OpenLLM-France/wikimedia huggingface dataset:
# Hilkot

Hilkot is a village and union council (an administrative subdivision) of Mansehra District in the Khyber Pakhtunkhwa province of Pakistan. It is located to the north of Mansehra the district capital and south east of Batagram city and lies in an area affected by the 2005 Kashmir earthquake. There are 04 village councils. Village Council 1. Hilkot 2. Kund Bala 3. Sathan Gali 4. Balimang. Spoken languages are Pashto, Gojri & Hindko. Major Castes are Swati & Gujjar. V/C Kund Bala & Sathan Gali have mostly people from Gujjar family which is totally hilly area while V/C Hilkot & Balimang have mostly people from Swati & Syed family. There are green field and most of land is hilly occupied with forests. Main crops are maize, wheat & little bit rice. In fruits there are Orchards & Trees of Apple, Apricot, Pear, Plums & Date-plum. Natural water rich in herbs comes from hills. The literacy rate is growing gradually. There are difficulties that the local population faces the lack of proper healthcare facilities in the area, as there are no hospitals in the region & Also there is no any Govt boys or girls college. Mostly people moved for jobs & businesses and support their families & serving in different departments of country (in government private & public sectors) & abroad. Farming is only way of earning but due to hilly area and weather conditions its not fulfill requirements of area.
# St John the Evangelist's Church, Hazelwood

St John the Evangelist's Church, Hazelwood is a Grade II listed parish church in the Church of England in Hazelwood, Derbyshire.

## History

The architect was Henry Isaac Stevens who drew up plans in 1844. It was funded through the efforts of Col. Colville of Duffield Hall. The church was consecrated on Ascension Day 1864 by the Bishop of Lichfield.
The church was badly damaged by a fire on 1 February 1902. It was re-opened on 2 December 1902 after a restoration costing £2,000 by Naylor and Sale of Derby.

## Parish status

The church is in a joint parish with
* Holy Trinity Church, Milford
* St Lawrence's Church, Shottle
* St Michael's Church, Holbrook

## Organ

After the fire in 1902 a new organ was supplied by Charles Lloyd of Nottingham.
# Zli Dol

Zli Dol (Serbian Cyrillic: Зли Дол) is a village in the municipality of Bosilegrad, Serbia. According to the 2002 census, the town has a population of 193 people.
# Sauterina hofmanniella

Sauterina hofmanniella is a moth of the family Gracillariidae. It is found from Scandinavia to the Pyrenees, Sardinia, Italy and Romania and from France to central Russia.
The larvae feed on Lathyrus niger. They mine the leaves of their host plant.
# Lambda Doradus

Lambda Doradus (Lambda Dor), Latinized from λ Doradus, is a solitary yellow hued star located in the southern constellation Dorado. It has an apparent magnitude of 5.13, making it faintly visible to the naked eye if viewed under ideal conditions. Parallax measurements place the star at a distance of 551 light years, and it is currently receding with a heliocentric radial velocity of 10 km/s.
Lambda Dor has a stellar classification of either G6 or G8 III, depending on the source. Nevertheless, both indicate that it is a red giant, and it is currently on the red giant branch fusing hydrogen in a shell outside a helium core. At present it has 3.82 times the mass of the Sun and at an age of 258 million years, it has expanded to a radius of 21.2 R$_☉$. It radiates at over 250 times the luminosity of the Sun from its photosphere at an effective temperature of 5,009 K. Lambda Dor is slightly metal deficient, with an iron abundance 12% below solar levels. It currently spins with a projected rotational velocity of 5.2 km/s.
# São João de Deus, Lisbon

São João de Deus (English: Saint John of God) was a Portuguese parish (freguesia) in the municipality of Lisbon. With the 2012 Administrative Reform, the parish merged with the Alto do Pina parish into a new one named Areeiro.

## Main sites

* São João de Deus Church
# Epinotia trossulana

Epinotia trossulana is a moth of the family Tortricidae. It is found in western North America, from British Columbia, south through Utah to California.
The larvae feed on Abies species. They mine within needles or bundles of needles of their host plant.
# The Believer (Rhett Miller album)

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
| Robert Christgau | A− |
The Believer is a solo album by American country/rock musician Rhett Miller, lead singer of the Old 97's.

## Track listing

All songs written by Rhett Miller unless otherwise noted.
* "My Valentine"
* "Help Me, Suzanne"
* "Meteor Shower" (Miller, Jerry Marotta)
* "Brand New Way"
* "Ain't That Strange"
* "I Believe She's Lying" (Jon Brion, Aimee Mann)
* "Fireflies"
* "Singular Girl" (Miller, Ken Bethea, Murry Hammond, Philip Peeples) (newly recorded from Satellite Rides bonus CD)
* "I'm with Her" (Miller, Andrew Williams)
* "Delicate"
* "The Believer" (for Elliott Smith)
* "Question" (Miller, Ken Bethea, Murry Hammond, Philip Peeples, Simon Ford) (newly recorded from Satellite Rides)
# Garriston

Garriston is a hamlet and civil parish north-east of Leyburn in North Yorkshire, England. In 2015, North Yorkshire County Council estimated the population at 20. At the 2011 census the population remained less than 100. Details are included in the parish of West Hauxwell.
# Shorebirds (band)

Shorebirds were a short-lived punk rock band from Olympia, Washington, formed in 2007 by Mattie Jo Canino, Chris Bauermeister and Keith Henderson.

## History

The band was formed in 2007 following the breakup of Latterman and Mattie Jo Canino's relocation to Olympia, Washington. Canino connected with Bauermeister, having moved to Olympia following the demise of Jawbreaker in the late 90s and Keith Henderson, a local drummer. Together they released a self-titled 7" inch and a split with Something's Wrong in 2007. The following year they released their only full length, It's Gonna Get Ugly via Rumbletowne Records before quietly disbanding at the end of 2008.
Canino and Bauermeister would go on to play in the short lived Mutoid Men together (not to be confused with Mutoid Man). Canino would then go on to form the acclaimed RVIVR in 2011 with Bauermeister rejoining temporarily in 2014 to record bass on their Bicker & Breathe EP. Bauermeister would eventually go on to rejoin Jawbreaker in 2017 with a highly successful reunion at Chicago's Riot Fest.

## Discography
### Studio albums

* It's Gonna Get Ugly (2008)

### EPs

* Shorebirds (2007)
* A Somethings Wrong & Shorebirds Split (2008)
# Sauteria spongiosa

Sauteria spongiosa is a species of liverwort in the Cleveaceae family. It is endemic to India.
# Eurata julia

Eurata julia is a moth of the subfamily Arctiinae. It was described by Orfila in 1931. It is found in Argentina.
# Regenerator – Live 1982

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
Regenerator – Live 1982 is a live album by the British hard Rock band UFO, recorded live at the Hammersmith Odeon in London on 28 January 1982. It is the official issue of the bootleg UFO Landed London of the early 1990s, with the addition of the song "Mystery Train".

## Track listing

* "We Belong to the Night" (Neil Carter, Phil Mogg, Pete Way) – 4:22
* "Let It Rain" (Carter, Mogg, Way) – 3:09
* "Long Gone" (Paul Chapman, Mogg) – 5:02
* "The Wild, the Willing and the Innocent" (Chapman, Mogg) – 4:51
* "Only You Can Rock Me" (Mogg, Michael Schenker, Way) – 4:20
* "No Place to Run" (Chapman, Mogg) – 5:02
* "Love to Love" (Mogg, Schenker) – 8:43
* "Doing It All for You" (Carter, Chapman, Mogg, Way) – 4:02
* "Makin' Moves" (Chapman, Mogg) – 4:49
* "Too Hot to Handle" (Mogg, Way) – 6:46
* "Mystery Train" (Junior Parker, Sam Phillips) – 7:52
* "Lights Out" (Mogg, Andy Parker, Schenker, Way) – 10:36

## Personnel

* Phil Mogg – vocals
* Paul Chapman – guitars
* Neil Carter – keyboards, guitar, backing vocals
* Pete Way – bass
* Andy Parker – drums
# Annavasal, Tiruvarur

Annavasal is a village in the Kudavasal taluk of Tiruvarur district, Tamil Nadu, India. As of 2001 census, Annavasal had a total population of 682 with 342 males and 340 females. The sex ratio was 994. The literacy rate was 71.14.
# Ephydatia muelleri

Ephydatia muelleri is a species of Ephydatia.
This species is native to Europe and Northern America.
Synonym (basionym): Spongilla muelleri Lieberkühn, 1856.
Its genome has been sequenced.
# Thaumeledone

Thaumeledone is a genus of octopuses in the family Octopodidae found in deep waters in the Southern Hemisphere.

## Characteristics

Members of this genus are found in deep waters in the Southern Hemisphere. They are small, squat-bodied, benthic octopuses with arms united by a web. A single row of suckers occurs on the arms. Most species have a deep purple pigmentation on the oral surface of the web. One arm in the male is modified into a hectocotylus. This has a large calamus at the end, giving it a club-like appearance.

## Species

These species are accepted by the World Register of Marine Species:
* Thaumeledone brevis (Hoyle, 1885) - southwest Atlantic Ocean
* Thaumeledone gunteri Robson, 1930 - Southern Ocean around South Georgia
* Thaumeledone marshalli O'Shea, 1999 - New Zealand and the southwest Pacific Ocean
* Thaumeledone peninsulae Allcock, Collins, Piatkowski & Vecchione, 2004 - Southern Ocean, Antarctic Peninsula
* Thaumeledone rotunda (Hoyle, 1885) - Southern Ocean and circumpolar (This name is considered invalid by the World Register of Marine Species, which prefers Bentheledone rotunda.)
* Thaumeledone zeiss O'Shea, 1999 - New Zealand and the southwest Pacific Ocean
# Shimofuda Site

The Shimofuda ruins (下布田遺跡, Shimofuda iseki) is an archaeological site containing the ruins of a late Jōmon period settlement located in what is now the Fudai neighborhood of the city of Chōfu, Tokyo Metropolis in the Kantō region of Japan. The site was designated a National Historic Site of Japan in 1987, with the area covered by the designation extended in 2005 and again in 2011 due to additional finds.

## Overview

The Shimofuda ruins is located on a river terrace of the Tama River. The surrounding area was densely populated during the Jōmon period and this is one of several sites forming a settlement belt along the river. The area was formerly heavily wooden and contained several mounds which were previously assumed to have been ancient burial mounds. However, in the course of several archaeological excavations between 1964 and 1971, a pentagonal pit with a major axis of about 1.75 meters and a minor axis of about 1.35 meters and a depth of 9 to 12 centimeters was discovered, containing several phallic-looking stone rods was discovered. This was presumably a ritual site from the late Jōmon period. Another find included a grave area in which 600 river stones the size of a human head had been arranged in a square with each side measuring eight meters. Underneath were numerous burials in jar coffins. Numerous shards of Jōmon pottery, stone swords, stone axes, and spearpoints, clay ritual figurines, and magatama and pottery earrings and other daily objects have also been found at the site. One striking example was an intricate pottery earring shaped like a rose that was subsequently designated a National Important Cultural Property. The Jōmon pottery included example from both the Tōhoku region and the Tōkai region, confirming that trade occurred over relatively long distances during this period. Further excavations were conducted from 1978 to 1982, uncovering a number of wood products as well as animal bones and nuts, indicating the diet of the Jōmon period inhabitants of the settlement.
The site is located in a suburban area and suffers from urban encroachment, but is relatively well preserved and is one of the few known late Jōmon sites in the southern Kantō region.
Some of the artifacts discovered are exhibited in the nearby branch office of Chōfu City Folk Museum. The site, which is now backfilled and is a public park, is about a ten-minute walk from Fuda Station on the Keio Line.
# Stefanie Petermichl

Stefanie Petermichl (born 1971) is a German mathematical analyst who works as a professor at the University of Toulouse, in France. Topics of her research include harmonic analysis, several complex variables, stochastic control, and elliptic partial differential equations.

## Education and career

Petermichl studied at the Karlsruhe Institute of Technology, and then did her graduate studies at Michigan State University, completing her Ph.D. in 2000 under the supervision of Alexander Volberg. After postdoctoral studies at the Institute for Advanced Study and Brown University, she joined the faculty of the University of Texas at Austin in 2005. She moved to the University of Bordeaux in 2007, and again to Toulouse in 2009. Since 2019 she holds the Humboldt chair at the University of Würzburg.

## Recognition

Petermichl won the Salem Prize for 2006 "for her work on several crucial impacts to the theory of vector valued singular operators". She was the first woman to win that prize. In 2012 the French Academy of Sciences gave her their Ernest Déchelle Prize. She became a member of the Institut Universitaire de France in 2013. She is an invited speaker at the 2018 International Congress of Mathematicians, speaking in the section on Analysis and Operator Algebras. In 2016 she was awarded a European Research Council (ERC) grant.
# Poundsgate

Poundsgate is a small village in Dartmoor, Devon, England, located on the road between Ashburton and Princetown.
The postal area of "Poundsgate" is a wide geographical area. There are a few cottages clustered around a popular stopping point for travellers, the Tavistock Inn, which is thought to date back to the 13th century. There are also many farms in and around the village. At one time there was a shop, a post office and a garage.
Poundsgate takes its name from the pound situated on the left-hand side of the road just past the last house when travelling toward Princetown. This house was once a smithy, the post office, the telephone exchange and a bakery. Poundsgate is situated in the ecclesiastical parish of Leusdon, the civic parish of Widecombe and within the manor of Spitchwick.
It is even said to have been visited by the Devil (see the Great Thunderstorm, Widecombe).
# Eurata hilaris

Eurata hilaris is a moth of the subfamily Arctiinae. It was described by Hans Zerny in 1937.
# Regenerative process

In applied probability, a regenerative process is a class of stochastic process with the property that certain portions of the process can be treated as being statistically independent of each other. This property can be used in the derivation of theoretical properties of such processes.

## History

Regenerative processes were first defined by Walter L. Smith in Proceedings of the Royal Society A in 1955.

## Definition

A regenerative process is a stochastic process with time points at which, from a probabilistic point of view, the process restarts itself. These time point may themselves be determined by the evolution of the process. That is to say, the process {X(t), t ≥ 0} is a regenerative process if there exist time points 0 ≤ T$_0$ < T$_1$ < T$_2$ < ... such that the post-T$_k$ process {X(T$_k$ + t) : t ≥ 0}
* has the same distribution as the post-T$_0$ process {X(T$_0$ + t) : t ≥ 0}
* is independent of the pre-T$_k$ process {X(t) : 0 ≤ t < T$_k$}
for k ≥ 1. Intuitively this means a regenerative process can be split into i.i.d. cycles.
When T$_0$ = 0, X(t) is called a nondelayed regenerative process. Else, the process is called a delayed regenerative process.

## Examples

* Renewal processes are regenerative processes, with T$_1$ being the first renewal.
* Alternating renewal processes, where a system alternates between an 'on' state and an 'off' state.
* A recurrent Markov chain is a regenerative process, with T$_1$ being the time of first recurrence. This includes Harris chains.
* Reflected Brownian motion is a regenerative process (where one measures the time it takes particles to leave and come back).

## Properties

* By the renewal reward theorem, with probability 1,
       $\lim _{t\to \infty }{\frac {1}{t}}\int _{0}^{t}X(s)ds={\frac {\mathbb {E} [R]}{\mathbb {E} [\tau ]}}.$
    where $\tau$ is the length of the first cycle and $R=\int _{0}^{\tau }X(s)ds$ is the value over the first cycle.
* A measurable function of a regenerative process is a regenerative process with the same regeneration time
# Annavaram bus station

Annavaram bus station is a bus station located in temple town Annavaram of the Indian state of Andhra Pradesh. It is owned by Andhra Pradesh State Road Transport Corporation. This is one of the major bus stations in the district, with services to all towns and villages in the district and also to nearby cities in the state.
# Hinduism in Cuba

"none" is preferred when the title is sufficiently descriptive; see [[WP:SDNONE]] Hinduism is a minority religion in Cuba. Hinduism is followed by 0.2% of the population of Cuba. ISKCON also has a presence in the country.

## Demographics

| Year | Percent | Increase |
| 2007 | 0.2% | - |
In 2007, Cuba had about 23,927 Hindus.
# Shimodaia

Shimodaia is a genus of brachiopods belonging to the family Frenulinidae.
The species of this genus are found in Japan.
Species:
* Shimodaia macclesfieldensis MacKinnon & Long, 2009
* Shimodaia pterygiota MacKinnon, Saito & Endo, 1997
# 267th Indian Armoured Brigade

The 267th Indian Tank Brigade was a short lived armoured brigade of the Indian Army during the Second World War. It was reconstituted as 72nd Indian Infantry Brigade.

## History

The brigade was formed on 3 July 1942 at Sialkot with three regiments of the Royal Armoured Corps. These were infantry battalions of the British Army that were converted to an armoured role:
* 116th Regiment Royal Armoured Corps formed on 24 July 1942 from 9th Battalion, Gordon Highlanders
* 160th Regiment Royal Armoured Corps formed on 15 July 1942 from 9th Battalion, Royal Sussex Regiment in the United Kingdom
* 163rd Regiment Royal Armoured Corps formed on 30 July 1942 from 13th Battalion, Sherwood Foresters
It moved to Secunderabad in October under the command of the 43rd Indian Armoured Division and then to Poona. The brigade was intended for service in the Burma Campaign during the Second World War but in the event it never left India. On 1 April 1943, it was reconstituted as the 72nd Indian Infantry Brigade.

## Units

The brigade commanded the following units:
* 116th Regiment Royal Armoured Corps (joined on 27 July 1942; left on 31 October 1942 for 255th Indian Armoured Brigade)
* 163rd Regiment Royal Armoured Corps (joined on 30 July 1942; left on 31 March 1943 when it reverted to 13th Sherwood Foresters in 67th Indian Training Brigade)
* 160th Regiment Royal Armoured Corps (joined on 22 December 1942; left on 1 April 1943 when it reverted to 9th Royal Sussex Regiment in 72nd Indian Infantry Brigade)
* 267th Armoured Brigade Signals Squadron (1942 to 1943; became 72nd Indian Infantry Brigade Signals Section)
* 111th Field Post Office (July 1942 to April 1943)
# Poundsbridge Manor

Poundsbridge Manor, nicknamed "The Picture House", is an oak timber-framed house built in 1593 by John and Brian Durtnall for their father William, Rector of Penshurst from 1563 to 1596. Originally, it was called "Durtnolls" and it has an inscription "1593 WD ETA 69". WD are the initials of William Durtnell and the letter D, looking like an inverted Q, is the Gothic form of the letter. ETA 69 (ETA is a mistake for "aet", aetatis suae) means he was 69 years old when the house was finished. In 1678 it was owned by an Edmond Woodgate and he left it to his nephew Thomas Woodgate, a yeoman of Farningham, who left it to his wife. Later, it was divided in two and one part became a tavern.
It was illustrated by Samuel Prout, was also illustrated in a book of 1810 in a drawing by Paul Amsinck, engraved by Letitia Byrne and by an F. Grant in 1906 (owned by Tunbridge Wells Museum and Art Gallery).
In 1906 it was described as "Pounds Bridge" inn and being "on a secluded road between Speldhurst and Penshurst, in Kent". It is now a Grade II listed building. In the Second World War, the house was hit by a stray bomb and the extensive rebuilding that was required was again done by Durtnell's.
* House at Pounds Bridge, by Letitia Byrne, 1810
* Harper's sketch of "Pounds Bridge" Inn in 1906
* Poundsbridge Manor in 1995
# Maynard operation sequence technique

Maynard operation sequence technique (MOST) is a predetermined motion time system that is used primarily in industrial settings to set the standard time in which a worker should perform a task. To calculate this, a task is broken down into individual motion elements, and each is assigned a numerical time value in units known as time measurement units, or TMUs, where 100,000 TMUs is equivalent to one hour. All the motion element times are then added together and any allowances are added, and the result is the standard time. It is more common in Asia whereas the original and more sophisticated Methods Time Measurement technique, better known as MTM, is a global standard.
The most commonly used form of MOST is BasicMOST, which was released in Sweden in 1972 and in the United States in 1974. Two other variations were released in 1980, called MiniMOST and MaxiMOST. The difference between the three is their level of focus—the motions recorded in BasicMOST are on the level of tens of TMUs, while MiniMOST uses individual TMUs and MaxiMOST uses hundreds of TMUs. This allows for a variety of applications—MiniMOST is commonly used for short (less than about a minute), repetitive cycles, and MaxiMOST for longer (more than several minutes), non-repetitive operations. BasicMost is in the position between them, and can be used accurately for operations ranging from less than a minute to about ten minutes.
Another variation of MOST is known as AdminMOST. Originally developed and released under the name ClericalMOST in the 1970s, it was recently updated to include modern administrative tasks and renamed. It is on the same level of focus as BasicMOST.
Up until 16bit programs stopped working with Windows, it was possible to use AutoMOST. AutoMOST was a knowledge based system employing decision trees. Developers created logic trees. These trees could then be used by non IE trained operators to generate Standard Times. The user answered a series of logic questions to route the logic and made inputs (number of parts fitted etc.). As they made their way through the tree, based on their route and inputs, AutoMOST would be gathering sub operation data to collate into the final time for the activity being measured. AutoMOST was able to pull in sub operation data from any of the base versions of MOST (Mini, Maxi or Basic)
# Mnemea laosensis

Mnemea laosensis is a species of beetle in the family Cerambycidae. It was described by Stephan von Breuning in 1963.
# Sophie Prieur

Sophie Prieur (active late 18th century) was a French painter. Her date of birth and death are unknown.
Prier primarily painted portraits and still lifes. Her portrait of Marie Antoinette currently resides at the Carnavalet Museum in Paris.
* This article about a French painter is a stub. You can help Wikipedia by expanding it.
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