OpenLLM-France/wikimedia huggingface dataset:
# Stefan Glarner

Stefan Glarner (born 21 November 1987) is a Swiss footballer who plays for FC Köniz in the Swiss 1. Liga.

## Career statistics

    As of match played on 18 February 2018
Appearances and goals by club, season and competition :
| Club | Season | League | League | League | Cup | Cup | League Cup | League Cup | Other | Other | Total | Total |
| Club | Season | Division | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals |
| Thun | 2008–09 | Swiss Challenge League | ? | 3 | 0 | 0 | — | — | — | — | ? | 3 |
| Thun | 2009–10 | Swiss Challenge League | 25 | 1 | 2 | 0 | — | — | — | — | 27 | 1 |
| Thun | 2010–11 | Swiss Super League | 29 | 3 | 1 | 0 | — | — | — | — | 30 | 3 |
| Thun | Total | Total | 54 | 7 | 3 | 0 | 0 | 0 | 0 | 0 | 57 | 7 |
| Sion | 2011–12 | Swiss Super League | 0 | 0 | 0 | 0 | — | — | — | — | 0 | 0 |
| Zürich | 2011–12 | Swiss Super League | 14 | 0 | 0 | 0 | — | — | — | — | 14 | 0 |
| Zürich | 2012–13 | Swiss Super League | 26 | 0 | 1 | 0 | — | — | — | — | 27 | 0 |
| Zürich | 2013–14 | Swiss Super League | 10 | 0 | 2 | 0 | — | — | — | — | 12 | 0 |
| Zürich | Total | Total | 50 | 0 | 3 | 0 | 0 | 0 | 0 | 0 | 53 | 0 |
| Thun | 2014–15 | Swiss Super League | 34 | 0 | 2 | 0 | — | — | — | — | 36 | 0 |
| Thun | 2015–16 | Swiss Super League | 11 | 0 | 0 | 0 | — | — | 2 | 0 | 13 | 0 |
| Thun | 2016–17 | Swiss Super League | 34 | 0 | 0 | 0 | — | — | — | — | 34 | 0 |
| Thun | 2017–18 | Swiss Super League | 18 | 1 | 3 | 0 | — | — | — | — | 21 | 1 |
| Thun | Total | Total | 97 | 1 | 5 | 0 | 0 | 0 | 0 | 0 | 102 | 1 |
| Career totals | Career totals | Career totals | 201 | 8 | 11 | 0 | 0 | 0 | 2 | 0 | 214 | 8 |
# Joseph Unwin

Joseph Henry Unwin (September 15, 1892 – January 4, 1987) was a politician from Alberta, Canada. He served in the Legislative Assembly of Alberta from 1935 to 1940 as a member of the Social Credit Party.

## 1935 election

Unwin ran in the 1935 Alberta general election as the Social Credit candidate in the electoral district of Edson. He defeated incumbent Labor Party member Christopher Pattinson and Liberal candidate J.S. Cowper.
The Alternative Voting system was in use to ensure majority representation. No candidate received majority on the First Count in the three-way race. The elimination of third place Labour candidate Chris Pattinson meant that about 700 votes were exhausted as they did not bear any back-up preferences. Unwin then was found to have a majority of votes still in play to win the seat.
Unwin's party formed the provincial government and he served as a backbencher in the Legislative Assembly.

## The "Bankers' Toadies" leaflet

In 1937 the Social Credit government was having problems in trying to implement its monetary policies. Premier William Aberhart, frustrated over increasing newspaper criticism, attempted to enact legislation that would have forced newspapers to print rebuttals to stories that the government found objectionable. As frustration rose, Unwin and government advisor George Powell created what became known as the "Bankers' Toadies" leaflet.
The leaflet, produced as an official publication of the Alberta government, urged members of the public to "exterminate" prominent bankers and politicians who were standing in the way of Social Credit monetary reform. Among those listed were Senator William Griesbach and Conservative Party leader David Milwyn Duggan.
Powell and Unwin were arrested and charged with libel and counseling murder. Their trial became known as the Bankers' Toadies trial. Unwin was convicted and sentenced to hard labor.

## Defeat

After the highly publicized trial, Unwin ran for a second term in the 1940 general election. He was defeated by Labor candidate Angus James Morrison. He did not return to provincial politics.
# Kypseli, Patras

Kypseli (Greek: Κυψέλη, meaning "hive") is a neighbourhood in the city of Patras, Achaea, Greece.
* This Western Greece location article is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
# Sergey Rakhmanin

Sergey Stanislavovich Rakhmanin (Russian: Сергей Станиславович Рахманин) (born October 18, 1961 in Karl-Marx-Stadt, Germany) is a Russian powered and glider aerobatic pilot and flight instructor.

## Powered aerobatic competitions

In 1991, he became the last USSR Absolute Aerobatic Champion. Sergei Rakhmanin won the title in the overall category of FAI European Aerobatic Championships in 1999 and FAI World Aerobatic Championships in 2003 and in 2005.

## Glider aerobatic competitions

He won the bronze medal in the 1995 World Glider Aerobatic Championships and the team gold together with Mikhail Mamistov and Victor Tchmal. Additionally, he won the team gold medal in the 1996 European Glider Aerobatic Championships together with Mikhail Mamistov and Sergei Krikalev.

## Red Bull Air Races

He raced in 2007 and 2008 Red Bull Air Race World Championships.
Legend:
* CAN: Cancelled
* DNP: Did not participate
* DNS: Did not show
* DQ: Disqualified
* NC: Not classified

## Awards and honours

He is awarded "Honored Master of Sport of Russia", and received in 2006 the FAI Air Sport Medal.

## Family

He lives in St. Petersburg, Russia and is married with one child.
# Jānis Rieksts

Jānis Rieksts (or Reeksts; 21 May 1881 – 21 November 1970) was a Latvian autodidact photographer.
Rieksts was born at Iecava Parish in the Zemgalian countryside. He lost both of his parents at an early age and moved to Riga at the age of 17. For some years he worked as a manual labourer, and in 1901 he opened his first studio in Torņakalns with his own capital.
Rieksts was a renowned photographer, mostly for the documentation of the fights during World War I in Latvia, especially the fierce fights of Machinegun Hill (Latvian: Ložmetējkalns) during the Christmas Battles, but also for the many portrait photographs of Latvian dignitaries (amongst them people like Rainis, Aspazija and Emīls Dārziņš).
After the end of World War II, Rieksts worked for the company Rīgas foto until his retirement in 1964.
Rieksts died in Riga at the age of 89, and was buried at the Riga Forest Cemetery.
# Geda Mohammad

Geda Mohammad (Persian: گدامحمد, also Romanized as Gedā Moḩammad) is a village in Qalandarabad Rural District, Qalandarabad District, Fariman County, Razavi Khorasan Province, Iran. At the 2006 census, its population was 19, in 5 families.
# Plesiophrictus

Plesiophrictus is a genus of tarantulas that was first described by Reginald Innes Pocock in 1899.

## Species

As of May 2020 it contains eight species, found in Sri Lanka, India, and Micronesia:
* Plesiophrictus fabrei (Simon, 1892) – India
* Plesiophrictus linteatus (Simon, 1891) – India
* Plesiophrictus meghalayaensis Tikader, 1977 – India
* Plesiophrictus millardi Pocock, 1899 (type) – India
* Plesiophrictus nilagiriensis Siliwal, Molur & Raven, 2007 – India
* Plesiophrictus senffti (Strand, 1907) – Micronesia
* Plesiophrictus sericeus Pocock, 1900 – India
* Plesiophrictus tenuipes Pocock, 1899 – Sri Lanka
Formerly included:
* P. bhori Gravely, 1915 (Transferred to Heterophrictus)
* P. blatteri Gravely, 1935 (Transferred to Heterophrictus)
* P. collinus Pocock, 1899 (Transferred to Sahydroaraneus)
* P. guangxiensis Yin & Tan, 2000 (Transferred to Chilobrachys)
* P. madraspatanus Gravely, 1935 (Transferred to Neoheterophrictus)
* P. mahabaleshwari Tikader, 1977 (Transferred to Heterophrictus)
* P. milleti (Pocock, 1900) (Transferred to Heterophrictus)
* P. raja Gravely, 1915 (Transferred to Sahydroaraneus)
# Aubourn with Haddington

Aubourn with Haddington or Aubourn and Haddington is a civil parish in the North Kesteven district of Lincolnshire, England. The population of the civil parish at the 2011 census was 460.
The parish includes the villages of Aubourn and Haddington. The two villages are on opposite banks of the River Witham.
The parish was formed when the parish of Aubourn Haddington and South Hykeham was dissolved in 1991 to become two separate parishes: Aubourn with Haddington, and South Hykeham.
# Tmesiphantes yupanqui

Tmesiphantes yupanqui is a species of spider in the subfamily Theraphosinae of the family Theraphosidae. It is endemic to Argentina.

## Taxonomy

The species was first described in 2014 as Melloleitaoina yupanqui. The specific name yupanqui is in honour of Atahualpa Yupanqui, a famous musician and a synonym of Héctor Aramburu. In 2019, it was transferred to the genus Tmesiphantes.

## Characteristics

Tmesiphantes yupanqui has a very curved embolus with no triangular spine, and a discontinued prolateral superior keel (still on the embolus) which separates into two keels. The female spermathecae are short and with large granules.
# Fractionally subadditive valuation

A set function is called fractionally subadditive, or XOS (not to be confused with OXS), if it is the maximum of several non-negative additive set functions. This valuation class was defined, and termed XOS, by Noam Nisan, in the context of combinatorial auctions. The term fractionally subadditive was given by Uriel Feige.

## Definition

There is a finite base set of items, $M:=\{1,\ldots ,m\}$.
There is a function $v$ which assigns a number to each subset of $M$.
The function $v$ is called fractionally subadditive (or XOS) if there exists a collection of set functions, $\{a_{1},\ldots ,a_{l}\}$, such that:
* Each $a_{j}$ is additive, i.e., it assigns to each subset $X\subseteq M$, the sum of the values of the items in $X$.
* The function $v$ is the pointwise maximum of the functions $a_{j}$. I.e, for every subset $X\subseteq M$:
    $v(X)=\max _{j=1}^{l}a_{j}(X)$

### Equivalent Definition

The name fractionally subadditive comes from the following equivalent definition when restricted to non-negative additive functions: a set function $v$ is fractionally subadditive if, for any $S\subseteq M$ and any collection $\{\alpha _{i},T_{i}\}_{i=1}^{k}$ with $\alpha _{i}>0$ and $T_{i}\subseteq M$ such that $\sum _{T_{i}\ni j}\alpha _{i}\geq 1$ for all $j\in S$, we have $v(S)\leq \sum _{i=1}^{k}\alpha _{i}v(T_{i})$.

## Relation to other utility functions

Every submodular set function is XOS, and every XOS function is a subadditive set function.
See also: Utility functions on indivisible goods.
# Phlogiellus

Phlogiellus is a genus of tarantulas that was first described by Reginald Innes Pocock in 1897. They are found throughout Asia and Papua New Guinea, including Indonesia, the Philippines, Papua New Guinea, China, Myanmar, Malaysia, Borneo, Thailand, the Solomon Islands and Taiwan. Phlogiellus is part Latin and part Greek, the first part being "φλóξ φλoγóϛ", meaning flame, the second part being "ellus" which is a latin diminutive suffix.

## Diagnosis

The can be distinguished thanks to the scopulae on tarsi 1 and 4, which were divided. There is also a stridulating organ present but reduced. They also own thin and elongated chelicerate strikers, which are pallid in color. Their size is also smaller than most other tarantulas.

## Species

As of July 2022 it contains twenty-six species and one subspecies, found in Asia, on the Solomon Islands, and in Papua New Guinea:
* Phlogiellus aper (Simon, 1891) – Indonesia (Java)
* Phlogiellus atriceps Pocock, 1897 (type) – Indonesia (Java)
* Phlogiellus baeri (Simon, 1877) – Philippines
* Phlogiellus bicolor Strand, 1911 – Papua New Guinea (New Britain)
* Phlogiellus bogadeki Nunn, West & von Wirth, 2016 – China (Hong Kong)
* Phlogiellus brevipes (Thorell, 1897) – Myanmar
* Phlogiellus bundokalbo (Barrion & Litsinger, 1995) – Philippines
* Phlogiellus daweiensis Sivayyapram & Warrit, 2020 - Myanmar
* Phlogiellus inermis (Ausserer, 1871) – Malaysia to Indonesia (Lombok)
* Phlogiellus insulanus (Hirst, 1909) – Indonesia (Sulawesi)
** Phlogiellus i. borneoensis (Schmidt, 2015) – Borneo
* Phlogiellus insularis (Simon, 1877) – Philippines
* Phlogiellus jiaxiangi Lin & Li, 2021 - China
* Phlogiellus johnreylazoi Nunn, West & von Wirth, 2016 – Philippines (Palawan Is.)
* Phlogiellus longipalpus Chomphuphuang, Smith, Wongvilas, Sivayyapram, Songsangchote & Warrit, 2017 – Thailand
* Phlogiellus moniqueverdezae Nunn, West & von Wirth, 2016 – Thailand
* Phlogiellus mutus (Giltay, 1935) – Philippines
* Phlogiellus nebulosus (Rainbow, 1899) – Solomon Is.
* Phlogiellus obscurus (Hirst, 1909) – Malaysia (Borneo)
* Phlogiellus ornatus (Thorell, 1897) – Myanmar
* Phlogiellus orophilus (Thorell, 1897) – Myanmar
* Phlogiellus pelidnus Nunn, West & von Wirth, 2016 – Malaysia (Borneo)
* Phlogiellus quanyui Lin, Li & Chen, 2021 - China (Hainan)
* Phlogiellus raveni Sivayyapram & Warrit, 2020 - Philippines (Cebu)
* Phlogiellus subinermis (Giltay, 1934) – Southeast Asia
* Phlogiellus watasei (Kishida, 1920) – Taiwan
* Phlogiellus xinping (Zhu & Zhang, 2008) – China
Formerly included:
* Phlogiellus kwebaburdeos Barrion-Dupo, Barrion & Rasalan, 2015 → Orphnaecus kwebaburdeos
* Phlogiellus lucubrans (L. Koch, 1874) → Selenocosmia crassipes
* Phlogiellus subarmatus (Thorell, 1891) → Chilobrachys subarmatus
# Dannhauser

Dannhauser is a former coal mining town in KwaZulu-Natal, South Africa. Cattle and sheep farming take place in the district. The town of Dannhauser was named after Renier Dannhauser, a German settler, who purchased the farm Palmietfontein from the Natal Government in 1872. It was proclaimed a village in 1937.
Contemporary Dannhauser covers five farms, namely Tweediedale, Gleneagles, Rocky Branch, Cornwall and Klipkuil. Durnacol housing is relatively cheap now as the coal mines there are redundant.
The town consists of one main street, and the main shops are the post office, bank, pharmacy and some grocery and hardware stores.
# Thrixopelma

Thrixopelma is a genus of South American tarantulas that was first described by Günter E. W. Schmidt in 1994. They are medium to large tarantulas, usually being 35mm to 60mm in body length.

## Diagnosis

Males can be distinguished by the presence of two crests in the palpal bulb. Females can be distinguished by the spermathecae, which is made up of two separate hypersclerotized receptacles. This genus also own type 3 urticating hairs, or both type 3 and 4.

## Species

As of August 2022 it contains 8 species, found in South America:
* Thrixopelma aymara (Chamberlin, 1916) – Peru
* Thrixopelma cyaneolum Schmidt, Friebolin & Friebolin, 2005 – Peru
* Thrixopelma lagunas Schmidt & Rudloff, 2010 – Peru
* Thrixopelma longicolli (Schmidt, 2003) – Ecuador, Peru
* Thrixopelma nadineae Sherwood & Gabriel, 2022 - Ecuador
* Thrixopelma ockerti Schmidt, 1994 (type) – Peru
* Thrixopelma peruvianum (Schmidt, 2007) – Peru
* Thrixopelma pruriens Schmidt, 1998 – Chile
# Jac Bowie

Jac Bowie (born 3 December 1979) is an Australian radio personality and former entrepreneur and theatrical producer who created The Burlesque Ball, a contemporary burlesque event following the worldwide burlesque revival.
She was also the Entertainment Co-Ordinator for Sydney Mardi Gras, and in July 2012 was appointed Producer of Short+Sweet festivals (the biggest little play festival in the world) in Sydney & Canberra.
In 2013 Bowie launched Business in Heels where she has franchised almost 50 branches of Business Networking Events for women across Australia, Canada, United Arab Emirates, Singapore, Thailand, Nepal, Spain, New Zealand and the USA. She sold the company in December 2014.
It was announced in October 2015, that Jac would be the new Drive presenter for Mix 104.9 in Darwin, Australia from December 2015.

## Early days

Born Jacqueline Eleanor Carmichael, Jac Bowie was a child actor from age eight. Since 1987, Bowie has appeared in television, theatre and short films. The Australian TV shows include Home & Away, Heartbreak High, GP, and the television commercials include Wonderland Sydney with Johnny Young and Pat Cash.
At age 14, Bowie was a drama student at Newtown High School of the Performing Arts. At the school, she took on her first role as Assistant Director. She has also been a singer / model. She starred in the Tropfest film "The Unsound."
In 2005, Bowie sang vocals for the single 'Where Did You Come From" which achieved airplay on FBi Radio and several films. The song was produced by Michael Pearson Adams of Shakaya fame. She also was the face of Sarah Jane Boutique in Sydney for many years.
Bowie freelanced in events and production for over two years after previous career choices as a flight attendant, a drama teacher, and in cosmetic sales and management, hospitality management, and cruise ship work. She was also the NSW State Manager for an international promotions & marketing agency. But in 2004 she started thinking about running a business based around burlesque—a performance art form that includes song, dance, comedy and acts of daring, with lush costumes, dramatic music and lighting, and a saucy and satirical edge.

## Personal life

Jac lives with her husband Dan, former Victorian farmer and derivatives dealer, and her two children in Geelong, Australia.
# Cyriocosmus

Cyriocosmus is a genus of tarantulas that was first described by Eugène Louis Simon in 1903. They are small to medium spiders, with a bicolored or one same color carapace.

## Diagnosis

It differs from all other tarantulas by the paraembolic apophysis in the palpal bulbs of males, and a spermatheca with two spiral receptacles, which usually end in a caliciform or globular extension. Except for C. nogueiranetoi, which owns a S shape extension. All the species also own type 3 urticating hairs.

## Species

As of July 2022 it contains twenty-three species, found in South America, on Tobago, and Trinidad:
* Cyriocosmus aueri Kaderka, 2016 – Peru
* Cyriocosmus bertae Pérez-Miles, 1998 – Brazil
* Cyriocosmus bicolor (Schiapelli & Gerschman, 1945) – Brazil
* Cyriocosmus blenginii Pérez-Miles, 1998 – Bolivia
* Cyriocosmus elegans (Simon, 1889) – Venezuela, Trinidad and Tobago
* Cyriocosmus fasciatus (Mello-Leitão, 1930) – Brazil
* Cyriocosmus fernandoi Fukushima, Bertani & da Silva, 2005 – Brazil
* Cyriocosmus foliatus Kaderka, 2019 – Peru
* Cyriocosmus giganteus Kaderka, 2016 – Peru
* Cyriocosmus hoeferi Kaderka, 2016 – Brazil
* Cyriocosmus itayensis Kaderka, 2016 – Peru
* Cyriocosmus leetzi Vol, 1999 – Colombia, Venezuela
* Cyriocosmus nicholausgordoni Kaderka, 2016 – Venezuela
* Cyriocosmus nogueiranetoi Fukushima, Bertani & da Silva, 2005 – Brazil
* Cyriocosmus paredesi Kaderka, 2019 – Peru
* Cyriocosmus perezmilesi Kaderka, 2007 – Bolivia
* Cyriocosmus peruvianus Kaderka, 2016 – Peru
* Cyriocosmus pribiki Pérez-Miles & Weinmann, 2009 – Peru
* Cyriocosmus ritae Pérez-Miles, 1998 – Peru, Brazil
* Cyriocosmus sellatus (Simon, 1889) (type) – Peru, Brazil
* Cyriocosmus venezuelensis Kaderka, 2010 – Venezuela
* Cyriocosmus versicolor (Simon, 1897) – Paraguay, Argentina
* Cyriocosmus williamlamari Kaderka, 2016 – Venezuela

### In synonymy

* C. chicoi Pérez-Miles, 1998 = Cyriocosmus bicolor
* C. planus (Fischel, 1927) = Cyriocosmus elegans
* C. rogerioi Pérez-Miles & Weinmann, 2009 = Cyriocosmus pribiki
* C. semifasciatus Mello-Leitão, 1939 = Cyriocosmus elegans

### Transferred to other genera

* Cyriocosmus butantan Pérez-Miles, 1998 → Hapalopus butantan
* Cyriocosmus nigriventris Mello-Leitão, 1939 → Hapalopus nigriventris
# Charles de Lorraine de Vaudémont

Charles de Lorraine de Vaudémont (20 April 1561–30 October 1587) was a French Roman Catholic cardinal.

## Biography

Charles de Lorraine de Vaudémont was born in Nomeny on 20 April 1561, the son of Nicolas, Duke of Mercœur and his wife Margaret of Egmont. He was the younger brother of Louise of Lorraine and the uncle of Cardinal Charles de Lorraine-Vaudémont.
He studied Christian theology at the Jesuit University of Pont-à-Mousson. When his sister married Henry III of France on 13 February 1575, he was briefly called to court, but soon returned to Pont-à-Mousson to resume his studies. He was the commendatory abbot of Moissac Abbey from 1571 to 1580.
Pope Gregory XIII made him a cardinal deacon in the consistory of 21 February 1578. On 9 March 1580 he became administrator of the Diocese of Toul, with the understanding that he would become its bishop upon reaching the canonical age of 27. He administered the diocese until his death at age 26. In 1583, he became a Commander of the Order of the Holy Spirit. He was elected Bishop of Verdun on 7 January 1585.
He did not participate in the papal conclave of 1585 that elected Pope Sixtus V. Following the papal conclave, on 24 June 1585, he received the red hat and the deaconry of Santa Maria in Domnica.
On 25 November 1586 he was ordained as a priest in Verdun Cathedral. He opted for the order of cardinal priests on 20 April 1587, taking the titular church of Trinità dei Monti. He died before he could be consecrated as a bishop.
He died in Paris on 30 October 1587. He was buried in the Franciscan monastery in Nancy, France.
# Tirynthoides

Tirynthoides is a genus of skipper butterflies in the family Hesperiidae.
# Segi (organization)

Segi is a Basque pro-independence and revolutionary left-wing organization. It forms part of the Basque National Liberation Movement and is aligned with Langile Abertzaleen Batzordeak and Batasuna.
Segi is proscribed as a terrorist organisation (as a member of ETA) by both the Spanish and French authorities as well as the European Union as a whole. In its decision, on 27 February 2007, the Grand Chamber of the European Court of Justice (ECJ) dismissed the appeal of the illegal Basque organisation "Gestoras Pro Amnistia" and Segi members against their dismissal by the European Council with claims for damages suffered as a result of inclusion in the "terrorist list". The UK intervened with Spain – it was the only other EU state to do so, as a symbol of the support of the rest of the European Council.

## Background

In 2002 Segi was classed as a "terrorist" organization by the Spanish National Court magistrate Judge Baltasar Garzón, thus banning it as a component of ETA.
Garzón had previously banned the two other Basque youth organizations that preceded Segi: Jarrai and Haika.
Spanish and other European courts have banned a number of ETA-related organizations such as newspapers – Egin (1998), Egunkaria (2003); youth organisations – Jarrai (1999), Haika (2001), Segi (2002); prisoner associations – Askatasuna (2002) and Gestoras Pro-Amnistia (2003) and political parties such as Herri Batasuna (1997) and its successor Batasuna (2003). All those decisions have been based on the alleged direct coordination of such organisations with ETA (i.e. the organisations have been declared "members of a terrorist group" and of "cooperation with terrorist groups" by helping in the recruitment of new members and supporting ETA's finances).
According to An Phoblacht the case descended into a farce when another judge in the Spanish National Court considered that Garzón’s arguments "were not valid" and released all the detainees. However another report suggests that the Supreme Court ruled they were a terrorist organization, but had not been placed on the country's terrorist list before the court's January 19 ruling.

## Support from abroad

Ógra Shinn Féin (the youth wing of political party Sinn Féin), which maintains fraternal relations with Segi, has called for the "immediate release of our comrades in Euskal Herria". It has begun an online petition to demand the reversal of the decision to declare Segi to be an illegal and terrorist organization. The petition claims that the Spanish Government has "decided to brand a completely legitimate political group as terrorists in an attempt to subvert the ever present Basque national liberation struggle". It is also campaigning for the release of the National Executive of Segi, who were arrested on a protest and were sentenced to 6 years imprisonment. Ógra Shinn Féin has passed a motion in support of Segi at a recent congress, declaring their support.