of the time; however, then-vocalist Virginie Boutaud was growing exhausted from the band's convoluted touring schedule, and her bandmates planned to shift from the pop-influenced style of their previous album Olhar to a more "mature" and "daring" direction influenced by Barão Vermelho, Legião Urbana and Titãs, who were some of the most influential Brazilian rock acts at the time. Numerous creative divergences and frictions led to a deterioration of the relations between Virginie and her bandmates, and she was eventually fired from the band in 1986.
Portuguese musician Pedro d'Orey, better known by his stage name Pedro Parq, was chosen as Virginie's replacement after the Metrô bandmembers listened to his work with Mler Ife Dada, of which he was one of its founding members – D'Orey recently had parted ways with the band at the time, and was living in São Paulo. With D'Orey, the band embraced a more experimental style nearly reminiscent of their earlier material as A Gota Suspensa, removing almost completely the synth-pop elements prominent in Metrô's previous album. The band initially planned to change its name from Metrô to Tristes Tigres ("Sad Tigers"), but their record label Epic did not allow them.
Despite positive reception and the moderate success of singles "Gato Preto" and "Lágrimas Imóveis", A Mão de Mao was considered a commercial failure. The band's new musical direction heavily alienated its fans, and not being able to recover their former success, Metrô split up in 1988. They endured a 15-year hiatus before reuniting with Virginie for a new album, Déjà-Vu.
The album's title is a reference to former Chinese leader Mao Zedong. According to Pedro d'Orey, he thought of the album's title after reading a recently published biography of Mao regarding his private life, and wanting to write a song thinking of him "more as a human being than as a dictator".

## Track listing

All lyrics are written by Pedro Parq; all music is composed by Metrô (Parq, Dany Roland, Xavier Leblanc, Yann Laouenan and Alec Haiat)

## Personnel

* Pedro Parq (Pedro d'Orey) – vocals
* Daniel "Dany" Roland – drums
* Xavier Leblanc – bass guitar
* Yann Laouenan – keyboards
* Alec Haiat – electric guitar
* Philippe Amey – bagpipes (track 1)
* Luiz Cláudio Faria – trumpet (tracks 4 and 5)
* Luiz Carlos Maluly – production
* Fernando Zarif – photography, cover art
# Kein Ort. Nirgends

Kein Ort. Nirgends is a 1979 novel by East German author Christa Wolf. It tells the fictional meeting of the German poets Heinrich von Kleist and Karoline von Günderrode in a salon in Winkel in the Rheingau. In real life, both protagonists had independently committed suicide; Günderrode in 1806 in Winkel, Kleist in 1811 in Berlin.
Kleist and Günderrode escape the empty talk of a tea party by taking a longer walk. Here the two encounter each other in a long conversation, and feel the proximity of their respective personal and poetic problems. Their deep exchange is interrupted abruptly when Kleist is called as his coach is leaving.
This novel was translated into English by Jan van Huerck as No Place on Earth (Farrar Straus Giroux, 1982).
# Rodes (disambiguation)

Rodès is a town in southern France.
Rodes may also refer to:

## People

* Rodes, people with the surname Rodes
* Rodes K. Myers, Lt. Governor of Kentucky, United States (1939–1943)

## Places

* Pizzo di Rodes, a mountain in Lombardy, Italy
* Rodes, West Virginia, United States, a small town in Raleigh County

## Other

* Rodes baronets, a title in England (1641–1743)
# Dominant Species

Dominant species may mean:
* Dominant species (ecology), one of a small number of species which dominate in an ecological community
* Dominant Species (novel) by Michael E. Marks
* Dominant Species (board game)
* Dominant Species (video game)
* Dominant Species (album), an album by New Zealand singer King Kapisi
# Eucithara perhumerata

Eucithara perhumerata is a small sea snail, a marine gastropod mollusc in the family Mangeliidae.

## Description

The length of the shell attains 6 mm.

## Distribution

This marine species occurs off Yemen.
# German submarine U-5269

German submarine U-5269 was a Type XXVIIB "Seehund" midget submarine which bears one of the highest registry numbers of the Kriegsmarine to be issued to a submarine during World War II. U-5269 was not, however, the last German submarine commissioned (that boat was U-4712) but was issued a higher registry since contracted boats were frequently commissioned out of order due to scheduling and construction conflicts.
As with the majority of the German mini-submarines of late World War II, U-5269 was part of the "wonder weapon" effort of Nazi Germany in an attempt to stem the defeats of 1944 and 1945. Karl Dönitz had originally hoped for over one thousand miniature submarines to be constructed, but in the end the total number commissioned were just under three hundred. The vessel is thought to have operated during the winter of 1944 and either scrapped or sunk in early 1945
# West Point, Wisconsin

West Point is a town in Columbia County, Wisconsin, United States. The population was 1,634 at the 2000 census.

## Geography

According to the United States Census Bureau, the town has a total area of 32.5 square miles (84.1 km$^2$), of which, 28.9 square miles (74.9 km$^2$) is land and 3.5 square miles (9.2 km$^2$) (10.94%) is water.

## Demographics

As of the census of 2000, there were 1,634 people, 660 households, and 485 families residing in the town. The population density was 56.5 people per square mile (21.8/km$^2$). There were 907 housing units at an average density of 31.4 per square mile (12.1/km$^2$). The racial makeup of the town was 98.35% White, 0.49% African American, 0.43% Asian, 0.24% from other races, and 0.49% from two or more races. Hispanic or Latino people of any race were 0.86% of the population.
There were 660 households, out of which 29.8% had children under the age of 18 living with them, 68.5% were married couples living together, 2.6% had a female householder with no husband present, and 26.4% were non-families. 22% of all households were made up of individuals, and 8.8% had someone living alone who was 65 years of age or older. The average household size was 2.48 and the average family size was 2.92.
In the town, the population was spread out, with 24% under the age of 18, 3.6% from 18 to 24, 26.4% from 25 to 44, 30.9% from 45 to 64, and 15.1% who were 65 years of age or older. The median age was 42 years. For every 100 females, there were 105 males. For every 100 females age 18 and over, there were 105.6 males.
The median income for a household in the town was $55,781, and the median income for a family was $62,132. Males had a median income of $39,063 versus $28,403 for females. The per capita income for the town was $30,750. About 2.5% of families and 3.8% of the population were below the poverty line, including 3.1% of those under age 18 and 5.9% of those age 65 or over.

## Protected areas

* Gibraltar Rock State Natural Area

## Notable people

* Horace N. Polley, Wisconsin State Representative and farmer; lived on a farm in West Point
# Miss Earth Cayman Islands

Miss Earth Cayman Islands is a national Beauty pageant in Cayman Islands to represent the country at Miss Earth pageant.
In February 2024, after 14 years of inactivity, the Miss Cayman Islands organization announced their acquisition of the Miss Earth franchise and appointed Latrese Haylock as its national director. This marks the 4th franchise under the Miss Cayman Islands organization along with the international pageants Miss Universe, Miss World and Miss Supranational

## Titleholders

| Year | Miss Earth Cayman Islands | Placement at Miss Earth |
| 2006 | Stephanie Monique | Unplaced |
| Did not compete between 2007—2009 ||||
| 2010 | Samantha Widmer | Unplaced |
| Did not compete between 2011-2023 ||||
| 2024 | TBA | TBA |
# Coat of arms of Gabon

The coat of arms of Gabon was designed by the Swiss heraldist and vexillologist Louis Mühlemann, one of the founding members of the FIAV and the designer of the coat of arms of the Republic of Congo. It has been in use since 15 July 1963.

## Official description

The government of Gabon describes the coat of arms as follows:
Or, a ship sable, masts of the same, with the flag of Gabon, tierced in fess vert, or and azure, sailing upon a sea azure; a chief vert charged with three bezants.
Only the blazon of the escutcheon is mentioned by the government. Other elements are mentioned, but not as a part of the blazon. The supporters are "two black panthers", and the compartment is an Aucoumea klaineana. The motto is "UNION, TRAVAIL, JUSTICE" in capital letters or on a field azure, and the slogan "UNITI PROGREDIEMUR" in capital letters sable.

## Symbolism

The supporters of the symbol are panthers which symbolize the vigilance and courage of the president who protects the nation. The bezants (golden discs) in chief of the shield symbolize the mineral wealth of the country. The ship at the lower part represents Gabon moving towards a brighter future. According to Briggs, "green represents the great dense forests; yellow, the sun; blue, the sea; and black, the people of Africa". The okoumé tree at the top of the shield symbolizes the timber trade.
The coat of arms is unusual in having two ribbons with mottos in two different languages. The ribbon below the shield has a motto in French 'UNION, TRAVAIL, JUSTICE' ('Unity, Work, Justice'). The second ribbon is placed beneath the branches of the okoumé tree and has a motto in Latin 'UNITI PROGREDIEMUR' ('We shall go forward united').
# Edward Hay (County Wexford)

Edward Hay (1761–1826) was the author of a book on the Irish Rebellion of 1798, and a witness to many of the events of that time.

## Early life

Edward Hay was born, about 1761, at Ballinkeele (near Crossabeg), County Wexford, Ireland, into a Catholic family. His family were large landowners and were long-established in the County. Hay was educated in France and Germany. His father was Harvey Hay.

## Rebellion

Hay was witness to many of the events in Wexford town during the Rebellion. Hay's brother, John, was a prominent Rebel leader, who was executed near the end of the Rebellion on Wexford bridge, 26 June 1798. John Hay was buried in Kilmallock graveyard, County Wexford. Another brother, Philip, was a member of the British Army, and was buried in England.
Edward Hay was tried for involvement in the Rebellion but was acquitted. It is clear from Hay's own account and from Miles Byrne's Memoirs that Edward Hay himself had little involvement in the actual fighting, but his actual role in organizing and promoting the Rebellion is far less certain.

## Book

Hay's book was first published in 1803 as "History of the Insurrection of the County of Wexford, A. D. 1798". This was one of the first accounts of the Rebellion. It was reprinted many times, usually under the slightly altered title of "History of the Irish insurrection of 1798", presumably to appeal to a wider audience. Most of these reprints omit Hay's 1803 Introduction and Appendix, as well as his large fold-out map of County Wexford. Hay's original 1803 book is now scarce, but is now available on the Internet - less the map. However, an exact copy of his map was reprinted in Wheeler and Broadley's, "The War in Wexford: An Account of the Rebellion in the South of Ireland in 1798" (London & New York, 1910).

## Dublin

Hay lived in Dublin in his later years and was a prominent member of the Catholic Committee and a very active member of the Catholic Association. He was Secretary of the Catholic Association, 1806 - 1819.

## Biographies

Margaret Ó hÓgartaigh produced both a thesis and a biography of Edward Hay.
The Wexford historian, William Sweetman, published a biography of Edward Hay in 2019

## Death

Edward Hay died at Dublin on 13 October 1826, and is buried in St. James' graveyard, Kilmainham, Dublin, where his headstone can still be seen.
# Rodes K. Myers

Rodes Kirby Myers (June 29, 1900 – March 11, 1960) was an American politician who served as the 38th Lieutenant Governor of Kentucky 1939 to 1943.
Myers' hometown was Bowling Green, Kentucky. Myers was a Kentucky delegate to the Democratic National Convention in 1936, 1940, 1944, 1948 and 1956.
In 1939 Myers ran for Lieutenant Governor of Kentucky and won, serving 1939–43. Myers ran for Governor of Kentucky in 1943 but lost in the Democratic primary to J. Lyter Donaldson, who in turn lost to Republican Simeon S. Willis.
Myers died in 1960 and is buried at Fairview Cemetery in Bowling Green, Kentucky.
# Eucithara paucicostata

Eucithara paucicostata is a small sea snail, a marine gastropod mollusk in the family Mangeliidae.
This is not Mangelia paucicostata Risso, A., 1826.

## Distribution

This marine species occurs in Polynesia and off Tahiti