OpenLLM-France/wikimedia huggingface dataset:
# Scott Matlock

Scott Matlock (born June 28, 2000) is an American professional football fullback and defensive end for the Los Angeles Chargers of the National Football League (NFL). He played college football for the Boise State Broncos.
Matlock exclusively played defense as a rookie and became a two-way player in his second season after the Chargers replaced Brandon Staley, their head coach during Matlock's rookie season, with Jim Harbaugh.

## Professional career

Pre-draft measurables :
| Height | Weight | Arm length | Hand span | 40-yard dash | 10-yard split | 20-yard split | 20-yard shuttle | Three-cone drill | Vertical jump | Broad jump | Bench press |
| 6 ft 4+1⁄8 in (1.93 m) | 308 lb (140 kg) | 32+3⁄4 in (0.83 m) | 9 in (0.23 m) | 4.98 s | 1.69 s | 2.86 s | 4.59 s | 7.31 s | 29.5 in (0.75 m) | 9 ft 5 in (2.87 m) | 29 reps |
| Sources: ||||||||||||
Matlock was drafted by the Los Angeles Chargers in the sixth round, 200th overall, of the 2023 NFL draft. In his rookie year Matlock played in 12 games and recorded 14 total tackles.

### 2024

Under new Chargers head coach Jim Harbaugh and offensive coordinator Greg Roman, Matlock became a two-way player during the 2024 NFL offseason and began playing fullback on offense while continuing to play defensive end on defense. Roman had previously used a defensive end/fullback hybrid during his tenure as the offensive coordinator of the Baltimore Ravens with Ravens player Patrick Ricard. Matlock previously had experience as a two-way player at the collegiate level, where he occasionally played tight end in addition to his primary position of defensive end at Boise State. In Matlock's first regular season game as a two-way player, he played 18 offensive snaps, 16 defensive snaps, and 14 special teams snaps in a 22-10 win against the Las Vegas Raiders during Week 1 of the 2024 NFL Season. Matlock recorded a tackle and his first career pass deflection the following week against the Carolina Panthers as the Chargers won 26-3. Matlock recorded his first career reception for seven yards in a Week 4 loss against the Kansas City Chiefs. In Week 8, Matlock recorded his first career sack against the New Orleans Saints, along with one tackle and one reception for nine yards in a 26-8 win for the Chargers.
He finished the 2024 season with 4 receptions on 5 targets for 28 yards and 9 tackles, 1 sack, and one pass deflection. He played 362 snaps on offense, 137 snaps on defense, and 231 snaps on special teams during the 2024 season.
# CJ Egan-Riley

Conrad Jaden Egan-Riley (born 2 January 2003) is an English professional footballer who plays as a defender for EFL Championship club Burnley. A versatile player, he can be deployed as a centre-back, a right-back or a defensive midfielder.
Egan-Riley started his career with Manchester City, and has represented both England and the Republic of Ireland in youth internationals.

## Club career
### Manchester City

A Manchester local, Egan-Riley has been training with Manchester City for over a decade. On 21 September 2021, he made his professional debut when he was named in the starting line up for Manchester City's EFL Cup tie against Wycombe Wanderers. He made his UEFA Champions League debut on 9 March 2022 in a 0–0 home draw against Sporting CP in the Round of 16. On 8 May 2022, Egan-Riley made his Premier League debut as a second half-time substituted player in a 5–0 home win over Newcastle United.

### Burnley

On 1 July 2022, Burnley announced they had signed Egan-Riley on a permanent transfer from Manchester City. He was loaned to Scottish club Hibernian until the end of the season on 30 January 2023.
On 1 February 2024, he joined Eredivisie side PSV on loan until the end of the season. He was assigned to their youth team Jong PSV that plays in the second-tier Eerste Divisie. On 21 May 2024, Burnley announced the player would be returning once the loan ended.

## International career

Egan-Riley has represented England at every level from under-15 to under-19. He is also eligible to play for the Republic of Ireland through ancestry and represented them in the 2018 Victory Shield.

## Career statistics

    As of match played 11 March 2025
Appearances and goals by club, season and competition :
| Club | Season | League | League | League | National Cup | National Cup | League Cup | League Cup | Europe | Europe | Other | Other | Total | Total |
| Club | Season | Division | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals |
| Manchester City U21 | 2020–21 | — | — | — | — | — | — | — | — | — | 3 | 0 | 3 | 0 |
| Manchester City U21 | 2021–22 | — | — | — | — | — | — | — | — | — | 1 | 0 | 1 | 0 |
| Manchester City U21 | Total | Total | — | — | — | — | — | — | — | — | 4 | 0 | 4 | 0 |
| Manchester City | 2021–22 | Premier League | 1 | 0 | 0 | 0 | 1 | 0 | 1 | 0 | 0 | 0 | 3 | 0 |
| Burnley | 2022–23 | Championship | 3 | 0 | 0 | 0 | 3 | 0 | — | — | — | — | 6 | 0 |
| Burnley | 2023–24 | Premier League | 0 | 0 | 0 | 0 | 0 | 0 | — | — | — | — | 0 | 0 |
| Burnley | 2024–25 | Championship | 32 | 1 | 1 | 0 | 1 | 0 | — | — | — | — | 34 | 1 |
| Burnley | Total | Total | 35 | 1 | 1 | 0 | 4 | 0 | — | — | — | — | 40 | 1 |
| Hibernian (loan) | 2022–23 | Scottish Premiership | 14 | 0 | — | — | — | — | — | — | — | — | 14 | 0 |
| Jong PSV (loan) | 2023–24 | Eerste Divisie | 13 | 0 | — | — | — | — | — | — | — | — | 13 | 0 |
| Career total | Career total | Career total | 63 | 1 | 1 | 0 | 5 | 0 | 1 | 0 | 4 | 0 | 74 | 1 |
* ↑ Includes FA Cup
* ↑ Includes EFL Cup
* 1 2 Appearance(s) in EFL Trophy
* ↑ Appearance(s) in UEFA Champions League
# Irina Polechtchouk

Irina Polechtchouk (born 1 August 1973) is a Belarusian-French volleyball player, a member of the Belarus women's national volleyball team. By playing in France for a long time she obtained French nationality.

## Sporting achievements
### Clubs

Belarusian Championship:
* 2004
CEV Cup:
* 2008
* 1995
French Championship:
* 2007, 2009, 2010, 2011
* 2000, 2001, 2002, 2003, 2006
* 1995, 1996, 1998, 2005
French Cup:
* 2002, 2007, 2009, 2010, 2011
Top Teams Cup:
* 2003
CEV Women's Champions League:
* 2010

### National Team

FIVB Women's U20 World Championship:
* 1991
Women's Junior European Championship:
* 1992
# Roderen

Roderen (French pronunciation: ) is a commune in the Haut-Rhin department in Grand Est in north-eastern France.
# Chartered Institute of Journalists

The Chartered Institute of Journalists is a professional association for journalists and is the senior such body in the UK and the oldest in the world.

## History

The Chartered Institute of Journalists was proposed during a meeting in Manchester and later became known as the National Association of Journalists at a meeting in the Grand Hotel in Birmingham in October 1884, "to promote and advance the common interests of the profession of journalism." It changed its name to the Institute of Journalists in 1888, and received a Royal Charter from Queen Victoria in 1890. It petitioned for, and was granted, an additional Royal Charter in 1990, to become the Chartered Institute of Journalists, usually abbreviated as CIoJ.
It also operates as a form of trades union for journalists although it is strictly apolitical. It set up a benevolent fund for distressed journalists in 1898, and an orphans fund in 1891, and also operates a pension fund and another for convalescent members. Unemployment benefits were introduced in 1910 although such benefits, if granted, later became handled by the Benevolent Fund. These charities are all registered with the Charity Commission as number 208176.
Disaffected members left in 1910 to form the rival National Union of Journalists, and unsuccessful attempts to merge the two bodies were made in 1921, 1928, 1943, and 1966. The last introduced a period of dual membership, but the experiment ended within 5 years.
The CIoJ created the Media Society in 1973, and was a founder member of the International News Safety Institute. Although based in the UK, it also has an international division for members outside the UK. It also includes groups for freelance journalists, press photographers, journalists working in broadcasting and press relations.

## Journal of the Institute of Journalists

The Journal of the Institute of Journalists LCCN 42-48311.
# Stockport Armoury

Stockport Armoury is a military installation in Stockport, Greater Manchester, England. It is a Grade II listed building.

## History

The building was designed by Henry Bowman as the headquarters of the 4th Administrative Battalion, Cheshire Rifle Volunteer Corps in 1862. The unit evolved to become the 4th Volunteer Battalion, The Cheshire Regiment in 1883 and the 6th Battalion, Cheshire Regiment in 1908. The battalion was mobilised at the drill hall in August 1914 before being deployed to the Western Front and then being disbanded in 1920.
After the war, a new 6th (Cheshire and Shropshire) Medium Brigade, Royal Garrison Artillery, was formed at the Armoury from the Cheshire Brigade, Royal Field Artillery, incorporating the former 6th Bn Cheshire Regiment and the Shropshire Royal Horse Artillery. In 1921, the new unit was redesignated 60th (6th Cheshire and Shropshire) Medium Brigade, RGA. In the late 1930s, the unit was converted into 81st Heavy Anti-Aircraft Regiment, Royal Artillery, which saw service in The Blitz, in the Orkney and Shetland Defences, and in the Middle East during World War II. After the war it became 360th (Mobile) Heavy AA Regiment, but was amalgamated with other regiments in Manchester when Anti-Aircraft Command was disbanded in 1955.
"A" Company, the Mercian Volunteers was formed at the Armoury in 1967 and evolved to become the "A" Company, the 3rd (Volunteer) Battalion, The Cheshire Regiment in 1988 and Salerno Company, the Fire Support Battalion, The Cheshire Regiment in 1995. The presence at the Armoury was reduced to a mortar platoon of "B" (Cheshire) Company, The King's and Cheshire Regiment in 1999, of "A" (Cheshire) Company, The West Midlands Regiment in 2006 and of "A" (Cheshire) Company, 4th Battalion, The Mercian Regiment in 2007. The Armoury is still an active Army Reserve Centre.
# Aalborg RK

Aalborg RK is a Danish rugby club in Aalborg.

## History

The club was founded in 1964.

## Players
### Current squad

Note: Flags indicate national union under World Rugby eligibility rules. Players may hold more than one non-World Rugby nationality.
| Player | Position | Union |
| Juriy Byelskyy | Forward | Ukraine |
| Dennis Christensen | Forward | Denmark |
| Michael Friis Larsen | Forward | Denmark |
| Jacob E. Handberg | Forward | Denmark |
| Thomas Lohman Olsen | Forward | Denmark |
| Rasmus Mortensen | Forward | Denmark |
| Piet van der Vliet Larsen | Forward | Denmark |
| Player | Position | Union |
| Sylvester Ellekær Michaelsen | Back | Denmark |
| Mikkel Møller Raal | Back | Denmark |
| Andy Nielsen | Back | Denmark |
| Johan Pedersen | Back | Denmark |
| Kristian Sondrup Johansen | Back | Denmark |
| Benjamin Watts | Back | Australia |
| Lukas Anderson | Back | United States |
# Fractionated spacecraft

A fractionated spacecraft is a satellite architecture where the functional capabilities of a conventional monolithic spacecraft are distributed across multiple modules which interact through wireless links. Unlike other aggregations of spacecraft, such as constellations and clusters, the modules of a fractionated spacecraft are largely heterogeneous and perform distinct functions corresponding, for instance, to the various subsystem elements of a traditional satellite.

## History

The term "fractionated spacecraft" appears to have been coined by Owen Brown and Paul Eremenko in a series of 2006 papers, which argue that a fractionated architecture offers more flexibility and robustness than traditional satellite design during mission operations, and during the design and procurement.
The idea dates back to at least a 1984 article by P. Molette. Molette's, and later analyses by Rooney, concluded that the benefits of fractionated spacecraft were outweighed by their higher mass and cost. By 2006, Brown and his collaborators claim that the option value of flexibility, the insurance value of improved robustness, and mass production effects will exceed any penalties, and make an analogy with distributed clusters of personal computers (PCs) which are overtaking supercomputers. A 2006 study by the Massachusetts Institute of Technology appears to have corroborated this latter view.

## Development

In 2007, DARPA, the Pentagon's advanced technology organization, issued an announcement soliciting proposals for a program entitled System F6, which aims to prove "the feasibility and benefits" of a fractionated satellite architecture through a space demonstration. The program appears to emphasize wireless networking as a critical technical enabler, along with econometric modeling to assess if and when the architecture is advantageous over conventional approaches
DARPA called for open-source development of the networking and communications protocols and interfaces for the fractionated spacecraft modules. This unusual step was presumably in an effort to proliferate the concept and mirror in space the development of the terrestrial Internet.
In 2008, DARPA announced that contracts for the preliminary development phase of the System F6 program were issued to teams headed by Boeing, Lockheed Martin, Northrop Grumman, and Orbital Sciences.
In December 2009 the second phase of the program was awarded to Orbital Sciences, along with IBM and JPL.
In February 2010, the European Space Agency (ESA) completed a study on fractionated satellites under the GSTP program.
On May 16, 2013, DARPA confirmed that they cancelled the Formation-flying Satellite Demo, which means that they closed the project.
ANDESITE is a fractionated spacecraft with 8 components, and was launched on June 13, 2020.

## Miscellaneous

Fractionating a communications satellite mission appears to be subject to U.S. patent 6,633,745, "Satellite cluster comprising a plurality of modular satellites".
# Gunabati College

Gunabati College (Bengali: গুণবতী ডিগ্রী কলেজ) is a Bangladeshi national university located in Gunabati Bazar. It offers higher-secondary education (HSC). It has a degree pass course program which is affiliated with the National University of Bangladesh. Its EIIN code is 105509.

## History

Gunabati College was founded as an intermediate college. The first day of instruction was 1 July 1968. It was founded by principal Sayed Lutfor Rahman.

## Education program

The educational activities of the intermediate section are affiliated with the Comilla Education Board and the degree pass course is affiliated with the National University of Bangladesh.

### Higher secondary education

Science, humanities and commerce of HSC or Higher Secondary Education section are taught.

## Co-education programs

* Scouting
* Sports (athletics, cricket and football)
* Debating
* Cultural events
* Learning tour etc.

## Uniform

The uniform of Gunabati College is an azure-colored shirt and black pants. Both long-sleeve or short-sleeve shirts are acceptable. Shirts must have the right-sleeve monogram badge.

## Infrastructure

Though Gunabati College was established in 1968, its infrastructure is undeveloped, including having a shortage of classrooms.
# Holstebro RK

Holstebro RK is a Danish rugby club in Holstebro.

## History

The club was founded in 1980.
# Sakhi Daler Khan

Raja Sakhi Daler Khan (or Sakhi Delair Khan) was born in the village of Sarsawa, Kotli in the year 1928. He led Pakistani troops and irregulars in the Indo-Pakistani War of 1947. Due to his major role in the liberation of the kotli of Azad Jammu and Kashmir, the village of Sarsawa was subsequently renamed Sakhi Delair Abad in his honour.

## Military career

Raja Sakhi Delair Khan joined the Indian National Army. He resigned from his post and joined the All-India Muslim League on 6 June 1946. League leader Mohammad Ali Jinnah requested that he file a report about the current situation of the state of Jammu and Kashmir. Khan visited the Chief Minister of Jammu and Kashmir, Ram Chandra Kak and the last ruling Maharrajah, Maharaja Hari Singh, to better understand their views on whether Jammu and Kashmir should join with Pakistan as laid out in the British proposal for post-Independence India and Pakistan. He reported back to Jinnah at his residence at Aurang Zaib Road, Delhi in 1946 that an alternative plan was required to liberate Jammu and Kashmir.
Khan tried to organise army veterans and recruit them for the fighting for Jammu and Kashmir by showing them a circular signed by Jinnah establishing a War Council on 5 September 1947. Following this, Khan led many battles against the Dogra forces that were currently in control of the area, particularly in Kotli District and Rajouri District.
Under the leadership of Raja Sakhi Daler Khan the Muslims of Rajouri rose against the Dogra rulers and took Rajouri.
Rajouri was subsequently subject to a heavy armed assault lasting several days by the Fiftieth Parachute Brigade, the Eightieth Brigade, and the 19th Indian Infantry Brigade supported by tanks of the Central Indian Horse. Rajouri fell under control of Indian forces on 12 April 1948, becoming part of the Indian state Jammu and Kashmir.

## Decorations

The War Council awarded Khan the following honours:
* Fath-e-Kotli (Liberator of Kotli)
* Fakhr-e-Kashmir (Honour of Kashmir)
* Ghazi-e-Kashmir (Warrior of Kashmir)
* Khadam-e-Din (Servant of the Deen)
* Commander in Chief, Tehreek-e-Azaadi
* Chief Convenor, Jammu and Kashmir Historical Committee
# Minister of Physical Infrastructure and Transport

The Minister of Physical Infrastructure and Transport (Nepali: भौतिक पूर्वाधार तथा यातायात मन्त्री) is the head of the Ministry of Physical Infrastructure and Transport. One of the senior-most officers in the Federal Cabinet, the minister is responsibility supporting various economic activities and projects related to the development of the country's major physical infrastructure such as national public roads, national railways, waterways, which connect the country's rural areas with the market, tourism, agriculture, electrical, industrial and related projects in the country.
The current minister is Devendra Dahal, who took office on 15 July 2024.

## List of former ministers

| # | Name | Took of office | Took of office | Took of office | Prime Minister | Minister's Party |
| 1 | Bijay Kumar Gachhadar | 12 October 2015 | 4 August 2016 | 297 | KP Sharma Oli | NLF |
| 2 | Ramesh Lekhak | 4 August 2016 | 31 May 2017 | 300 | Pushpa Kamal Dahal | Nepali Congress |
| 3 | Bir Bahadur Balayar | 25 July 2017 | 15 February 2018 | 205 | Sher Bahadur Deuba | Nepali Congress |
| 4 | Raghubir Mahaseth | 16 March 2018 | 20 November 2019 | 614 | KP Sharma Oli | CPN (UML) |
| 4 | Raghubir Mahaseth | 16 March 2018 | 20 November 2019 | 614 | KP Sharma Oli | NCP |
| 5 | Basanta Kumar Nemwang | 21 November 2019 | 12 July 2021 | 599 | KP Sharma Oli | NCP |
| 5 | Basanta Kumar Nemwang | 21 November 2019 | 12 July 2021 | 599 | KP Sharma Oli | CPN (UML) |
| 6 | Renu Kumari Yadav | 8 October 2021 | 4 July 2022 | 269 | Sher Bahadur Deuba | PSP–Nepal |
| 7 | Mohammad Ishtiyaq Rayi | 4 August 2022 | 14 October 2022 | 71 | Sher Bahadur Deuba | PSP–Nepal |
| – | Sher Bahadur Deuba | 14 October 2022 | 26 December 2022 | 73 | Sher Bahadur Deuba | Nepali Congress |
| 8 | Narayan Kaji Shrestha | 26 December 2022 | 31 March 2023 | 95 | Pushpa Kamal Dahal | CPN (MC) |
| 9 | Prakash Jwala | 31 March 2023 | 4 March 2024 | 339 | Pushpa Kamal Dahal | CPN (US) |
| – | Pushpa Kamal Dahal | 4 March 2024 | 6 March 2024 | 2 | Pushpa Kamal Dahal | CPN (MC) |
| 10 | Raghubir Mahaseth | 6 March 2024 | 3 July 2024 | 119 | Pushpa Kamal Dahal | CPN (UML) |
| – | Pushpa Kamal Dahal | 4 July 2024 | 15 July 2024 | 12 | Pushpa Kamal Dahal | CPN (MC) |
| 11 | Devendra Dahal | 15 July 2024 | Incumbent | 239 | KP Sharma Oli | CPN (UML) |
# Countably generated space

In mathematics, a topological space $X$ is called countably generated if the topology of $X$ is determined by the countable sets in a similar way as the topology of a sequential space (or a Fréchet space) is determined by the convergent sequences.
The countably generated spaces are precisely the spaces having countable tightness—therefore the name countably tight is used as well.

## Definition

A topological space $X$ is called countably generated if the topology on $X$ is coherent with the family of its countable subspaces. In other words, any subset $V\subseteq X$ is closed in $X$ whenever for each countable subspace $U$ of $X$ the set $V\cap U$ is closed in $U;$ or equivalently, any subset $V\subseteq X$ is open in $X$ whenever for each countable subspace $U$ of $X$ the set $V\cap U$ is open in $U.$
Equivalently, $X$ is countably generated if and only if the closure of any $A\subseteq X$ equals the union of the closures of all countable subsets of $A.$

## Countable fan tightness

A topological space $X$ has countable fan tightness if for every point $x\in X$ and every sequence $A_{1},A_{2},\ldots$ of subsets of the space $X$ such that $x\in {\textstyle \bigcap \limits _{n}}\,{\overline {A_{n}}}={\overline {A_{1}}}\cap {\overline {A_{2}}}\cap \cdots ,$ there are finite set $B_{1}\subseteq A_{1},B_{2}\subseteq A_{2},\ldots$ such that $x\in {\overline {{\textstyle \bigcup \limits _{n}}\,B_{n}}}={\overline {B_{1}\cup B_{2}\cup \cdots }}.$
A topological space $X$ has countable strong fan tightness if for every point $x\in X$ and every sequence $A_{1},A_{2},\ldots$ of subsets of the space $X$ such that $x\in {\textstyle \bigcap \limits _{n}}\,{\overline {A_{n}}}={\overline {A_{1}}}\cap {\overline {A_{2}}}\cap \cdots ,$ there are points $x_{1}\in A_{1},x_{2}\in A_{2},\ldots$ such that $x\in {\overline {\left\{x_{1},x_{2},\ldots \right\}}}.$ Every strong Fréchet–Urysohn space has strong countable fan tightness.

## Properties

A quotient of a countably generated space is again countably generated. Similarly, a topological sum of countably generated spaces is countably generated. Therefore, the countably generated spaces form a coreflective subcategory of the category of topological spaces. They are the coreflective hull of all countable spaces.
Any subspace of a countably generated space is again countably generated.

## Examples

Every sequential space (in particular, every metrizable space) is countably generated.
An example of a space which is countably generated but not sequential can be obtained, for instance, as a subspace of Arens–Fort space.