OpenLLM-France/wikimedia huggingface dataset:
# Glastonbury, Queensland

Glastonbury is a rural town and locality in the Gympie Region, Queensland, Australia. In the 2021 census, the locality of Glastonbury had a population of 365 people.

## Geography

Greendale is a neighbourhood in the north of the locality (26°11′00″S 152°32′00″E﻿ / ﻿26.1833°S 152.5333°E﻿ / -26.1833; 152.5333﻿ (Greendale)).

## History

Glastonbury Provisional School opened on 16 August 1879. On 1 January 1909, it became Glastonbury State School. It closed on 6 June 1960. It was also known as Glastonbury Creek State School. It was on the western corner of intersection of Gordon Street, Betts Street, and Diggins Road (approx 26°12′47″S 152°31′02″E﻿ / ﻿26.21296°S 152.51720°E﻿ / -26.21296; 152.51720﻿ (Glastonbury State School (former))).
St Joseph's Catholic Church was a timber church built in 1911. In 1926, it was relocated to a more central location in Gordon Street (26°12′49″S 152°31′02″E﻿ / ﻿26.213703°S 152.5173°E﻿ / -26.213703; 152.5173﻿ (St Joseph's Catholic Church)), where it was rededicated by Archbishop James Duhig. In 1987, it was closed and sold and converted to a house.
Glastonbury Hall was originally part of the Glastonbury Hotel. In 1931, the community bought the hall.
Greendale Provisional School opened on 21 October 1930, but closed in 1941. It reopened in 1947 and in 1948 became Greendale State School. It closed on 5 June 1960. It was in Greendale near Glastonbury Creek (approx 26°10′43″S 152°31′32″E﻿ / ﻿26.17868°S 152.52552°E﻿ / -26.17868; 152.52552﻿ (Greendale State School (former))).

## Demographics

In the 2016 census, the locality of Glastonbury had a population of 351 people.
In the 2021 census, the locality of Glastonbury had a population of 365 people.

## Heritage listings

Glastonbury has the following heritage sites:
* Glastonbury Hall, 1329 Glastonbury Road (26°12′49″S 152°31′16″E﻿ / ﻿26.21370°S 152.52114°E﻿ / -26.21370; 152.52114﻿ (Glastonbury Hall))

## Education

There are no schools in Glastonbury. The nearest government primary school is Widgee State School in neighbouring Widgee to the west and Gympie South State School in Southside to the east. The nearest government secondary school is James Nash State High School in Gympie to the east. There are also non-government schools in Southside and Gympie.
# Binge Eating Scale

The Binge Eating Scale is a sixteen item questionnaire used to assess the presence of binge eating behavior indicative of an eating disorder. It was devised by J. Gormally et al. in 1982 specifically for use with obese individuals. The questions are based upon both behavioral characteristics (e.g., amount of food consumed) and the emotional, cognitive response, guilt or shame.

## Scoring

Each question has 3–4 separate responses assigned a numerical value. The score range is from 0–46:
* Non-binging; less than 17
* Moderate binging; 18–26
* Severe binging; 27 and greater
# Hong Kong Logistic Support Regiment RLC

The Hong Kong Logistic Support Regiment RLC was a British Army regiment and affiliated to the Royal Logistic Corps. It was raised on 8 April 1994 to provide logistical support in British Hong Kong prior to the handover of Hong Kong to China. The regiment was disbanded on 31 May 1997, giving it the nickname of the "1000-Day Regiment" as its 1,181 days of operation made it probably the shortest lived peacetime regiment in the British Army.

## History

The Hong Kong Logistic Support Regiment was raised in order to consolidate all logistical operations of the Royal Logistic Corps in Hong Kong under a single command structure prior to the territory's handover from the United Kingdom to China. The regiment was put under the command of Lieutenant-Colonel Nigel Lloyd. It comprised 500 men and continued the work the Royal Logistics Corps had been doing for British Forces Overseas Hong Kong and was envisaged that it would do so until 1997. The regiment was based at Osborn Barracks in Kowloon. 29 Squadron of The Queen's Own Gurkha Transport Regiment from the Brigade of Gurkhas was transferred to the newly formed regiment to assist.
The Regiment was disbanded on 31 May 1997 after 1,181 days of service, making them potentially the shortest raised regiment in the peacetime history of the British Army. They were also the last British Army regiment to occupy Osborn Barracks before it was used to host some of the advance guard of the Hong Kong Garrison of the Chinese People's Liberation Army prior to the handover on 1 July.
# Indian Special Forces Training School

The Indian Army's Special Forces Training School is the training institution for Indian Army special forces, based at Nahan, a hill town in Himachal Pradesh. It is the largest and most important training institution for special forces in India. The Indian Army conducts joint special forces exercises and training with the special forces of countries such as the United Kingdom, United States, Sri Lanka, Russia, France, Bangladesh, Poland and Thailand at this school.

## History

A need to reorganize the then Para commando battalions was felt as the existing battalions were essentially elite infantry troops. On 15 July 1987, the Chief of Army Staff (COAS) gave his approval for the creation of HQ Special Forces and for raising the Special Forces Training Wing (SFTW) to cater for courses specific to special forces which were neither available nor feasible in other schools of instruction. The complete process was delayed due to the deployment of all three commando battalions under an ad hoc headquarters for Operation Pawan in Sri Lanka.

## Progressive Development of School

The Special Forces Training School was raised as part of the Headquarters Special Forces of War Establishment. The raising was part of an upgrade of the Para SF battalions to more versatile special forces capable of conducting a wide variety of strategic and operational tasks, both overt and covert, in war and low-intensity conflict situations.
In December 1997, the Special Forces Training School was reorganized and redesignated as Special Forces Training Wing. In January 2003, Army Headquarters Military Operations Directorate approved the restructuring of the Special Forces Training Wing to overcome the drawbacks in its erstwhile organization. As part of the major policy decisions approved by the COAS, the Special Forces Training Wing was again redesignated as a Special Forces Training School, and at the same time as a Cat 'A' Training Establishment for the Indian Army. The school at present is located at its intermediate or temporary location. The land acquisition process for the permanent location of the school is in progress. The Army needs 1,500 acres for the permanent location. The school will have its airfield in its permanent location. The school is one of its kind and imparts rigorous training. Most courses conducted at the school require the students to be mentally, physically, and psychologically fit. The school has trained the Special Forces of IAF and the Indian Navy in addition to a host of foreign Special Forces. The Special Forces of the ANA share a special bond with SFTS due to the immense benefit they have acquired in being able to fight the Taliban and ISIS due to the excellent training at SFTS.
# Hrašće Turopoljsko

Hrašće Turopoljsko is a village in Croatia. It is formally a settlement (naselje) of Zagreb, the capital of Croatia.

## Demographics

According to the 2021 census, its population was 1,232. According to the 2011 census, it had 1,202 inhabitants.
# Nzomo Mutuku

Nzomo Mutuku is a former Kenyan C-Suite executive at the Retirement Benefits Authority of Kenya. He served the organization as the chief executive officer from March 2017 to the end of his tenure in June 2022. He was also an ex-officio member of the board of directors. He died in London days after his retirement.

## Career

Nzomo worked as an Economist at the Central Bank of Kenya for six years from the year 1994 before moving to RBA in 2000 as Chief Manager, Research and Development. After 13 years, he was seconded to the National Treasury & Planning as a senior adviser, the Financial sector in Jun 2013, and was acting Director in the Financial and Sectoral Affairs Department until Mar of the year 2017.
He returned to RBA in Apr 2017 as acting chief executive officer for 14 months before taking over fully until his retirement in Jun 2022. In September 2019 he was called upon to serve as the Interim chair of the African Pension Supervisors Forum.

## Education

Nzomo held a Bachelor of Arts and Master of Arts degree in economics from the University of Nairobi. He earned a Certificate in Digital Money from the Fletcher School of Tufts University, and another certificate on Africa Climate Finance Leadership Programme from the University of Cambridge Institute for Sustainability Leadership. He was a Fellow of the Economist Society of Kenya.
# Clavin–Garcia equation

Clavin–Garcia equation or Clavin–Garcia dispersion relation provides the relation between the growth rate and the wave number of the perturbation superposed on a planar premixed flame, named after Paul Clavin and Pedro Luis Garcia Ybarra, who derived the dispersion relation in 1983. The dispersion relation accounts for Darrieus–Landau instability, Rayleigh–Taylor instability and diffusive–thermal instability and also accounts for the temperature dependence of transport coefficients.

## Dispersion relation

Let $k$ and $\sigma$ be the wavenumber (measured in units of planar laminar flame thickness $\delta _{L}$) and the growth rate (measured in units of the residence time $\delta _{L}^{2}/D_{T,u}$ of the planar laminar flame) of the perturbations to the planar premixed flame. Then the Clavin–Garcia dispersion relation is given by
    $a(k)\sigma ^{2}+b(k)\sigma +c(k)=0$
where
    ${\begin{aligned}a(k)&={\frac {r+1}{r}}+{\frac {r-1}{r}}k\left({\mathcal {M}}-{\frac {r}{r-1}}{\mathcal {J}}\right),\\b(k)&=2k+2rk^{2}({\mathcal {M}}-{\mathcal {J}}),\\c(k)&=-{\frac {r-1}{r}}Ra\,k-(r-1)k^{2}\left[1-{\frac {Ra}{r}}\left({\mathcal {M}}-{\frac {r}{r-1}}{\mathcal {J}}\right)\right]+(r-1)k^{3}\left[L+{\frac {3r-1}{r-1}}{\mathcal {M}}-{\frac {2r}{r-1}}{\mathcal {J}}+(2Pr-1){\mathcal {H}}\right],\end{aligned}}$
and
    ${\mathcal {J}}=\int _{1}^{r}{\frac {\lambda (\theta )}{\theta }}d\theta ,\quad {\mathcal {H}}={\frac {1}{r-1}}\int _{1}^{r}[L-\lambda (\theta )]d\theta .$
Here
| $r=\rho _{u}/\rho _{b}$ | is the gas expansion ratio; ratio of burnt gas to unburnt gas density; typically $r\in (2,8)$; |
| $\lambda (\theta )=\rho D_{T}/\rho _{u}D_{T,u}$ | is the ratio of density-thermal conductivity product to its value in the unburnt gas; |
| $\theta =T/T_{u}$ | is the ratio of temperature to its unburnt value, defined such that $1\leq \theta \leq r$; |
| $L=\rho _{b}D_{T,b}/\rho _{u}D_{T,u}$ | is the transport coefficient ratio, i.e., $L\equiv \lambda (r)$ |
| ${\mathcal {M}}$ | is the Markstein number; |
| $Ra=g\delta _{L}^{3}/D_{T,u}^{2}$ | is the Rayleigh number; $Ra>0$ (gravity points towards burnt gas) and $Ra<0$ (gravity points towards unburnt gas) |
| $Pr=\nu _{u}/D_{T,u}$ | is the Prandtl number. |
The function $\lambda (\theta )$, in most cases, is simply given by $\lambda =\theta ^{m}$, where $m=0.7$, in which case, we have $L=r^{m}$,
    ${\mathcal {J}}={\frac {1}{m}}(r^{m}-1),\quad {\mathcal {H}}=r^{m}-{\frac {r^{1+m}-1}{(1+m)(r-1)}}.$
In the constant transport coefficient assumption, $\lambda =1$, in which case, we have
    ${\mathcal {J}}=\ln r,\quad {\mathcal {H}}=0.$
# Duke Ding

Duke Ding may refer to:
* Duke Ding of Qi, 10th century ruler of Qi
* Duke Ding of Jin (died 475 BCE), ruler of Jin
# Drunk or Dead

Drunk or Dead is a first-person shooter video game for virtual reality by 4 I Lab. Initially released in January, 2017.

## Plot

The game takes place during apocalypse caused by a virus that turns all sober people into zombies. The virus has only one weakness — it is unstable toward alcohol and infects only those organisms which have no blood alcohol content.
The player starts in a room that keeps a great amount of different of alcoholic beverages and weapons — a Wild West bar.

## Gameplay

The game's main objective is to keep the levels of alcohol in the player character's system as high as possible without getting poisoned. Any bite received from a zombie lowers the amount of alcohol in their system. The higher the levels of alcohol, the more health points the player has, but drinking too much will add a woozy effect and make the character sway around. The lower the amount of alcohol, the less health points, however, the player see more clearly, thus making it easier to aim.

## Development

The game was created in 36 hours, during a Christmas non-stop hackathon by 4 I Lab studio. The game was published on Steam on January 10, 2017, with HTC Vive support. On April 5, 2017, support for the Oculus Rift and Touch controllers was added.

## Reception

The game was positively reviewed by Rock, Paper, Shotgun, UploadVR and pocketgamer.co.uk.
# Dumpas language

Dumpas is a Dusunic language of Malaysia.

## Classification

Although King & King (1984) classifies Dumpas as Paitanic, Lobel (2013:396-398) classifies Dumpas as a Dusunic language that is particularly closely related to Sungai Karamuak (also called Sukang), but has been heavily influenced by neighboring Paitanic languages.
Presently, Dumpas is located north of Beluran town, where it is surrounded by Paitanic languages such as Sungai Paitan, Tombonuwo, Lingkabau, and Sungai Beluran (Lobel 2013). Tidung and Tausug are also spoken in the area.
# Družetić

Družetić (Serbian Cyrillic: Дружетић) is a village in Serbia. It is situated on the banks of the Ub river in the Koceljeva municipality, in the Mačva District of Central Serbia. The village had a Serb ethnic majority and a population of 501 in 2002.

## Historical population

* 1948: 1,205
* 1953: 1,181
* 1961: 1,104
* 1971: 1,012
* 1981: 983
* 1991: 812
* 2002: 669
# Joop van der Reijden

Johannes Piet "Joop" van der Reijden (7 January 1927 – 3 February 2006) was a Dutch politician of the Christian Democratic Appeal (CDA) and businessman.

## Decorations

Honours :
| Ribbon bar | Honour | Country | Date | Comment |
| | Officer of the Order of Orange-Nassau | Netherlands | 30 April 1982 | |
| | Knight of the Order of the Netherlands Lion | Netherlands | 26 August 1986 | |
# Jonny Hovde

Jonny Hovde is a Norwegian handball player.
He made his debut on the Norwegian national team in 1955, and played 16 matches for the national team between 1955 and 1961. He participated at the 1958 World Men's Handball Championship.
# Jordanian Plastic Artist Association

The Jordanian Plastic Artist Association is a non-profit organization founded in 1977 based in Jordan, specialising in Plastic arts and is the first institution specializing in Fine Arts and the main representative of the Fine art movement in Jordan. And to join the membership is available to artists Jordanians and Arabs and foreigners residing in Jordan are entitled to apply for membership as far as they fulfill the requirements according to the statute of the association.
One of the main objectives of the Jordanian Artists Association is to take care of the Jordanian Fine art movement and work to help the Jordanian artist and assist them to introduced there art through exhibitions and activities nationally and internationally.
It also aims to provide artistic service to the local community through organizing various exhibitions and workshops in schools and universities in a volunteer basis.
Many of Jordan's most notable artists are a member of the association, including Kassim Al-Refai and Khairy Hirzalla. The association has reportedly suffered from internal disorganization.
# Dubeyiella

Dubeyiella is a genus of hymenopteran insects of the family Eulophidae.
# Durgapur Institute of Legal Studies

Durgapur Institute of Legal Studies is a college providing legal education in Durgapur, West Bengal. The college was established in 2012, and is affiliated to Kazi Nazrul University. This college is also approved by the Bar Council of India.

## Courses

The college offers a five-years integrated B.A. LL.B. (Hons.) course, three-years LL.B. course.
# Duncan Oilers

The Duncan Oilers were a minor league baseball team based in Duncan, Oklahoma. From 1922 to 1924, the Oilers played as members of the Class D level Oklahoma State League, winning two league pennants. Duncan hosted minor league home games at the Duncan Baseball Park.

## History

Minor league baseball began in Duncan, Oklahoma when the 1922 Duncan Oilers began play as members of the six–team, Class D level Oklahoma State League. The Chickasha Chicks, Clinton Bulldogs, El Reno Railroaders, Guthrie and Wilson Drillers teams joined Duncan in beginning league play on May 20, 1922.
The Duncan "Oilers" nickname corresponds to local industry. Duncan has a long history of oil production and in the era, Duncan was home to numerous oil related production companies. Specifically, the Rock Island Oil & Refining Company was established in Duncan in 1922, corresponding with the Oilers minor league team beginning play.
In their first season of play, the Duncan Oilers ended the Oklahoma State League season with the best overall regular season record. Duncan then missed qualifying for the league Finals, as the league played a split-season schedule. Duncan ended the 1922 regular season with a record of 67–43, finishing 4.5 games ahead of the second place Clinton Bulldogs. With the league playing a split-season schedule, Duncan did not win either half-season, as Clinton and the Chickasha Chicks captured the two spilt-season titles and met in the Finals, where Chickasha won the championship.
In their second season of play, the 1923 Duncan Oilers again had the best record in the league, as the Oklahoma State expanded to eight teams. The Oilers ended the 1923 season with a record of 71–53, playing the season under manager Larry McLean. Duncan finished 2.0 games ahead the second place Cushing Refiners in the final standings. With the league again playing a split-season schedule, Duncan won the first-half title and met the Bristow Producers in the Final, where Bristow swept Duncan in four games.
In their final season of play, the 1924 Duncan Oilers were in fifth place when the eight-team Oklahoma State League permanently folded following during the season. On July 8, 1924, the league "suspended operations." The Oilers had a 33-37 record when the league folded. Playing under returning manager John Fant, Duncan was 17.5 games behind the first place Pawhuska Huskies when the league folded.
Duncan next hosted minor league baseball when the 1947 Duncan Cementers began play as members of the Class D level Sooner State League.

## The ballpark

The Duncan Oilers hosted home minor league games at the "Duncan Baseball Park."

## Timeline

| Year(s) | # Yrs. | Team | Level | League | Ballpark |
| 1922–1924 | 3 | Duncan Oilers | Class D | Oklahoma State League | Duncan Base Ball Park |

## Year–by–year records

| Year | Record | Finish | Manager | Playoffs/Notes |
| 1922 | 67–43 | 1st | John Fant | Did not qualify |
| 1923 | 71–53 | 1st | Larry McLean | Lost in Final |
| 1924 | 33–37 | 5th | John Fant | League folded July 8 |

## Notable alumni

* Larry McLean (1923, MGR)
* Bill Walker (1922)
* Duncan Oilers players
# Duncan Norton-Taylor

Duncan Norton-Taylor was an American journalist who was a senior editor at Time magazine and managing editor at Fortune magazine from the 1940s through the 1960s.

## Background

Norton-Taylor graduated Brown University, where he worked at The Brown Jug.

## Career

Upon graduating, Norton-Taylor began work as a newspaper reporter.
He joined Time as a writer in 1939, the same year as his long-time colleague and friend, Whittaker Chambers. In 1940, William Saroyan lists him among "contributing editors" at Time in the play, Love's Old Sweet Song. Norton-Taylor and Chambers both rose to become senior editors.
In 1951, Norton-Taylor became an editor at Fortune. In 1959, he became Fortune's managing editor. In 1965, he stepped down and joined Fortune's board of editors.
In 2012, Fortune republished an article by Norton-Taylor called "How Top Executives Live" from 1955.

## Personal

Norton-Taylor married Margaret Scott. They had three daughters: Susan Norton-Taylor May, Nancy Norton-Taylor Tomson, and Joan Norton-Taylor. He lived in Oxford, Maryland in retirement from 1967 onwards. He died on Monday, September 13, 1982, at Memorial Hospital in nearby Easton, Maryland, after a stroke, aged 78. Surviving him were his wife, daughters, and nine grandchildren.
(His great-grandson, Scott Laudati, is the author of "Hawaiian Shirts In The Electric Chair", a book of poetry published in 2014 by Kuboa Press.)

## Works

Norton-Taylor wrote and edited more than half a dozen books.

### Books written

* With My Heart in My Mouth (1944)
* I Went to See for Myself (1945)
* God's Man: A Novel on the Life of John Calvin (1979)

### Books edited

* Cold Friday by Whittaker Chambers, edited and with an introduction by Duncan Norton-Taylor (1964)
* The Celts, Duncan Norton-Taylor and the editors of Time-Life Books (1974)
* For Some, the Dream Came True: The Best from 50 years of Fortune Magazine, selected and edited by Duncan Norton-Taylor (1981)

### Adaptations

* Beautiful but Young: A Contest Selection by Olive White Fortenbacher, arranged from Duncan Norton-Taylor's story of the same name (1932)
# Duncan Oppenheim

Sir Duncan Oppenheim (6 August 1904 St Helens, Lancashire - January 2003 London) was chairman of British American Tobacco (1953-1966), the Council of Industrial Design (1960-1972) and of Chatham House (1966-1971). In 1955 and 1968 he participated in the conference of the Bilderberg Group. He was also a noted arts administrator.