OpenLLM-France/wikimedia huggingface dataset:
# Smoky Lake

Smoky Lake is a town in Central Alberta, Canada. It is located 116 km (72 mi) northeast of Edmonton at the junction of Highway 28 and Highway 855. It lies between the North Saskatchewan River, Smoky Creek, and White Earth Creek, in a mainly agricultural area. The provincial historic site of Victoria Settlement is nearby. Long Lake Provincial Park is located 60 km (37 mi) north of the town. The Woods Cree, a First Nations people, named "Smoking Lake" for the smoke from ceremonies performed on the shore; the name Smoky Lake may also be based on the mist that rose from the lake in great quantities at sundown. One of its churches, the St. Onuphrius Ukrainian-Catholic, built in 1907, has been moved to the Canadian Museum of History in Gatineau, Quebec. It is in Census Division No. 12 and is the municipal office for Smoky Lake County.

## Demographics

In the 2021 Census of Population conducted by Statistics Canada, the Town of Smoky Lake had a population of 1,031 living in 442 of its 518 total private dwellings, a change of 7% from its 2016 population of 964. With a land area of 4.26 km$^2$ (1.64 sq mi), it had a population density of 242.0/km$^2$ (626.8/sq mi) in 2021.
In the 2016 Census of Population conducted by Statistics Canada, the Town of Smoky Lake recorded a population of 964 living in 421 of its 499 total private dwellings, a -5.7% change from its 2011 population of 1,022. With a land area of 4.26 km$^2$ (1.64 sq mi), it had a population density of 226.3/km$^2$ (586.1/sq mi) in 2016.

## Notable people

* Martha Bielish (1915 - 2010) - politician, farmer, feminist, teacher and Canadian senator
* Mary Burzminski, track and field athlete
* Eddie Carroll, actor, voice over
* John Dubetz, Alberta politician
* Terry Ewasiuk, professional ice hockey player
* Isidore Goresky, Alberta legislator
* Ray Kinasewich, professional ice hockey player
* Steve Zarusky, Alberta politician
# Antillotyphlops

Antillotyphlops is a genus of snakes in the family Typhlopidae.

## Distribution

The 12 species of the genus Antillotyphlops are found on Caribbean islands.

## Species

The following species are recognized as being valid.
* Antillotyphlops annae (Breuil, 1999)
* Antillotyphlops catapontus (Thomas, 1966)
* Antillotyphlops dominicanus (Stejneger, 1904)
* Antillotyphlops geotomus (Thomas, 1966)
* Antillotyphlops granti (Ruthven & Gaige, 1935)
* Antillotyphlops guadeloupensis (Richmond, 1966)
* Antillotyphlops hypomethes (Hedges & Thomas, 1991)
* Antillotyphlops monastus (Thomas, 1966)
* Antillotyphlops monensis (Schmidt, 1926)
* Antillotyphlops naugus (Thomas, 1966)
* Antillotyphlops platycephalus (A.M.C. Duméril & Bibron, 1844)
* Antillotyphlops richardi (A.M.C. Duméril & Bibron, 1844)
Nota bene A binomial authority in parentheses indicates that the species was originally described in a genus other than Antillotyphlops.
# Trichochermes

Trichochermes is a genus of true bugs belonging to the family Triozidae.
The species of this genus are found in Eurasia.
Species:
* Trichochermes certus Loginova, 1964
* Trichochermes grandis Loginova, 1965
* Trichochermes walkeri (Foerster, 1848)
# Sleipnir (disambiguation)

Sleipnir is an eight-legged horse in Norse mythology.
Sleipnir or Sleipner may also refer to:

## Places

* Sleipner Glacier, Greenland
* Sleipnir Glacier, Antarctica

## Ships and offshore

* Sleipner gas field
** Sleipner A, an offshore platform
* HNoMS Sleipner, three different warships in service with the Royal Norwegian Navy between 1877 and 1992
* Sleipner-class destroyer, a class of Norwegian destroyers
* Sleipner-class corvette, a class of corvettes
* MS Sleipner, a passenger catamaran
* SSCV Sleipnir, a large crane vessel owned and operated by Heerema

## Sports

* IK Sleipner, a Swedish sports club
* SK Sleipner, a Norwegian sports club; see Kampforbundet for Rød Sportsenhet

## Other uses

* Sleipnir (web browser)
* Sleipnir, a type of horse enemy in Final Fantasy XII
* Uddeholm Sleipner, a tool steel grade; see Uddeholms AB § Reference to international tool steel standards
# Anton (1973 film)

Anton is a 1973 Norwegian drama film written and directed by Per Blom, starring Bjørn Erik Jessen. 15-year-old Anton Olsson (Jessen) lives in a little village in rural Norway. As his father loses his grip on reality, Anton's mother, who left home when Anton was little, returns.

## Plot

Anton is 15 years old, and the day he and old Johannes shoots the horse, the peace is gone. His father is already lost in his living room chair, and his mother turns up to make amends for not being there.
# Anton (surname)

Anton or Antón is a surname. Notable people with the surname include:
* Abel Antón (born 1962), Spanish long-distance runner
* Adina Anton (born 1984), Romanian long jumper
* Anton Anton (born 1949), Romanian engineer and politician
* Arsenio Martínez-Campos y Antón (1831–1900), Spanish soldier and politician who restored the Bourbon dynasty
* Carl Anton (1722–?), Curonian writer
* Christopher Anton, American singer and songwriter
* Craig Anton (born 1962), American actor and comedian
* Fred Anton (1934–2017), American businessman and political figure
* Gabriel Anton (1858–1933), Austrian neurologist and psychiatrist
* Hermann Eduard Anton (1794–1872), German malacologist
* Igor Antón (born 1983), Basque road race bicyclist
* Karl Anton (1898–1979), German film director, screenwriter and producer
* Paul Anton (born 1991), Romanian footballer
* Susan Anton (born 1950), American actress and singer
* Tõnu Anton (born 1953), Estonian politician
* Uno Anton (1942–2012), Estonian politician
# Meta Content Framework

Meta Content Framework (MCF) is a specification of a content format for structuring metadata about web sites and other data.

## History

MCF was developed by Ramanathan V. Guha at Apple Computer's Advanced Technology Group between 1995 and 1997. Rooted in knowledge-representation systems such as CycL, KRL, and KIF, it sought to describe objects, their attributes, and the relationships between them.
One application of MCF was HotSauce, also developed by Guha while at Apple. It generated a 3D visualization of a web site's table of contents, based on MCF descriptions. By late 1996, a few hundred sites were creating MCF files and Apple HotSauce allowed users to browse these MCF representations in 3D.
When the research project was discontinued, Guha left Apple for Netscape, where, in collaboration with Tim Bray, he adapted MCF to use XML and created the first version of the Resource Description Framework (RDF).

## MCF format

An MCF file consists of one or more blocks, each corresponding to an entity. A block looks like this:
The identifier is a unique identifier for that entity (more on the scope of the identifier below) and is used to refer to that entity. The following lines each specify a property and one or more values, separated by commas. Each value can be a reference to another entity (via its identifier), a string (enclosed by double quotes) or a number. For example:
NOTE:
* The identifier must not include a comma (,) and must not be enclosed within double quotes.
* A common parsing failure is due to odd number of unescaped double quotes in text. For instance, "foo bar" baz" needs to be "foo bar\" baz".
* Commas within double quotes are not considered as value separators.
* Every entity has at least one property: typeOf.
# Shipmeadow

Shipmeadow is a village and civil parish located in the north of the English county of Suffolk. It is in the East Suffolk district, 2.5 miles (4.0 km) east of Bungay and the same distance west of Beccles on the B1062 road. Norwich is 15 miles (24 km) to the north-west.
At the 2011 United Kingdom census the parish had a population of 140. The parish council operates jointly with Barsham. The parishes share a village hall, but Shipmeadow has no services, with the parish church being sold for use as private housing in 1980.
The River Waveney runs to the north of the parish, with the northern section of the parish within the area of The Broads National Park. The parish borders the parishes of Mettingham, Barsham, Ilketshall St John and Ilketshall St Andrew. The Norfolk parishes of Ellingham and Geldeston border the parish on the northern bank of the Waveney.

## History

Shipmeadow is recorded in the Domesday Book of 1086 as Scitmetdua or Scipmedu. It was located in Wangford Hundred. This settlement appears on John Speed's 1610 map as Shepemeadow. This shows that the name has more likely to be sheep meadow rather than the current Shipmeadow.
In the 1870s, John Marius Wilson made the following notes about Shipmeadow:
   'Shipmeadow, a parish, with a village, in Wangford district, Suffolk; 2½ miles W by S of Beccles r. station. It has a post-office under Beccles. The church was repaired in 1856. The Wangford workhouse is here, has accommodation for about 400 inmates.'
The workhouse remains, but has since been converted to residential use.

## Transport

The B1062 road runs through Shipmeadow, linking it to Beccles to the east and Bungay to the west. The A143 and A146 run to the north of the parish and provide routes to Norwich, Great Yarmouth and Lowestoft. The nearest railway station is at Beccles 2.5 miles (4.0 km) to the east. The microairline Nebo Air intends to operate passenger flights from Shipmeadow Airfield to Damyns Hall Aerodrome near Upminster in East London and Wickenby Aerodrome in Lincolnshire using Pipistrel electrically powered light aircraft.
# Charles Madison Curry

Charles Madison Curry (1869–1944) was an English literature professor and an author and reviewer of children's literature in the late 19th and early 20th century. He was a Professor of English and Literature at Indiana State Normal School (now Indiana State University) and authored the school's Alma Mater in 1925. He edited Literary Readings: An Introduction to the Study of Literature (1903). He created with Martha Adelaide Holton, the Holton-Curry Reader, a basal reader in 8 volumes for the elementary grades, which was published by Rand McNally in 1914.
# Thomas Broderick

Thomas Broderick, SMA (1882 - 1933) was an Irish born priest, a member of the Society of African Missions, who served as Vicar Apostolic of Western Nigeria.
Broderick was born in Kilflynn in North Kerry. He was educated at the SMA St. Joseph's College, Wilton, Cork, before completing his clerical training in Lyon, France.
In 1906. shortly after ordination, Broderick left for the Gold Coast (Ghana). In 1908 he returned to Ireland as director of the new Sacred Heart College, Ballinafad, a juniorate (a preparatory secondary school). With the setting up of the Irish SMA seminary in Blackrock, Co. Cork, Broderick was appointed its first Rector.
Broderick was ordained Titular Bishop of Petnelissus and Vicar Apostolic of Western Nigeria in 1917, in St. Brendans Cathedral in his native Kerry, officiating over the Benin/Asaba diocese he lived in Asaba.
Broderick died following an operation in Genoa, in 1933. He is buried in the SMA cemetery in Wilton, Cork.
# Andy Capp: The Game

Andy Capp: The Game is a video game for the Commodore 64, Amstrad CPC, and ZX Spectrum that is all about controlling the main character Andy Capp. The game is based on the comic strip of the same name from the Daily Mirror, the British newspaper published by Mirrorsoft's parent company, Mirror Group Newspapers. Specifically released for Christmas of 1987, Andy Capp: The Game was intended to be a holiday blockbuster in both North America and Europe.

## Gameplay

Andy has to acquire money to give to his wife from various sources, as he has already spent his unemployment benefit, while consuming as much alcohol as possible and avoid getting arrested for various crimes (like punching his wife and beating up police officers). Money is assigned to the player in British pounds and kisses are used to control various non-player characters. Running out of kisses or alcohol means that the game instantly ends with a game over. The time is given in the 24-hour clock format (00:00-23:59 and excluding the AM/PM formats) while the days of the weeks are organized from Monday to Friday.
Players can make Andy either speak or fight. A score is given to reward players for making the right decisions.
The music, Antonín Dvořák's New World Symphony, was also used in the iconic 1973 Ridley Scott-directed British television commercial to advertise Hovis bread.

## Reception

The game received an enthusiastic review in Computer and Video Games which stated "the graphics are truly excellent, capturing all the characters perfectly". It was also well received by Your Sinclair who found it to be "an excellent arcade adventure. Great fun, simple but effective graphics and tough gameplay. Everything you need really".
# Muhammadgarh, Pakistan

Muhammadgarh is a town of Bahawalpur District in the Punjab province of eastern Pakistan. Neighbouring settlements include Faqirwali and Basti Nari.
# Topoľové hony

Topoľové hony is a nature reserve in the Podunajské Biskupice district of Bratislava, Slovakia. The nature reserve covers an area of 60.06 ha on the left shore of the Danube. It has a protection level of 5 under the Slovak nature protection system. The nature reserve is part of the Dunajské luhy Protected Landscape Area.

## Description

The area was put under protection as a measure to preserve xerophilous pannonic oak forests and plant communities including Staphylea pinnata.
# Monasterolo Casotto

Monasterolo Casotto is a comune (municipality) in the Province of Cuneo in the Italian region Piedmont, located about 80 kilometres (50 mi) south of Turin and about 30 kilometres (19 mi) east of Cuneo.
Monasterolo Casotto borders the following municipalities: Lisio, Mombasiglio, Pamparato, San Michele Mondovì, Scagnello, Torre Mondovì, and Viola.
# Silicone quaternary amine

Silicone quaternary amine is a polymeric chemical antimicrobial agent used in some odor-repellent socks, including Burlington Bioguard Socks.
# Molsheim station

Gare de Molsheim is a French railway station located on the Strasbourg—Saint-Dié and Sélestat–Saverne railways. It is located within the commune of Molsheim, in the Bas-Rhin department, in northeastern France.
It is put in operation by the Compagnie des chemins de fer de l'Est (Eastern Railways Company). It is a travellers station of the Société nationale des chemins de fer français (SNCF). Belonging to the TER Grand Est network, it is only served by regional express trains.

## Location

Established at an altitude of 177 meters, the former bifurcation station of Molsheim is located at the kilometric point 18.920 of the Strasbourg—Saint-Dié railway, between the stations of Dachstein and of Mutzig. It is also located at the kilometric point 33.461 of the Sélestat—Saverne railway, between the stations of Dorlisheim (still opened) and of Avolsheim (closed). The railway has been downgraded and left between the stations of Molsheim and Saverne.

## History

Molsheim station began operations on 28 September 1864 by the Compagnie des chemins de fer de l'Est (Eastern Railways Company), when the latter began the operation of the vicinal line n°1 bis from Strasbourg to Barr.
The former station was destroyed in 1993.
As of 2014, the Molsheim station is a travellers station of regional interest belonging the category B, its usage being greater or equal to 100 000 travellers per year from 2010 to 2011). It includes three platforms (one on each side of the tracks and one in the middle), two shelters and an underpass.

## Travellers service
### Reception

Being a SNCF station, it comprises a travellers buildings, which includes counters opened every day. The station is stuffed with automatic machines allowing travellers to purchase tickets. Special layouts, equipments and services are available for disabled people. An underpass allows the crossing of the tracks and the passing from one platform to another.

### Servicing

Being a travellers station of the TER Grand Est network, the Molsheim station is served by regional express trains of the following liaisons:
* Strasbourg – Molsheim – Barr – Sélestat (line A 07)
* Strasbourg – Saales – Saint-Dié-des-Vosges – Épinal (line A 08)
* Strasbourg – Entzheim-Aéroport – Molsheim (line A 18)

### Other means of transport

A parking for bicycles and several parkings for cars are fitted out around the station.

### Merchandise

The Molsheim station is opened to freight services.

## Pictures

* The tracks and the platforms at the station.
* Information sign at the station.
* A TER at the station.
* A platform and the underpass.
# Arjun Basu

Arjun Basu is a Canadian writer. He has published two award-nominated books, and is also known for his Twitter feed, on which he posts flash fiction branded as "Twisters".
Born and raised in Montreal to immigrant parents from India, Basu published his debut short story collection Squishy in 2008. The book was shortlisted for the ReLit Awards in 2009. His novel Waiting for the Man was published in 2014, and was a longlisted nominee for that year's Scotiabank Giller Prize.
# Siege of Gaeta (1734)

The siege of Gaeta was a siege during the War of Polish Succession fought at Gaeta, Italy. The Habsburgs at Gaeta withstood four months of siege from the Bourbon armies under the Duke of Parma (the future Charles III of Spain).
They were defeated on 6 August 1734 when the Spanish and French stormed the city. Twenty-seven years earlier, Austrian troops under Count Wirich Philipp von Daun had laid siege to Gaeta during the War of the Spanish Succession.
The Jacobite pretender Charles Edward Stuart was present for a time as an observer, his first exposure to war.
# Arrowhead Ranch, Arizona

Arrowhead Ranch is a development in the city of Glendale in Maricopa County, Arizona, United States. It has an estimated elevation of 1,270 feet (390 m) above sea level. Arrowhead Ranch is a former citrus farm. It was purchased for development in 1978 and annexed by Glendale in 1979.
# Signed set

In mathematics, a signed set is a set of elements together with an assignment of a sign (positive or negative) to each element of the set.

## Representation

Signed sets may be represented mathematically as an ordered pair of disjoint sets, one set for their positive elements and another for their negative elements. Alternatively, they may be represented as a Boolean function, a function whose domain is the underlying unsigned set (possibly specified explicitly as a separate part of the representation) and whose range is a two-element set representing the signs.
Signed sets may also be called $\mathbb {Z} _{2}$-graded sets.

## Application

Signed sets are fundamental to the definition of oriented matroids.
They may also be used to define the faces of a hypercube. If the hypercube consists of all points in Euclidean space of a given dimension whose Cartesian coordinates are in the interval $[-1,+1]$, then a signed subset of the coordinate axes can be used to specify the points whose coordinates within the subset are $-1$ or $+1$ (according to the sign in the signed subset) and whose other coordinates may be anywhere in the interval $[-1,+1]$. This subset of points forms a face, whose codimension is the cardinality of the signed subset.

## Combinatorics
### Enumeration

The number of signed subsets of a given finite set of $n$ elements is $3^{n}$, a power of three, because there are three choices for each element: it may be absent from the subset, present with positive sign, or present with negative sign. For the same reason, the number of signed subsets of cardinality $r$ is
    $2^{r}{\binom {n}{r}},$
and summing these gives an instance of the binomial theorem,
    $\sum _{r}2^{r}{\binom {n}{r}}=3^{n}.$

### Intersecting families

An analogue of the Erdős–Ko–Rado theorem on intersecting families of sets holds also for signed sets. The intersection of two signed sets is defined to be the signed set of elements that belong to both and have the same sign in both. According to this theorem, for any a collection of signed subsets of an $n$-element set, all having cardinality $r$ and all pairs having a non-empty intersection, the number of signed subsets in the collection is at most
    $2^{r-1}{\binom {n-1}{r-1}}.$
For instance, an intersecting family of this size can be obtained by choosing the sign of a single fixed element, and taking the family to be all signed subsets of cardinality $r$ that contain this element with this sign. For $r\leq n/2$ this theorem follows immediately from the unsigned Erdős–Ko–Rado theorem, as the unsigned versions of the subsets form an intersecting family and each unsigned set can correspond to at most $2^{r-1}$ signed sets. However, for larger values of $r$ a different proof is needed.
# Siegfried Sudhaus

Siegfried Sudhaus (9 July 1863 in Treptow an der Rega – 22 October 1914 near Bixschoote, Belgium) was a German classical philologist, known for his scholarly treatment of Menander and Philodemus.
He studied classical philology at the universities of Bonn and Berlin, and from 1892 worked as a schoolteacher at the municipal gymnasium in Bonn. In 1898 he received his habilitation for classical philology, and afterwards, by way of a travel scholarship from the Deutsches Archäologisches Institut, he embarked on a study trip to Greece. In 1901 he was named a professor of classical philology at the University of Kiel, where in 1912/13 he served as academic rector. Among his better known students at Kiel was papyrologist Christian Cornelius Jensen. As a volunteer in World War I, he died on 22 October 1914 near the town of Bixschoote in Flanders (First Battle of Ypres).

## Published works

* Prolegomena ad Philodemi Rhetorica, 1892.
* Philodemi Volumina rhetorica edidit, 1892
* Philodemi Volumina rhetorica edidit (supplement), 1895.
* Aetna. In: Sammlung wissenschaftlicher Commentare zu griechischen und römischen Schriftstellern, 1898.
* Der Aufbau der Plautinischen Cantica, 1909 – The structure of Plautine canticles.
* Menandri Reliquiae nuper repertae, 1914.
* Menanderstudien, 1914 – Menander studies.
# Silvia Lara Povedano

Silvia Lara Povedano (1959) is a Costa Rican politician and sociologist. She was president of the Joint Social Welfare Institute (Instituto Mixto de Ayuda Social) (IMAS) during the administration of Abel Pacheco (PUSC) and vice-presidential candidate of the National Liberation Party for the 2014 elections as running mate of presidential candidate Johnny Araya Monge.
Lara graduated with a master's degree in sociology from the University of Costa Rica. She was executive director of the Business Association for Development, director of the National Women's Institute (INAMU), consultant for various UN agencies, including UNDP, UNICEF, UNIFEM, and ECLAC between 2003 and 2007, the World Conservation Union and the Instituto Interamericano de Derechos Humanos. She was also the social sector consultant for the Costa Rican government during the Óscar Arias administration.