OpenLLM-France/wikimedia huggingface dataset:
# Glidden Parker

Glidden McLellan Parker, Jr. (1913 – 1980) was an American artist and designer who is best known for his work in ceramics and stained glass. He established Glidden Pottery in Alfred, New York and later was chief designer for Glass Art Studio in Scottsdale, Arizona.

## Early life

Glidden McLellan Parker, Jr. was born in Phillips, Maine. He studied literature at Bates College in Lewiston, Maine with the intention of becoming a writer and received a BA in 1935. After furthering his studies in Vienna for a year he returned to Maine to write a novel that was never published. He became interested in ceramics and attended the New York State College of Ceramics at Alfred University in Alfred, New York as a special graduate student from 1937 to 1939 studying under Katherine Nelson, Marion Fosdick and Don Schreckengost.

## Professional career

In 1940, Parker established Glidden Pottery in Alfred, New York. Parker sold his stoneware dinnerware to department stores in New York City. At its peak, Glidden Pottery had fifty-five employees and produced 150,000 pieces per year. Gliddenware was featured in magazines such as Better Homes and Gardens, Good Housekeeping, and House Beautiful. Lucille Ball and Desi Arnaz owned a complete set of Gliddenware, and pieces can be seen in some episodes of the television series I Love Lucy. Inexpensive imported dinnerware negatively impacted sales of Glidden Pottery and the company closed in 1957.
In 1962 Parker was hired by Raymond Loewy to teach pottery in his ceramic studio in Puerto Rico. A few years later, he left Puerto Rico to take a job as a stained-glass designer for Glass Art Studio in Scottsdale, Arizona, where he remained into the mid-1970s. He then moved to Santa Fe, New Mexico, where he designed ceramic sculpture.

## Selected exhibitions and awards

* Ceramic National exhibitions 1938, 1939, 1947, 1949, 1951, and 1952. Syracuse Museum of Fine Arts (now the Everson Museum). Purchase prize in 1949 for “best ceramic design suitable for mass production.”
* Good Design, September 22 – November 29, 1953, Museum of Modern Art.
* Good Design, November 21, 1950 – January 28, 1951, Museum of Modern Art
* 100 Useful Objects of Fine Design (available under $100), September 16, 1947 – January 25, 1948, Museum of Modern Art
* Useful Objects, November 26, 1946 – January 26, 1947, Museum of Modern Art
* Glidden Pottery, April 12 – September 27, 2001, Schein-Joseph Museum of Ceramic Art at Alfred (now the Alfred Ceramic Art Museum), Alfred University, Alfred, NY.

## Selected collections

* Alfred Ceramic Art Museum
* Brooklyn Museum
* Cooper-Hewett
* Everson Museum
* Flint Institute of Art
* International Museum of Dinnerware Design

## Selected stained glass installations

* CP Federal City Square, Jackson, Michigan
* Trinity Episcopal Cathedral, Phoenix, Arizona
* Episcopal Diocese of California, Saint Anselm's Episcopal Church, Lafayette, California
# Salesh Kumar

Salesh Kumar (born 28 July 1981) is a Fijian football midfielder who currently plays for Franklin United in the Northern League (New Zealand).

## International career

Kumar made his debut for Fiji at the South Pacific Games 2003 and he has played for them in the 2010 FIFA World Cup qualification tournament.
# Ferula gummosa

Ferula gummosa is a perennial herb of Ferula in the family Apiaceae. It is native to Iran and Turkmenistan. Its gum resin is called galbanum.
# Shangri-La Colombo

Shangri-La Colombo is a 5-star hotel in Colombo, Sri Lanka. Owned by Shangri-La Hotels, the property is part of the larger One Galle Face development project at the site of the Old Army Headquarters. It is the second Shangri-La hotel on the island (after Shangri-La's Hambantota Golf Resort & Spa) and the 101st hotel of the chain of Shangri-La Hotels world-wide. The hotel was opened on 11 November 2017. The property has 500 rooms, and has room to accommodate up to 2,000 conference guests.

## 2019 Easter Sunday bombings

The Shangri-La was one of three sites of the 2019 Sri Lanka Easter bombings along with the Kingsbury and Cinnamon Grand Colombo. Sri Lankan celebrity chef Shantha Mayadunne and her daughter were among the fatalities. Sri Lankan cricketer Hasitha Boyagoda was having breakfast in the hotel when the bombing took place. He escaped with only minor injuries. Three of the four children of Danish billionaire Anders Holch Povlsen were killed in the attack.
# Phencyclidine (data page)

The complete data for Phencyclidine (v) :
* Database data |
* SMILES: C1CCC(CC1)(C2=CC=CC=C2)N3CCCCC3 InChI=1/C17H25N/c1-4-10-16(11-5-1)17(12-6-2-7-13-17)18-14-8-3-9-15-18/h1,4-5,10-11H,2-3,6-9,12-15H2  ATC: N/A CAS: [60124-79-0] DrugBank: N/A EINECS: N/A PubChem: 6468 |
* Physical properties |
* Structure Crystal data Spectral dataUV-Vis IR NMR MSPhase behavior Solid properties T$_m$: 46.5 °C Liquid properties Gas properties |
* Hazard properties |
* MSDS N/AMain hazards:- N/ANFPA 704Flash point- N/ARTECS number: N/A |
* Chemical properties |
* XLogP: 4.878 pI: pK$_a$: Tautomers: Hydrogen bond: donor - 0 ;  acceptor - 1 |
* Pharmacological properties |
* view
* Except where noted otherwise, data relate to Standard temperature and pressure.
* Reliability of data general note.
# Ronald Cohn

Ronald Herbert Cohn (November 11, 1943 – September 16, 2022) was an American zoologist who was a long-time research collaborator of psychologist Francine Patterson in her work in training Koko the gorilla in the use of American sign language. He documented much of Koko's life on film and on camera, and is credited as the illustrator for the children's books Koko's Kitten, Koko-Love!: Conversations With a Signing Gorilla, and Koko's Story. One of his photos of Koko was featured on the cover of National Geographic in 1978 and 1985.
At the University of Illinois at Urbana-Champaign, he received his bachelor's degree in 1965, his master's degree in zoology in 1967, and his Ph.D. in biology in 1971.
After receiving his PhD, Cohn worked as a cell biologist at the Stanford Departments of Medicine and Pediatrics. He did research in genetic engineering and membrane structure. He is credited with discovering that adult cells make hyaluronic acid from glucosamine, which led the way to glucosamine being used to treat arthritis.
Cohn co-founded The Gorilla Foundation with Patterson and Barbara F Hiller in 1971.
Cohn died at his home in Redwood City, California, on September 16, 2022, at the age of 78.
# Canuza euspilella

Canuza euspilella is a moth in the family Crambidae. It was described by Francis Walker in 1866. It is found in Australia, where it has been recorded from New South Wales.
# Caspian trout

The Caspian trout (Salmo caspius) is a disputed species of fish in the family Salmonidae. It is native to Eurasia, where it occurs only in the southern Caspian Sea basin. It reaches 25 cm (9.8 inches) in standard length. While historically considered a distinct species, recent evidence suggests that the Caspian trout, as well as the Black Sea salmon (Salmo labrax) and the Abant trout (Salmo abanticus) are not distinct species but are instead morphs of the brown trout (Salmo trutta).
# Finally (T. G. Sheppard song)

"Finally" is a song written by Gary Chapman, and recorded by American country music artist T. G. Sheppard. It was released in March 1982 as the second single and title track from the album Finally!. The song was Sheppard's tenth number one on the country chart. The single stayed at number one for one week and spent a total of ten weeks on the country chart.

## Music video

A music video was produced for the song, a rarity in country music at the time.

## Charts

| Chart (1982) | Peak position |
| US Hot Country Songs (Billboard) | 1 |
| US Adult Contemporary (Billboard) | 17 |
| US Billboard Hot 100 | 58 |
| Canadian RPM Country Tracks | 10 |
# Hysterics (Nightingales album)

Hysterics is the second studio album released by British post-punk band The Nightingales. It was released in 1983 through the Red Flame record label and was distributed by Pinnacle. In 2004, it was re-released by the Cherry Red record label. The album spent several weeks in the top 20 in the UK Indie Chart.
James Robert described the album as "sharper" than their debut.

## Track listing

* "Big Print" - 3:54
* "This" - 3:58
* "The Happy Medium" - 1:46
* "Nothing But Trouble" - 3:42
* "The Bending End" - 4:35
* "Lower Than Ever" - 2:41
* "Insurance" - 6:18
* "Whys of Acknowledgement" - 2:45
* "Bachelor Land" - 2:51
* "Crafty Fag" - 3:38
* "Ponces All" - 3:49
In 2004 the album was re-released by Cherry Red Records. It included the following tracks:
* "How To Age" - 6:24 (B-side to "Crafty Fag")
* "Only My Opinion" - 1:04 (alternative lyrics to "Well Done Underdog", a song on Pigs on Purpose)
* "The Crunch" (Version 2) - 4:49 (alternative lyrics to "The Crunch", a song on Pigs on Purpose)
* "All Talk" - 1:51 (B-side to "The Crunch")
* "Look Satisfied" - 3:20 (B-side to "The Crunch")
* "Not Man Enough" - 4:13 (B-side to "The Crunch")
* "This" (Version 2) - 3:56 (alternative mix to "This)"
# Endoxyla eluta

Endoxyla eluta is a species of moth of the family Cossidae. It is found in Australia, where it has been recorded from Queensland.
# Petrolia, Kansas

Petrolia is an unincorporated community in Allen County, Kansas, United States. It is situated along the Neosho River.

## History

In 1910, Petrolia had a money order postoffice, an express office, and was a trading point for the neighborhood. The population that year was 200.
Petrolia had a post office from July 1905 until September 1953.

## Geography

Petrolia is located in Sections 31–32, Township 26 south, Range 18 east. Less than a mile from the southern border of Allen County, it is situated west of the Neosho River and to the south of Scatter Creek. Contained entirely within Logan Township, it is about 5 miles south-southwest of Humboldt and 13 miles from Iola (the county seat). U.S. Route 169 crosses the Neosho River a mile to the south of Petrolia.

## Education

The community is served by Chanute USD 413 public school district.
# Book of Hours (Milan, Biblioteca Trivulziana, Cod. 470)

Milan, Biblioteca Trivulziana, Cod. 470 is a 15th-century Book of Hours. It was made in a French-Burgundian scriptorium. It measures 131 by 89 mm and has 366 folios. The text is written in Textualis Gothic bookscript. There are twenty grisaille miniatures within wide, decorated borders. (See illustration at right). There are also twenty-two pages with elaborate initials and borders which match the borders surrounding the miniatures. There are many other less elaborate decorated initials. The miniatures are the work of an unknown artist from the circle of Philippe de Mazerolles. The codex is still bound in its original binding of brown leather with stamped ornamentation.
# Romania at the 2019 Military World Games

Romania competed at the 2019 Military World Games held in Wuhan, China from 18 to 27 October 2019.

## Medal summary
### Medal by sports

Medals by sport :
| Sport | | | | Total |
| Fencing | 0 | 1 | 0 | 1 |
| Judo | 0 | 1 | 0 | 1 |

### Medalists

| Medal | Name | Sport | Event |
| Silver | Ana Maria Popescu | Fencing | Women's Individual Épée |
| Silver | Andreea Chițu | Judo | Women -57 kg |
# Lamrim Yeshe Nyingpo

Lamrim Yeshe Nyingpo is a terma revealed by Chokgyur Lingpa in the nineteenth century.
The Light of Wisdom (1999) is an extended exegesis on the Lamrim Yeshe Nyingpo by Jamgön Kongtrül the Great, one of the eminent Buddhist masters of nineteenth-century Tibet.
# Canuza

Canuza is a genus of moths of the family Crambidae.

## Species

* Canuza acmias Meyrick, 1897
* Canuza euspilella Walker, 1866
# Caspian tadpole goby

The Caspian tadpole goby (Benthophilus macrocephalus) is a species of goby which is widespread in the basin of the Caspian Sea, specifically in the near-estuary zone of the rivers and in small bays. It is a common species in the Volga River delta near Astrakhan, occurred in the deltas of rivers Terek, Ural, Samur. During the warmer months, this species prefers to live at depths of from .5 to 10 metres (1.6 to 32.8 ft), moving in the colder months to depths of 20 to 25 metres (66 to 82 ft). It can reach a length of 11.6 centimetres (4.6 in) TL.
# Mauregard

Mauregard (French pronunciation: ) is a commune in the Seine-et-Marne department in the Île-de-France region in north-central France.
Parts of the Charles de Gaulle International Airport (France's largest and busiest airport) are located in Mauregard, including Terminal 1 and Terminal 3. The large airport property (over 8,000 acres (3,200 ha)) straddles land in three départements and six communes, with the Roissy-en-France commune providing its alternate name of Roissy Airport.

## Demographics

Inhabitants are called Mauregaulois.

## Education

There is a single preschool and elementary school, Ecole de Mauregard.
# Fiji Trades Union Congress

The Fiji Trades Union Congress (FTUC) is a trade union organisation in Fiji that was founded in 1952 under the leadership of Pandit Ami Chandra as the Fiji Industrial Workers Congress (FIWC). As the FIWC the organisation was the third federation in Oceania, after the Australian Council of Trade Unions and the New Zealand Council of Trade Unions, to join the International Confederation of Free Trade Unions. In 1975 the FTUC's membership was 25,000. The FTUC is affiliated to the International Trade Union Confederation. It has a close relationship with the Fiji Labour Party. The FTUC has 30 trade union affiliates, covering the public and private sectors. Major affiliates include: the Fiji Public Service Association, the Fiji Teachers Union, the Fiji Sugar & General Workers Union, the National Union of Hospitality, Catering & Tourism Industries Employees and the National Union of Factory and Commercial Workers Union.
In 2013 FTUC established the People's Democratic Party to contest the 2014 election.
# Hypolamprus striatalis

Hypolamprus striatalis is a moth of the family Thyrididae first described by Charles Swinhoe in 1886. It is found in Sri Lanka. and India.
# Petrissage

Petrissage (French, from pétrir 'to knead') is a massage technique that applies deep pressure to the underlying muscles. Kneading, wringing, skin rolling, and pick-up-and-squeeze are the petrissage movements. They are all performed with the padded palmar surface of the hand, the surface of the finger and also the thumbs.
During kneading, the hands should be moulded to the area and the movements should be slow and rhythmical, with the tissue between the hands as the focus of the work.
Knuckling is another form of kneading but using the knuckles to knead and lift in circular and upwards motions.
Scissoring is another petrissage movement that is performed only over a flat area with very little pressure. The index and middle fingers of both hands are only used for this movement. They are placed opposite each other and then are slowly worked towards each other lifting and releasing as they go.
It is also a term used in French professional bread baking describing a particular stage during dough development.
# Boris Smirnov

Boris Smirnov may refer to:
* Boris Alexandrovich Smirnov (actor) (1908–1982), Soviet actor in the film Zhukovsky
* Boris Smirnov-Rusetsky (1905–1993), Russian painter
* Boris Smirnov (ethnologist) (1924–1979), Russian ethnologist
# Lakevale

Lakevale (Scottish Gaelic: Gleann a’ Loch) is a community in the Canadian province of Nova Scotia, located in Antigonish County.
# Nikola Gnjatović

Nikola Gnjatović (born 15 September 1979) is a Serbian former professional tennis player.
Gnjatović was born in Vračar, Belgrade and started out at the Košutnjak tennis club. When he was 16 he won Yugoslavia's national under 18s championship in both singles and doubles. Srđan Đoković, father of Novak, once said that he had never seen a more talented player. In 1999, he represented the Yugoslavia Davis Cup team for a tie against Morocco in Casablanca. His career however soon unravelled after he began taking heroin. He became addicted to the drug and over a 17 year period was hospitalised on numerous occasions, but is now clean.

## ITF Futures finals
### Doubles: 4 (3–1)

| Result | W–L | Date | Tournament | Surface | Partner | Opponents | Score |
| Loss | 0–1 | May 1998 | Yugoslavia F1, Belgrade | Clay | Mirko Jovanović | Martin Hromec Adolf Musil | 1–6, 2–6 |
| Win | 1–1 | May 1998 | Yugoslavia F2, Belgrade | Clay | Dejan Petrović | Massimo Boscatto Igor Gaudi | 6–3, 3–6, 6–3 |
| Win | 2–1 | Aug 1998 | Yugoslavia F6, Niš | Clay | Jose-Maria Arnedo | Martin Hromec Dejan Petrović | 6–4, 7–6 |
| Win | 3–1 | Aug 1998 | Yugoslavia F7, Nikšić | Clay | Dejan Petrović | Jose-Maria Arnedo Michael Kogan | 6–4, 5–7, 6–2 |
# Giulio Santagata

Giulio Santagata (1 October 1949 – 5 January 2024) was an Italian politician who was a member of the Italian Chamber of Deputies and the leader of Together.

## Biography

Giulio Santagata was born in Zocca, near Modena, in 1949. He graduated with a degree in Economy and Commerce from the University of Bologna and then started working for the region Emilia-Romagna, but after few years he abandoned this job to become a tax advisor.
In 1996 he was appointed economic councilor by Prime Minister Romano Prodi. When Prodi became President of the European Commission in 1999, Santagata followed him in Brussels. In 2001 Santagata was elected in the Italian Chamber of Deputies.
In 2006 Santagata was the main coordinator of Prodi's electoral campaign for the general election, which Prodi narrowly won against the centre-right led by Silvio Berlusconi.
During 2017 there were lengthy talks on the creation of an electoral list to the left of the Democratic Party (PD), within the PD-led centre-left coalition. In this process Giuliano Pisapia, a former mayor of Milan, launched the Progressive Camp (CP) and long pondered the possibility of leading the proposed list, including minor established parties, assorted leftists and, most notably, former members of Left Ecology Freedom (SEL) – which had been folded into the more radical Italian Left (SI).
In December, after Pisapia's retirement and the dissolution of the CP, Santagata founded Civic Area, a progressive party mainly composed of former Olivists, a faction of Prodi's loyalists within Democracy is Freedom and, subsequently, the Democratic Party. After few days, along with Riccardo Nencini (leader of the Italian Socialist Party), Angelo Bonelli (leader of the Federation of the Greens), he launched Together in order to participate in the 2018 general election as a part of the centre-left coalition, along with More Europe (+Eu) and the Popular Civic List (CP). Together's logo was styled on that of The Olive Tree, a broad centre-left coalition active from 1995 to 2007 (when its main components were merged into the PD).
Santagata died on 5 January 2024, at the age of 74.
# Tassiga

Tassiga is a village and seat of the Commune of Bourra in the Cercle of Ansongo in the Gao Region of south-eastern Mali. The village lies on the left (east) bank of the Niger River, 37 km southeast of the town of Ansongo.
# Rubio, Iowa

Rubio is an unincorporated community in southwest Washington County, Iowa, United States. It is located on County Highway G67 approximately three miles northeast of Richland in adjacent Keokuk, County. The Skunk River flows past the north side of the community.

## History

Rubio was founded in 1900 when the Milwaukee Road railway was built through the area. Rubio was named after Mexican statesman Pascual Ortiz Rubio, who would later become the president of Mexico.
The Rubio Savings Bank opened in Rubio in 1906; the main office moved to Brighton in 1946.
In 1910 the Rubio School opened. The two-classroom school operated until 1960; enrollment at that time was 10 students. The building was sold at auction in 1962 and was torn down; the floor joists were later used in a house in Richland.
The Rubio Lawn Social and Jubilee, held in conjunction with the American Bicentennial, was held on August 7 and 8, 1976. Activities included a postal award ceremony and a parade.

## Education

The Pekin Community School District serves Rubio.
# Petriscript

PetriScript is a modeling language for Petri nets, designed by Alexandre Hamez and Xavier Renault. The CPN-AMI platform provides many tools to work on Petri nets, such as verifying and model-checking tools.
Originally, simple Petri nets were created through graphic design, but research conducted internally at LIP6 revealed that it was needed to automate such tasks. PetriScript was designed to provide some facilities in modeling places-transition and coloured Petri nets within the CPN-AMI platform. Petriscript's main purpose is to automate modeling operations on Petri nets by merging, creating, and connecting nodes. It supports almost everything needed, such as macros, loops control, lists, and string and arithmetic expressions, and blocks intervention of the user as much as possible. Its syntax is Ada-like.
The following script produces a FIFO with three sections:
Which produces the following graph:
Here is another example that shows the power of PetriScript:
Which produces the following graph:
# Mount Salem Methodist Episcopal Church

Mount Salem Methodist Episcopal Church is a historic church in Alexandria Township, Hunterdon County, New Jersey, United States.
It was built in 1864 and added to the National Register of Historic Places on May 19, 1988.
# Sejna

Sejna or Šejna may refer to:
* Jan Šejna (1927–1997), Czech-Czechoslovak general who defected to the US in 1968
* Karel Šejna (1896–1982), Czech conductor
* Marco Sejna (born 1972), German footballer
* Peter Sejna (born 1979), Slovak ice hockey player
* 21985 Šejna, a main belt asteroid
* Sejny, a town in Poland
# Discrete category

In mathematics, in the field of category theory, a discrete category is a category whose only morphisms are the identity morphisms:
    hom$_C$(X, X) = {id$_X$} for all objects X
    hom$_C$(X, Y) = ∅ for all objects X ≠ Y
Since by axioms, there is always the identity morphism between the same object, we can express the above as condition on the cardinality of the hom-set
    | hom$_C$(X, Y) | is 1 when X = Y and 0 when X is not equal to Y.
Some authors prefer a weaker notion, where a discrete category merely needs to be equivalent to such a category.

## Simple facts

Any class of objects defines a discrete category when augmented with identity maps.
Any subcategory of a discrete category is discrete. Also, a category is discrete if and only if all of its subcategories are full.
The limit of any functor from a discrete category into another category is called a product, while the colimit is called a coproduct. Thus, for example, the discrete category with just two objects can be used as a diagram or diagonal functor to define a product or coproduct of two objects. Alternately, for a general category C and the discrete category 2, one can consider the functor category C$^2$. The diagrams of 2 in this category are pairs of objects, and the limit of the diagram is the product.
The functor from Set to Cat that sends a set to the corresponding discrete category is left adjoint to the functor sending a small category to its set of objects. (For the right adjoint, see indiscrete category.)