OpenLLM-France/wikimedia huggingface dataset:
# Shweta Munshi

Shweta Munshi is an Indian television actress. She made her debut as a lead actress in the TV series Kyunki Jeena Isse Ka Naam Hai which was aired on Doordarshan. She became popular for her role as the protagonist Avani Patil in Maayke Se Bandhi Dor, which was aired on Star Plus. She portrayed the role of Arpita in the most famous Zee TV show, Punar Vivah. She made a brief appearance in the Zee TV show Bandhan as Aditya Redij’s wife Prabha.

## Early life

Shweta Munshi was born in Indore, Madhya Pradesh. She completed her high school education and got her Engineering degree in computer science from Indore. During her graduation she started learning Bharatnatyam, and doing theatre. She later moved to Mumbai in 2006 and joined the Roshan Taneja School of Acting for a Diploma course.

## Career

Shweta Munshi began her acting career professionally in 2008, with a show that was aired on Doordarshan Kyunki Jeena Issi Ka Naam Hai. She then appeared on the TV show Maayke Se Bandhi Dor on Star Plus. She played a special cameo in Zee TV's popular show Punar Vivah. She was also seen in the episodic series in Fear Files. She briefly appeared in Zee TV's show Bandhan as Prabha Karnik. Currently, Shweta is seen in many Brand Advertisements and TV Commercials such as Samsung Bixby, Horlicks, Vim Bar, Amazon Grocery, etc.

## Television

* Kyunki... Jeena Isi Ka Naam Hai (2008) - Savita
* Maayke Se Bandhi Dor (2011) - Avani
* Bandhan (2014 TV series) (2014) - Prabha Mahesh Karnik
* Swaraj (TV series) (2022) - Bhikaiji Cama
# Sahms

Sahms is a municipality in the district of Lauenburg, in Schleswig-Holstein, Germany.
# Propebela fidicula

Propebela fidicula is a species of sea snail, a marine gastropod mollusk in the family Mangeliidae.

## Description

The length of the shell attains 11.5 mm
The dirty white shell contains 7 broadly shouldered whorls. These show; about twenty-four longitudinal plications, crossed and decussated by more crowded delicate revolving lines.

## Distribution

This marine species occurs from the Aleutian Islands, Alaska to the Salish Sea and the Puget Sound.
# Propebela harpularia

Propebela harpularia is a species of sea snail, a marine gastropod mollusk in the family Mangeliidae.
The taxonomy is this species is uncertain. Relying on Tucker, the website |Gastropods.com states this species as Oenopota harpularius (Couthouy, J.P., 1838), while WoRMS states Oenopota harpularius as a synonym of Propebela harpularia (Couthouy, 1838)

## Description

The characters of this species are very variable. Usually, the ribs are 14–16 in number, but some specimens have as many as 20. The colour is always red, or brownish. The interspaces between the ribs, round the angulated part of the body whorl, are concavely excavated. There transverse sculpture appears without being interrupted by the carina.

## Distribution

This species occurs in arctic and boreal seas.
# Eteri Andjaparidze

Eteri Andjaparidze (born September 15, 1956) is a Georgian-American pianist and music professor.

## Early life

Andjaparidze was born on September 15 1956, into a family of musicians in Tbilisi, Republic of Georgia. Her father, Zurab Andjaparidze (1928–1997), was the leading tenor with the Bolshoi Opera and her mother, Yvetta Bachtadze, was a pianist who gave Andjaparidze her first piano lessons. Her stepfather, Leonid Oakley (1923–1991) was a Georgian scientist. At age 5, Andjaparidze entered the Special Music School for Gifted Children in Tbilisi (studio of Meri Chavchanidze), and at age 8 debuted as a soloist with the Georgian State Symphony Orchestra and in solo recital at age 9. She studied at the Moscow State Tchaikovsky Conservatoire with Vera Gornostaeva.

## Career

Andjaparidze was the first Soviet pianist to win the Grand Prix at the Montreal International Piano Competition in 1976. In 1974, entering the Tchaikovsky International Competition as the youngest participant, Andjaparidze won fourth place.
She has appeared around the globe in solo and collaborative recitals and as a guest soloist with the major orchestras and conductors. Her programs encompass all genres and styles of the piano repertoire and discography includes Grammy and Deutsche Schallplatten awards nominated solo albums.
Currently a piano faculty at NYU Steinhardt and Mannes School of Music, Andjaparidze has taught at DePaul University, SUNY, Moscow and Tbilisi State Conservatoires and conducted masterclasses worldwide. She is the founder and artistic director of the advanced piano performance study program AmerKlavier.
Andjaparidze is a recipient of the International Friendship Order, the Order of Honor, and the People's Artist of Georgia title.

## Personal life

Andjaparidze's nephew is Georgian-American professional basketball player Sandro Mamukelashvili.
# Eteriani

Eteriani (Georgian: ეთერიანი, "[the tale] of Eteri") is a Georgian folk epic romance which has come down to us in the form of about 70 pieces of oral prose and poetry, probably dating from the 10th or 11th century. Variants also exist in the sister languages: Mingrelian, Laz, and Svan.
Eteriani is a love story of a Cinderella-like peasant girl, Eteri, and Prince Abesalom who decides to marry her against the will of his father, a king. Abesalom’s courtier Murman also falls passionately in love with Eteri and sells his soul to the devil to make the marriage impossible. Through sorcery, he makes Eteri ill and persuades the prince into surrendering the girl to him as Murman possesses the only remedy for her illness. Abesalom does not survive the breakup and dies, prompting Eteri to commit suicide. The two are buried together, but Murman buries himself alive among them. Even after death, he becomes an obstacle for a reunion of the lovers: a hedge grows on his tomb, interfering between a rose and a violet which grow on the tombs of Abesalom and Eteri and lean to each other into an embrace.
A purely folklore version of the epos, a tale, was first published in the Georgian press in 1858. A more complete publication by the Georgian folklorist Petre Umikashvili followed in 1875. The romance inspired the Georgian writer Vazha-Pshavela (1861–1915) to write his poem Eteri, and composer Zakaria Paliashvili (1871–1933) to create his classical opera Abesalom and Eteri.
# Sabtenga

Sabtenga is a town in the Tenkodogo Department of Boulgou Province in south-eastern Burkina Faso. As of 2005, the town has a population of 3,314.
# Saint-Bernard, Côte-d'Or

Saint-Bernard (French pronunciation: ) is a commune in the Côte-d'Or department in eastern France.
# Propstburg, West Virginia

Propstburg is an unincorporated community in Pendleton County, West Virginia, United States, on the South Fork South Branch Potomac River.

## Climate

The climate in this area has mild differences between highs and lows, and there is adequate rainfall year-round. According to the Köppen Climate Classification system, Propstburg has a marine west coast climate, abbreviated "Cfb" on climate maps.
# Eta Pictoris

The Bayer designation η Pictoris (Eta Pictoris) is shared by two stars, in the constellation Pictor:
* η$^1$ Pictoris (HD 32743)
* η$^2$ Pictoris (HD 33042)
# Saint-Pierre, Haiti

Saint-Pierre is a village in the Cornillon commune in the Croix-des-Bouquets Arrondissement in the Ouest department of Haiti.
# Eubetia

Eubetia is a genus of moths belonging to the family Tortricidae.

## Species

* Eubetia bigaulae Brown, 1999
* Eubetia boop Brown, 1999
# Euclasta filigeralis

Euclasta filigeralis is a moth in the family Crambidae. It was described by Julius Lederer in 1863. It is found in India.
# Proof by example

In logic and mathematics, proof by example (sometimes known as inappropriate generalization) is a logical fallacy whereby the validity of a statement is illustrated through one or more examples or cases—rather than a full-fledged proof.
The structure, argument form and formal form of a proof by example generally proceeds as follows:
Structure:
    I know that X is such.
    Therefore, anything related to X is also such.
Argument form:
    I know that x, which is a member of group X, has the property P.
    Therefore, all other elements of X must have the property P.
Formal form:
    $\exists x:P(x)\;\;\vdash \;\;\forall x:P(x)$
The following example demonstrates why this line of reasoning is a logical fallacy:
    I've seen a person shoot someone dead.
    Therefore, all people are murderers.
In the common discourse, a proof by example can also be used to describe an attempt to establish a claim using statistically insignificant examples. In which case, the merit of each argument might have to be assessed on an individual basis.

## Valid cases of proof by example

In certain circumstances, examples can suffice as logically valid proof.

### Proofs of existential statements

In some scenarios, an argument by example may be valid if it leads from a singular premise to an existential conclusion (i.e. proving that a claim is true for at least one case, instead of for all cases). For example:
    Socrates is wise.
    Therefore, someone is wise.
(or)
    I've seen a person steal.
    Therefore, (some) people can steal.
These examples outline the informal version of the logical rule known as existential introduction, also known as particularisation or existential generalization:

#### Existential Introduction

    ${\underline {\varphi (\beta /\alpha )}}\,\!$
    $\exists \alpha \,\varphi \,\!$
(where $\varphi (\beta /\alpha )$ denotes the formula formed by substituting all free occurrences of the variable $\alpha$ in $\varphi$ by $\beta$.)
Likewise, finding a counterexample disproves (proves the negation of) a universal conclusion. This is used in a proof by contradiction.

### Exhaustive proofs

Examples also constitute valid, if inelegant, proof, when it has also been demonstrated that the examples treated cover all possible cases.
In mathematics, proof by example can also be used to refer to attempts to illustrate a claim by proving cases of the claim, with the understanding that these cases contain key ideas which can be generalized into a full-fledged proof.
# Prorocorypha

Prorocorypha is a genus of slant-faced grasshoppers in the family Acrididae. There is one described species: P. snowi.
# Sidi Semiane

Sidi Semiane is a town and commune in Tipaza Province in northern Algeria.
# Eucalyptus × nowraensis

Eucalyptus × nowraensis is a species of tree with smooth bark and lance-shaped leaves that are the same shade of green on both sides, 100–140 mm (3.9–5.5 in) long and 20–25 mm (0.79–0.98 in) wide. The flower buds are smooth and arranged in groups of three or seven with a conical to hemispherical operculum. The fruit is urn-shaped, 15–18 mm (0.59–0.71 in) long and 10–13 mm (0.39–0.51 in) wide on a thick peduncle 7–15 mm (0.28–0.59 in) long. It was first described in 1924 by Joseph Maiden who gave it the name Eucalyptus nowraensis from specimens collected near Nowra by "Mr. Alexander Joseph Gallagher". The description was published Maiden's book, A Critical Revision of the Genus Eucalyptus.
In 1988, George Chippendale listed E. nowraensis as a "reputed hybrid between E. gummifera and E. maculata" (now known as Corymbia gummifera and C. maculata respectively) in Volume 19 of Flora of Australia.
The name Eucalyptus × nowraensis is accepted by the Australian Plant Census.
# Eucalyptus × phylacis

Eucalyptus × phylacis, commonly known as the Meelup mallee, is a species of tree or a robust mallee that is endemic to a small area in the southwest of Western Australia. It has rough, hard and corky bark on the trunk and larger branches, lance-shaped or curved adult leaves, flower buds in groups of eleven, creamy white flowers and hemispherical fruit. It is possibly a hybrid between E. decipiens and E. virginea.

## Description

Eucalyptus × phylacis is a tree or robust mallee, that typically grows to a height of 5 m (16 ft) and forms a lignotuber. Young plants and coppice regrowth have egg-shaped to almost round, greyish blue leaves that are up to 50 mm (2 in) long and 40 mm (1.6 in) wide. Adult leaves are arranged alternately, the same shade of glossy green on both sides, 75–125 mm (3–5 in) long and 13–25 mm (0.5–1.0 in) wide, tapering to a petiole 10–20 mm (0.4–0.8 in) long. The flower buds are arranged in leaf axils in groups of eleven on an unbranched peduncle 7–15 mm (0.3–0.6 in) long, the individual buds on pedicels 2–4 mm (0.08–0.16 in) long. Mature buds are oval to diamond-shaped, 7–9 mm (0.28–0.35 in) long and 5–6 mm (0.20–0.24 in) wide with a conical operculum. Flowering occurs in May and the flowers are creamy white. The fruit is a woody, hemispherical capsule 5–6 mm (0.20–0.24 in) long and wide with the valves strongly protruding.

## Taxonomy

Eucalyptus phylacis was first formally described in 1992 by Lawrie Johnson and Ken Hill in the journal Telopea from a specimen collected on the east side of Cape Naturaliste in 1983. In 2012, Dean Nicolle suggested that this species is a hybrid between E. decipiens and E. virginea and that although it flowers profusely, it does not produce viable seed. The Australian Plant Census lists Eucalyptus × phylacis as an accepted species but a hybrid.

## Distribution and habitat

Meelup mallee is only known from a single population near Eagle Bay in the Meelup Regional Park where it grows in mallee heath.

## Conservation status

This eucalypt is classified as "Threatened Flora (Declared Rare Flora — Extant)" by the Department of Environment and Conservation (Western Australia).
# Sidney Cross

Sidney Cross may refer to:
* Sidney Cross (gymnast) (1891–1964), British Olympic gymnast
* Sidney Cross (athlete) (1925–2010), British Olympic triple jumper
# Provincial Highway 76 (Taiwan)

Provincial Highway 76 (Chinese: 台76線) is an expressway, which begins in the border of Puyan, Changhua and Fuxing, Changhua on Jhangshuei Road (Provincial Highway 19) and ends in Caotun, Nantou on (National Highway No. 3).

## Length

The total length is 32.644 km.

## Major Cities Along the Route

* Yuanlin, Changhua
* Caotun, Nantou

## Exit List

As of 2015, a plan is to extend the expressway from CR 144 in Puyan to Fangyuan.
| City | Location | km | Mile | Exit | Name | Destinations |
| Changhua County | Puyan | 11.4 | 7.1 | 11 | Puyan | Cty 144 / Prov 19 – Xihu, Puyan, Fuxing, Xiushui |
| Changhua County | Puyan | 15.3 | 9.5 | 15 | Puyan System | Nat 1 – Changhua City, Beidou |
| Changhua County | Puxin | 19.1 | 11.9 | 19 | Puxin | Cty 144 – Dacun, Puxin |
| Changhua County | Yuanlin | 22.9 | 14.2 | 22 | Yuanlin | Prov 1 / Cty 144 – Dacun, Yuanlin, Yongjing, Tianwei |
| Changhua County | Yuanlin | 26.8 | 16.7 | 26 | Lincuo | Cty 137 / Cty 144 – Lincuo, Shetou |
| Nantou County | Caotun | 32.644 | 20.284 | 32 | Zhongxing System | Nat 3 / Prov 14b – Caotun, Nantou City |
| 1.000 mi = 1.609 km; 1.000 km = 0.621 mi Incomplete access ||||||||

## Intersections with other Freeways and Expressways

* National Highway No. 1 at Puyan JCT. in Puyan, Changhua
* National Highway No. 3 at Zhongxing JCT. in Caotun, Nantou
# Provincial Highway 78 (Taiwan)

Provincial Highway 78 (Chinese: 台78線) begins in Taixi, Yunlin, Taiwan, on Zhonghua Road (Provincial Highway No. 17) and ends in Gukeng, Yunlin on National Highway No. 3.

## Length

The total length is 42.879 km.

## Exit List

The entire route is within Yunlin County.
| City | Location | km | Mile | Exit | Name | Destinations |
| Yunlin County | Taixi | 0 | 0.0 | 0 | Taixi System | Prov 61 – Kouhu, Taixi |
| Yunlin County | Taixi | 1 | 0.62 | 1 | Taixi | Prov 17 – Sihu, Taixi |
| Yunlin County | Dongshi | 8.2 | 5.1 | 8 | Dongshi | Cty 153 – Dongshi, Mailiao |
| Yunlin County | Yuanchang | 15.1 | 9.4 | 15 | Yuanchang | Prov 19 – Yuanchang, Baozhong |
| Yunlin County | Tuku | 22 | 14 | 22 | Tuku | Tuku |
| Yunlin County | Huwei | 25.4 | 15.8 | 25 | Huwei | Cty 145 – Huwei, Tuku |
| Yunlin County | Dounan | 30.4 | 18.9 | 30 | Yunlin System | Nat 1 – Dounan, Dalin |
| Yunlin County | Dounan | 32.6 | 20.3 | 32 | Dounan | Prov 1 – Dounan, Dapi |
| Yunlin County | Gukeng | 39.4 | 24.5 | 39 | Gukeng | Prov 3 – Douliu, Gukeng |
| Yunlin County | Gukeng | 42.879 | 26.644 | 43 | Gukeng System | Nat 3 – Linnei, Meishan |
| 1.000 mi = 1.609 km; 1.000 km = 0.621 mi Incomplete access ||||||||

## Major Cities Along the Route

* Douliu City

## Intersections with other Freeways and Expressways

* National Highway No. 1 at Yunlin JCT. in Dapi, Yunlin
* National Highway No. 3 at Gukeng JCT. in Gukeng, Yunlin
* Provincial Highway No. 61 at Taixi IC. in Taixi, Yunlin
# Provincial Highway 72 (Taiwan)

Provincial Highway 72 (Chinese: 台72線) is an expressway, which begins in Houlong, Miaoli on Guanghua Road (Provincial Highway No. 1) and ends in Shitan, Miaoli on the Provincial Highway No. 3.

## Length

The total length is 28 km (17.4 mi).

## Exit list

| City | Location | km | Mile | Exit | Name | Destinations | Notes |
| Miaoli County | Houlong | 2.4 | 1.5 | 2 | Houlong | Prov 1 to Prov 6 – Xihu, Houlong | |
| Miaoli County | Houlong | 5.2 | 3.2 | 5 | Xingang | Houlong | Westbound Exit and Eastbound Entrance |
| Miaoli County | Houlong | 6.7 | 4.2 | 6 | Zaoqiao | Prov 13a – Zaoqiao, Miaoli City | |
| Miaoli County | Touwu | 10.1 | 6.3 | 10 | Touwu 1 | Prov 13 to Nat 1 – Touwu, Miaoli City | |
| Miaoli County | Touwu | 12.8 | 8.0 | 12 | Touwu 2 | Miaoli County Government | |
| Miaoli County | Gongguan | 15.8 | 9.8 | 15 | Gongguan | Prov 6 – Gongguan, Miaoli City | |
| Miaoli County | Tongluo | 20.8 | 12.9 | 20 | Tongluo | Cty 128 to Nat 1 – Gongguan, Tongluo | East end of freeway |
| Miaoli County | Shitan | 31 | 19 | 31 | Shitan | Prov 3 | |
| 1.000 mi = 1.609 km; 1.000 km = 0.621 mi Incomplete access ||||||||

## Major Cities Along the Route

* Miaoli City

## Intersections with other Freeways and Expressways

No direct connections. However, Houlong IC of National Highway No. 3 and Touwu IC. and Miaoli IC of National Highway No. 1 are close to this expressway.
# Saint Mark's Coptic Orthodox Church

Saint Mark's Coptic Orthodox Church may refer to:

## Egypt

* Saint Mark's Coptic Orthodox Cathedral, in Cairo, seat of the Coptic Orthodox Pope
* Saint Mark's Coptic Orthodox Cathedral (Alexandria)
* Saint Mark's Coptic Orthodox Cathedral, Azbakeya, Cairo
* Saint Mark Coptic Orthodox Church (Heliopolis)

## United States

* St. Mark Coptic Orthodox Church (Los Angeles), California
* St. Mark Coptic Orthodox Church (Centennial, Colorado), in the Denver metropolitan area
* St. Mark Coptic Orthodox Church (Burr Ridge, Illinois)
* St. Mark Coptic Orthodox Church (Jersey City, New Jersey)

## United Kingdom

* St Mark's Coptic Orthodox Church, London
# Eucosmophyes

Eucosmophyes is a genus of moths belonging to the subfamily Olethreutinae of the family Tortricidae.

## Species

* Eucosmophyes commoni Horak, 2006
* Eucosmophyes icelitodes Diakonoff, 1982
# Saint Vincent and the Grenadines national cricket team

The Saint Vincent and the Grenadines national cricket team is a cricket team representing Saint Vincent and the Grenadines and is a member of the Windward Islands Cricket Board of Control. For cricketing purposes, players from Saint Vincent and the Grenadines generally represent the Windward Islands at domestic level and the West Indies at international level. However, the St Vincent & Grenadines team did appear four times in its own right at List A level in the 2002–03 Red Stripe Bowl, the domestic one day competition. The team had also played as a separate entity in matches which held Twenty20 status (Stanford 20/20) and they continues to compete in domestic Windward Islands cricket competitions including the Windward Islands two-day and Twenty20 cricket championships.

## Players
### International Players

A number of St Vincent & Grenadines cricketers have represented the West Indies internationally.
* Apps denotes the number of appearances the player has made.
* Runs denotes the number of runs scored by the player.
* Wkts denotes the number of wickets taken by the player.
| Name | International career | Apps | Runs | Wkts | Apps | Runs | Wkts | Apps | Runs | Wkts |
| Name | International career | Tests | Tests | Tests | ODIs | ODIs | ODIs | T20Is | T20Is | T20Is | References |
| Alphonso Roberts | 1956 | 1 | 28 | 0 | – | – | – | – | – | – |
| Mike Findlay | 1969–1973 | 10 | 212 | 0 | – | – | – | – | – | – |
| Winston Davis | 1983–1988 | 15 | 202 | 45 | 35 | 28 | 39 | – | – | – |
| Ian Allen | 1991 | 2 | 5 | 5 | – | – | – | – | – | – |
| Cameron Cuffy | 1994–2002 | 15 | 58 | 43 | 41 | 62 | 41 | – | – | – |
| Nixon McLean | 1996–2003 | 19 | 368 | 44 | 45 | 314 | 46 | – | – | – |
| Deighton Butler | 2005–2006 | – | – | – | 5 | 25 | 3 | 1 | 0 | 0 |
| Miles Bascombe | 2011 | – | – | – | – | – | – | 1 | 3 | 0 |
| Kenroy Peters | 2014 | 1 | 0 | 2 | – | – | – | – | – | – |
| Delorn Johnson | 2015 | – | – | – | – | – | – | – | – | – |
| Jomel Warrican | 2015 | 7 | 138 | 21 | - | - | - | - | - | - |
| Kesrick Williams | 2016 | - | - | - | 8 | 19 | 9 | 18 | 6 | 30 |
| Sunil Ambris | 2017 | 6 | 166 | - | 1 | 38 | - | - | - | - |
| Obed McCoy | 2018 | - | - | - | 2 | - | 4 | - | - | - |
Many other Vincentian players have represented the Windward Islands cricket team domestically in the West Indies Regional Super50, Regional Four Day Competition and the Caribbean Twenty20.

### St Vincent & Grenadines players on the current Windward Islands team

* Sunil Ambris
* Kenneth Dember
# Saint-Martin, Meurthe-et-Moselle

Saint-Martin (French pronunciation: ) is a commune in the Meurthe-et-Moselle department in north-eastern France.
# Euphaedra tenebrosa

Euphaedra tenebrosa, the Côte d'Ivoire Ceres forester, is a butterfly in the family Nymphalidae. It is found in Guinea and Ivory Coast. The habitat consists of forests.
# Euphaedra subprocera

Euphaedra subprocera is a butterfly in the family Nymphalidae. It is found in the central and eastern part of the Democratic Republic of the Congo.
# Sajjan

Sajjan may refer to:
* Sajjan (newspaper), a Punjabi newspaper published in Lahore, Punjab, Pakistan
* Sajjan (actor) (1921–2000), Bollywood and stage actor
* Harjit Sajjan (b. 1970), Canadian Minister of Defence under Prime Minister Justin Trudeau
# Siemens-Halske Sh 5

The Siemens-Halske Sh 5 was a seven-cylinder, air-cooled, radial engine for aircraft built in Germany in the 1920s. First run in 1921, it was rated at 60 kW (80 hp).

## Applications

* Albatros L 60
* Dietrich DP.IIa
* Grulich S.1
* Junkers K 16
* Udet U 5

## Specifications
### General characteristics

* Type: 7-cylinder radial engine
* Bore: 100 mm (3.9 in)
* Stroke: 120 mm (4.7 in)
* Displacement: 6.6 L (400 cu in)
* Length: 1,000 mm (39 in)
* Width: 1,000 mm (39 in)
* Height: 810 mm (32 in)

### Components

* Cooling system: Air-cooled

### Performance

* Power output: 60 kW (80 hp)
* Compression ratio: 4.7:1