OpenLLM-France/wikimedia huggingface dataset:
# Glacio-geological databases

Glacio-geological databases compile data on glacially associated sedimentary deposits and erosional activity from former and current ice-sheets, usually from published peer-reviewed sources. Their purposes are generally directed towards two ends: (Mode 1) compiling information about glacial landforms, which often inform about former ice-flow directions; and (Mode 2) compiling information which dates the absence or presence of ice.
These databases are used for a variety of purposes: (i) as bibliographic tools for researchers; (ii) as the quantitative basis of mapping of landforms or dates of ice presence/absence; and (iii) as quantitative databases which are used to constrain physically based mathematical models of ice-sheets.
Antarctic Ice Sheet: The AGGDB is a Mode 2 glacio-geological database for the Antarctic ice-sheet using information from around 150 published sources, covering glacial activity mainly from the past 30,000 years. It is available online, and aims to be comprehensive to the end of 2007.
British Ice Sheet: BRITICE is a Mode 1 database which aims to map all glacial landforms of Great Britain.
Eurasian Ice Sheet: DATED-1 is a Mode 2 database for the Eurasian ice-sheet. Its sister-project DATED-2 uses the information in DATED-1 to map the retreat of the Eurasian ice-sheet since the Last Glacial Maximum.
# Glattwang

The Glattwang is a mountain of the Plessur Alps, overlooking Fideris in the canton of Graubünden.
# Glattpark

Glattpark is a large construction project in Switzerland that took shape in Opfikon, close to the border to Zürich. As part of the construction project a new neighbourhood was built by 2020; it is designed to provide room for 7,000 residents and about the same number of jobs.
Some of the favourable locational factors used to market the area are the direct proximity to the city of Zürich, where similar construction projects are being realized in Oerlikon and Seebach. The large service companies based in the north of the city and other companies in Glattbrugg, Rümlang and at the airport promise a large number of potential jobs. One of the negative points is that the area is about two miles from the threshold of runway 34/16 of Zurich Airport and thus practically in the axis line of the runway. However, construction in the area placed a strong emphasis on noise isolation of the buildings, with inhabitants reporting that the noise levels are not significant.

## Headquarters

The headquarters of Kraft Foods Europe GmbH are located in Glattpark.

## Park

On the eastern side of the area an artificial lake has been created as well as a park area, called Opfikerpark. The artificial lake is 41 metres wide and 550 metres long and is safe to swim in, with sandy beaches having been included in the design. Bridges cross the lake at regular intervals to link the inhabited zone with the park.

## Transport

The neighbourhood is intended to have as little traffic as possible, most of the roads are therefore planned as pedestrian zones.
In addition to the Glattalbahn, which runs the length and breadth of the southern and western side of the neighbourhood, several bus lines linking it to public transport are under discussion. The bus line 781 is running through the neighbourhood on Boulevard Lilienthal. The nearby railway station Opfikon provides access to the Zürich S-Bahn network, the Glattalbahn forms a direct link to the train stations of Zürich Oerlikon, Glattbrugg and Stettbach.
On the western side, the four-lane Thurgauerstrasse leads to the intersection of Opfikon with the Highway A51 (airport motorway).
# Glenwood High School

Glenwood High School may refer to:

## in South Africa

* Glenwood High School (Durban), Durban, South Africa
* Glenwood High School (Pretoria), Pretoria, South Africa

## in the United States

(by state)
* Glenwood High School (Alabama), Phenix City, Alabama
* Glenwood High School (Arkansas), Glenwood, Arkansas
* Glenwood High School (Georgia), Glenwood, Georgia
* Glenwood High School (Illinois), Chatham, Illinois
* Glenwood High School (Iowa), Glenwood, Iowa
* Glenwood High School (Ohio), New Boston, Ohio
# Glasgow school closures protest, 2009

Save Our Schools was a protest movement which arose in Glasgow, Scotland, in early 2009 against the proposed closure or merger of 13 primary schools and 12 nurseries in the city.
On 3 April 2009 parents occupied Wyndford and St. Gregory's primary schools in the Wyndford area of Maryhill in the city. A rally was held there on 4 April. The parents intended to remain in occupation over the Easter holiday.
A march in support of the campaign took place in Wyndford on 9 April, which was attended by around 400 people. There was a rally at the end at Wyndford Primary School, with several speakers including Bob Doris MSP, and campaign organiser Richie Venton.
The campaign planned to hold a short march and rally in George Square on 17 April at 10 a.m., the day the council executive made its decision.
# Gleimia hominis

Gleimia hominis is a bacterium from the genus of Gleimia which has been isolated from a wound swab.
# Gleim

Gleim may refer to:
* Johann Wilhelm Ludwig Gleim (1719–1803), a German poet
* 29197 Gleim, a main belt asteroid
# Glyphodes bradleyi

Glyphodes bradleyi is a moth in the family Crambidae. It was described by George Hampson in 1909. It is found on Guadalcanal in the Solomon Islands.
# Linear castle

A linear castle is a castle that was designed to confront its attackers with a series of barriers/impediments in a line (hence the name).
The principle was to funnel assaulting forces into attacking a very narrow front and focusing all of the castle's defences in that area. This would mean that both architectural devices and manpower could be concentrated, unlike the more familiar concentric castle, for which the entire circumference needed to be defended.
Linear castles tended to be built where geography favoured this approach. The Knights Hospitaller fortress of Margat in Syria is built on a narrow rocky promontory, ideal for preventing successful undermining but inappropriate for the rings of walls needed for a concentric castle. The core of Krak des Chevaliers is located in a narrow gully carved from sheer rock walls severely limiting possibilities for a flank attack.
The theory of linear castles arrived in Britain in the mid thirteenth century, so the concept co-existed with concentric castles. The earliest recognised linear castle in Britain is at Tintagel, having a series of defensive wards in a row. Conwy and Caernarfon Castles were both built in a linear style, defending a peninsula.
Many castles naturally combined elements of both concentricity and linearity. Conwy Castle, often cited as a concentric castle, is really a linear castle with concentric elements bolted on.
# Itauninha River

The Itauninha River is a river of Espírito Santo state in eastern Brazil.
# Blott en dag (album)

Blott en dag is an album by the Swedish singer Carola Häggkvist. It was released on 21 October 1998 in Sweden and Norway. The album consists of Christian hymns written by Lina Sandell.
The title comes from the lead song. "Blott en dag" by Lina Sandell (words, 1865) and Oscar Ahnfelt (music, 1872) was translated into English as "Day by Day" by Andrew Skoog in 1921.

## Track listing

* Blott en dag
* Jag är en gäst och främling
* Är det sant att Jesus är min broder
* Modersvingen
* O Jesu, öppna du mitt öga
* Jesus för världen givit sitt liv
* Gör det lilla du kan
* Tryggare kan ingen vara
* Aldrig är jag utan fara
* Jag kan icke räkna dem alla
* Herrens nåd är var morgon ny
* Bred dina vida vingar

## Charts

| Chart (1998) | Peak position |
| Norwegian Albums (VG-lista) | 32 |
| Swedish Albums (Sverigetopplistan) | 24 |

## Release history

| Country | Date |
| Norway | 21 October 1998 |
| Sweden | 21 October 1998 |
# Calliopius laeviusculus

Calliopius laeviusculus is a species of amphipod in the family Calliopiidae. It is found in Europe and North America.
# Glyphodes bocchorialis

Glyphodes bocchorialis is a moth in the family Crambidae. It was described by George Hampson in 1912. It is found in Malaysia.
# Chenfu

Chenfu (simplified Chinese: 陈府镇; traditional Chinese: 陳府鎮; pinyin: Chénfǔ Zhèn) is a town of Dachang Hui Autonomous County in the centre of the Sanhe exclave of Hebei province, China. Chenfu is situated less than 5 kilometres (3.1 mi) southeast of the county seat. The town spans an area of 23.76 square kilometres (9.17 sq mi), and has a hukou population of 12,569 as of 2018.

## Administrative divisions

As of 2020, Chenfu has 21 administrative villages under its administration.
# List of recreational number theory topics

This is a list of recreational number theory topics (see number theory, recreational mathematics). Listing here is not pejorative: many famous topics in number theory have origins in challenging problems posed purely for their own sake.
See list of number theory topics for pages dealing with aspects of number theory with more consolidated theories.

## Number sequences

* Integer sequence
* Fibonacci sequence
** Golden mean base
** Fibonacci coding
* Lucas sequence
* Padovan sequence
* Figurate numbers
** Polygonal number
*** Triangular number
*** Square number
*** Pentagonal number
*** Hexagonal number
*** Heptagonal number
*** Octagonal number
*** Nonagonal number
*** Decagonal number
** Centered polygonal number
*** Centered square number
*** Centered pentagonal number
*** Centered hexagonal number
** Tetrahedral number
** Pyramidal number
*** Triangular pyramidal number
*** Square pyramidal number
*** Pentagonal pyramidal number
*** Hexagonal pyramidal number
*** Heptagonal pyramidal number
** Octahedral number
** Star number
* Perfect number
** Quasiperfect number
** Almost perfect number
** Multiply perfect number
** Hyperperfect number
** Semiperfect number
** Primitive semiperfect number
** Unitary perfect number
** Weird number
* Untouchable number
* Amicable number
* Sociable number
* Abundant number
* Deficient number
* Amenable number
* Aliquot sequence
* Super-Poulet number
* Lucky number
* Powerful number
* Primeval number
* Palindromic number
* Telephone number
* Triangular square number
* Harmonic divisor number
* Sphenic number
* Smith number
* Double Mersenne number
* Zeisel number
* Heteromecic number
* Niven numbers
* Superparticular number
* Highly composite number
* Highly totient number
* Practical number
* Juggler sequence
* Look-and-say sequence

## Digits

* Polydivisible number
* Automorphic number
* Armstrong number
* Self number
* Harshad number
* Keith number
* Kaprekar number
* Digit sum
* Persistence of a number
* Perfect digital invariant
** Happy number
* Perfect digit-to-digit invariant
* Factorion
* Emirp
* Palindromic prime
* Home prime
* Normal number
** Stoneham number
** Champernowne constant
** Absolutely normal number
* Repunit
* Repdigit

## Prime and related sequences

* Semiprime
* Almost prime
* Unique prime
* Factorial prime
* Permutable prime
* Palindromic prime
* Cuban prime
* Lucky prime

## Magic squares, etc.

* Ulam spiral
* Magic star
* Magic square
** Frénicle standard form
** Prime reciprocal magic square
** Trimagic square
** Multimagic square
** Panmagic square
** Satanic square
** Most-perfect magic square
** Geometric magic square
** Conway's Lux method for magic squares
* Magic cube
** Perfect magic cube
** Semiperfect magic cube
** Bimagic cube
** Trimagic cube
** Multimagic cube
* Magic hypercube
* Magic constant
* Squaring the square
# Chengdu Art Academy

The Chengdu Art Academy (Chinese: 成都画院) is an arts organization, supporting contemporary art and the Chengdu Art Museum with a collection of artworks, based in the city of Chengdu, Sichuan, China.

## Overview

The academy is organized by the Chinese government. It recruits mature professional artists and most receive a salary for producing their work, but it does not operate as an art school with students such as the Chengdu Academy of Fine Arts.

## History

The Chengdu Art Academy was founded in 1980, as the first Chinese professional art organization established by the Chinese government. Its remit includes painting and calligraphy creation, research into art theory, and academic communication. Originally the Chengdu Art Academy was located in the Culture Park. In 1983, it was moved to 59 Zhijishi Street. The style of the buildings is a typical quadrangle of western Sichuan historic houses dating from the late Qing dynasty. In 2007, the premises were approved as a Sichuan Provincial Heritage Conservation Site. A project to protect and maintain the buildings was completed in 2008. The buildings were opened by the academy as the Chengdu Art Museum (Chinese: 成都市美术馆). During October to December 2020, the Academy/Museum buildings were closed to the public for maintenance.
On 6 November 2021, at the Tianfu Art Park and at the start of the 2021 Chengdu Biennale, the Chengdu Art Academy launched two new contemporary art museum buildings in the park, namely the Chengdu Tianfu Art Museum and the Chengdu Museum of Contemporary Art, forming a new focus for the Chengdu Art Museum. As a result, the academy is now based at the park.
# Chee-Chee

Chee-Chee or Chee Chee may refer to:
* Chee-Chee, a monkey character in the Doctor Dolittle series of children's books
* Chee-Chee, an ethnic slur against an Anglo-Indian or person of mixed Eurasian descent; also a reference to English spoken with a South Asian accent
* Chee-Chee and Peppy, an American teen R&B vocal duo in the early 1970s
* Frank DeMayo (1885-1949?), Missouri mobster nicknamed "Chee-Chee"
* Benjamin Chee Chee (1944-1977), Ojibwa-Canadian artist
* Chee-Chee (musical), a 1928 Broadway musical by Richard Rodgers and Lorenz Hart
* The sound that is associated with Bucee the Beaver
# Chestnut wood quail

The chestnut wood quail (Odontophorus hyperythrus) is a bird species in the family Odontophoridae, the New World quail. It is found only in Colombia.

## Taxonomy and systematics

The chestnut wood quail has at various times been proposed or considered as conspecific with rufous-fronted wood quail (Odonophorus erythrops), dark-backed wood quail (O. melanonotus), and rufous-breasted wood quail (O. speciosus). It is monotypic.

## Description

The chestnut wood quail is 25 to 29 cm (9.8 to 11.4 in) long. Males weigh 325 to 380 g (11.5 to 13.4 oz) and females 325 to 330 g (11.5 to 11.6 oz). Both sexes have grayish white feathers around the eye, with the female's more extensive. Adult males have a chestnut head and brown back, rump, and wings. The rump has fine black vermiculation. The throat and undersides are rufous. The adult female's crown is dusky brown and its breast and belly are dark gray. The juvenile is similar to the adult female.

## Distribution and habitat

The chestnut wood quail is found mostly in the western and central Andes of Colombia and locally in the eastern Andes. In elevation it ranges from 1,600 to 2,800 m (5,200 to 9,200 ft). It inhabits the interior and edges of subtropical montane forest, both primary and secondary. It is primarily terrestrial but has been seen roosting as high as 10 m (33 ft) above ground.

## Behavior
### Feeding

The chestnut wood quail forages by scratching in leaf litter for roots, seeds, fallen berries, and probably also insects.

### Breeding

The chesnut wood quail appears to have two nesting seasons that correspond to the wettest part of the year, March to May and October to December. Nests are domed globes on the ground made of leaves and twigs with a short tunnel entrance. The clutch size is four or five and the female alone incubates the eggs. Family groups stay together for many months after hatching.

### Vocalization

* Songs and calls
* Listen to chestnut wood quail on xeno-canto
The chestnut wood quail's advertising call is "a rollicking, rapidly repeated duet, 'orrit-kilyit...'". It also has an alarm call, "a low 'peetit, peetit...'".

## Status

The IUCN has assessed the chestnut wood quail as being of Least Concern. Until 2020 it had been rated Near Threatened. Though its population size is not known and is thought to be declining, those criteria are not critical enough to warrant a more perilous rating.
# Gracilentulus meridianus

Gracilentulus meridianus is a species of proturan in the family Acerentomidae. It is found in Europe and Northern Asia (excluding China).
# Linxia

Linxia (simplified Chinese: 临夏; traditional Chinese: 臨夏) may refer to:
# Itauçu Esporte Clube

Itauçu Esporte Clube, commonly known as Itauçu, is a Brazilian football club based in Itauçu, Goiás state.

## History

The club was founded on May 31, 1986 with the name of Associação Esportiva Itauçuense, in 2007 it was renamed Itauçu Esporte Clube. In 2010, the weather changed from Ituaçu to Nerópolis and changed its name to Nerópolis Esporte Clube. But in 2014 he returned to his hometown, and played in the Campeonato Goiano (Third Division).
The team debuted professionally in 2006 at Campeonato Goiano (Third Division). The team, already in the debut season in professional football, reached the title by thrashing Tupy (de Jussara) in the final, 3x0. Altogether there were seven games with five wins, a draw and just one defeat. Highlight for Tulio Maravilha, top scorer of the competition with seven goals scored.

## Stadium

Itauçu Esporte Clube play their home games at Estádio Cruzeiro do Sul. The stadium has a maximum capacity of 5,000 people.

## Title

* Campeonato Goiano (Third Division) (2006)
# Lucie Hochmann

Lucie Hochmann (née Záleská, born 7 July 1991) is a track cyclist from the Czech Republic. She represented her nation at the 2015 UCI Track Cycling World Championships. She competed at the 2016 UEC European Track Championships in the individual pursuit event.

## Major results
### 2010

    2nd Individual Pursuit, UEC European U23 Track Championships

### 2012

    UEC European U23 Track Championships
       2nd Individual Pursuit
       3rd Omnium

### 2013

    1st Omnium, UIV Talents Cup Final (U23)
    UEC European U23 Track Championships
       3rd Individual Pursuit
       3rd Omnium
       3rd Scratch Race

### 2014

    2nd Omnium, Grand Prix Minsk
    3rd Omnium, GP Prostejov - Memorial of Otmar Malecek
    Prova Internacional de Anadia
       3rd Omnium
       3rd Scratch Race

### 2015

    2nd Omnium, GP Prostejov - Memorial of Otmar Malecek
    2nd Omnium, Cottbuser Nächte
    Trofeu Ciutat de Barcelona
       2nd Points Race
       3rd Scratch Race
    3rd Omnium, Panevezys

### 2016

    Grand Prix Vienna
       1st Points Race
       1st Scratch Race
    Prostejov GP - Memorial of Otmar Malecek
       1st Points Race
       3rd Scratch Race
    1st Omnium, 6 giorni delle rose - Fiorenzuola
    1st Scratch Race, Prilba Moravy
    1st Team Pursuit, GP Czech Cycling Federation (with Jarmila Machačová, Eva Pláničková and Ema Kankovská)
    3 Jours d'Aigle
       2nd Points Race
       3rd Individual Pursuit
    3rd Scratch Race, Grand Prix of Poland

### 2017

    6 Giorni di Torino internazionale
       2nd Omnium
       3rd Points Race
    3rd Madison, Öschelbronn (with Jarmila Machačová)
# Blotstulka

Blotstulka, or Blot-Tulca, (11th century) is a name known in legend for an alleged Swedish medieval queen consort, spouse of a King "Blot-Sweyn" of Sweden who may have reigned in the 1080s. The name can be seen as the equivalent to that of her spouse, with the meaning: "The Woman Sacrificer" or "The Maiden Sacrificer"; as her spouse's name was "Sweyn the Sacrificer", which can also be translated as "The Man Who Performs the Sacrifices".

## Biography

Not much is known about the queen and the dates of her birth and death are unknown. She is the possible mother of an alleged son of Blot-Sweyn, Erik Årsäll. She was married to Sweyn before he became king and was alive to be queen during his reign. She is the last known Pagan queen in Sweden and in Scandinavia. She became queen of Sweden when her spouse ascended to the throne. About 1087 her husband was deposed and killed; according to tradition, by being surrounded in his home, which was set on fire. No murder of a female is recorded, and it was also the custom to allow the women of the household to depart from the building in such a situation. The queen is therefore expected to have survived the death of her spouse. The above is related from legend. Nothing factual about her life is known.
# Coşkun Göğen

Coşkun Göğen (born June 14, 1946, Samatya, Istanbul) is a Turkish film and theatre actor.
He started his film career in 1972 with the film Asi Gençler. His most famous role was as "Tecavüzcü Coşkun" ("Coşkun the Rapist") which became of the most popular comedic characters in Turkish film history. He reprised this character on many films later due to the demands from the filmgoing public. He has acted in more than 400 films and theatre plays.
Coşkun Göğen is a fan of Antalyaspor football club. He has three daughters. In 2018, his 36-year-old daughter, Dünya Göğen, died of cancer.
# Could You Be the One?

Could You Be the One? may refer to:
* Could You Be the One? (Hüsker Dü song)
* Could You Be the One? (Stereophonics song)
# Caligula cachara

Caligula cachara is a moth of the family Saturniidae. It was described by Frederic Moore in 1872. It is found in eastern Asia, including Thailand.
# Glin

Glin or GLIN may refer to:
* Global Legal Information Network, federation of government agencies that contribute national legal information
* Glin, County Limerick, village in Ireland
* Glin GAA Club, a team in West Limerick
* Knight of Glin, hereditary title held by the Fitzgeralds of Limerick
* Glin Castle, manor home in the village of Glin that was the seat of the Knight of Glin
* Great Lakes Information Network, an initiative of the Great Lakes Commission in the United States
* Glin the good fairy, character in Oz (1976 film)
* Glin, member of the Sweeper Alliance in the manga Black Cat
* Glin, a province in the science fiction novel A Time of Changes
# Government College, Kariavattom

Government College, Kariavattom, is a general degree college located in Kariavattom, Thiruvananthapuram district, Kerala, and established in 1997. It is affiliated with Kerala University and offers various courses in science subjects.

## Departments
### Science
#### UG

* Physics and Computer Application
* Chemistry and Industrial Chemistry
* Geography
* Statistics
* Computer Science
* Biochemistry
* Biotechnology
* Geology
* Zoology
* Botany
* Mathematics
* Chemistry

#### PG

* Physics
* Mathematics

### Arts

* Malayalam
* English
* Arabic
* Hindi
* French
* Tamil
* Sanskrit
* Physical Education

## Accreditation

Government College is recognized by the University Grants Commission (UGC).
# Linxi

Linxi may refer to:

## China

* Linxi County, Hebei (临西县)
* Linxi County, Inner Mongolia (林西县)

### Towns

* Linxi, Anhui (临溪镇), in Jixi County
* Linxi, Xingtai (临西镇), seat of Linxi County, Hebei
* Linxi, Tangshan (林西镇), in Yutian County, Hebei
# Ivanovo, Haskovo Province

Ivanovo is a village in the municipality of Harmanli, in Haskovo Province, in southern Bulgaria.
# Lowenstam

Lowenstam is a German-language surname, which means "lion trunk". Alternative spellings include Löwenstam, Löwenstamm, Loewenstam and Loewenstamm. The name may refer to:
* Arthur Löwenstamm (1882–1965), rabbi and theologian from Germany
* Aryeh Leib ben Saul Löwenstamm (1690–1755), Polish rabbi
* Heinz A. Lowenstam (1912–1993), American scientist
* Hirschel Löwenstam (1721–1800), British rabbi
* Saul Lowenstam (1717–1790), Dutch rabbi
# Boaz, Missouri

Boaz is an unincorporated community in Christian County, Missouri, United States. Boaz is part of the Springfield, Missouri Metropolitan Statistical Area. The community is located approximately seven miles southwest of Nixa and is about five miles east of Clever.
A post office called Boaz was established in 1893, and remained in operation until 1914. The community derives its name from Boaz, a figure in the Hebrew Bible.
# Chen Chih-fu

Chen Chih-fu (born 25 August 1943) is a Taiwanese sailor. He competed in the Dragon event at the 1968 Summer Olympics.