OpenLLM-France/wikimedia huggingface dataset:
# Stevens, Pennsylvania

Stevens is an unincorporated community and census-designated place (CDP) in Lancaster County, Pennsylvania, United States. As of the 2010 census, it had a population of 612. The Stevens post office has ZIP code 17578.
The community was named in honor of Thaddeus Stevens. It was originally also called "Reamstown Station", due to its being the closest railroad station to the much larger community of Reamstown. By 1899, the community was just referred to as Stevens P.O.
The Schoeneck and Reamstown Elementary Schools, in the Cocalico School District, have Stevens addresses, as do several churches and the Mount Airy Kennels.

## Geography

Stevens is in northern Lancaster County, on the border between East and West Cocalico townships. The township boundary follows North Line Road and South Line Road, which crosses Main Street at the center of town. Stevens is bordered to the north by the borough of Denver and to the south by Ephrata Township. The borough of Ephrata is 3 miles (5 km) to the southwest, and Lancaster, the county seat, is 16 miles (26 km) southwest of Stevens.
According to the U.S. Census Bureau, the Stevens CDP has a total area of 1.5 square miles (4.0 km$^2$), of which 0.1 acres (246 m$^2$), or 0.01%, are water. The community drains south to Cocalico Creek, a south-flowing tributary of the Conestoga River, which leads to the Susquehanna.
# Volvarina bravoae

Volvarina bravoae is a species of sea snail, a marine gastropod mollusk in the family Marginellidae, the margin snails.

## Description

The length of the shell attains 5.5 mm, its diameter 2.5 mm.

## Distribution

This marine species occurs off Guadeloupe in the Caribbean Sea.
# Record Business

Record Business was a trade publication for the UK record industry distributed via a weekly print magazine between 1978 and 1983. It was published by Record Business Publications Ltd.

## History

Record Business was launched on 20 March 1978 as a weekly trade publication for the UK record industry and a rival of Music Week. It was established by the former Music Week editor Brian Mulligan, with backing from the head of the British printing company Garrod and Lofthouse, Norman Garrod. An announcement of a new trade publication, with the provisional title Record Dealer, was made as early as November 1977, although Mulligan retained his position with Music Week until January 1978.
The magazine compiled its own top 100 singles chart to rival the singles charts produced by the British Market Research Bureau (BMRB) and Gallup (for Radio & Record News). The majority of the magazine's top 100 was calculated using both sales and airplay data, whereas the top 30 was based purely on sales, obtained from 350 outlets. In response to the launching of the Record Business and Radio & Record News charts, the BMRB extended their top 50 chart to a top 75 in May 1978.
Record Business subsequently extended their singles chart three times, providing a "Ones to Watch" section from 31 July 1978 for positions 101 to 120, then extending it up to position 130 from 9 February 1981, and then up to position 150 from 1 February 1982.
Record Business also compiled their Airplay Guide chart, which was the first in the UK to provide a "proper evaluation of radio action". Other charts included a top 60 album chart, introduced in June 1978, and a Disco Chart, introduced in October 1978, which at the time was the UK's only sales-based chart for the genre. In January 1980, Record Business also started publishing the first independent singles and albums charts, compiled by Barry Lazell.
Record Business published its final issue on 14 February 1983, after which it was absorbed into Music Week.
# Nanoinverter

A nanoinverter, also referred to as a nano inverter or solar nano inverter, converts direct current (DC) from a single solar cell or small solar panel to alternating current (AC).

## Advantages

Nanoinverters have several advantages over microinverters (which are connected to larger than 100-watt solar panels). The main advantage is that, even small amounts of shading, debris or snow lines in any one solar cell, or a smaller panel failure, does not disproportionately reduce the output of an entire larger panel. Each nanoinverter obtains optimum power by performing maximum power point tracking for its connected panel.

## Description
### Building Integrated Photo Voltaics

BIPV modules produce direct current power from range 10 watts to 100 watts.
Integrated circuit-based AC nanoinverter on each module is reported to increase harvest rate by 30% and substantially decrease installation constraints.

### Solar Cell

DC nanoconverter-on-chip is capable of harvesting from microwatts power and as low as 80mV (0.08V) voltage. Harvest rate has been reported to improve 30%-70% with an integrated MPPT and DC-DC booster.
# RRAGC

Ras-related GTP binding C, also known as RRAGC, is a protein which in humans is encoded by the RRAGC gene.
RRAGC is a monomeric guanine nucleotide-binding protein, or G protein. By binding GTP or GDP, small G proteins act as molecular switches in numerous cell processes and signaling pathways.

## Interactions

RRAGC has been shown to interact with RRAGA.
# Remototrachyna sipmaniana

Remototrachyna sipmaniana is a species of saxicolous (rock-dwelling), foliose lichen in the family Parmeliaceae. It is only known to occur in Bolivia, where it grows on boulders in Yungas mountain cloud forests.

## Taxonomy

Remototrachyna sipmaniana was formally described as a new species in 2012 by Martin Kukwa and Adam Flakus. The type specimen was collected by the first author in Carrasco National Park (Carrasco Province) at an altitude of 2,850 m (9,350 ft); here, in a montane cloud forest close to a river, the lichen was found growing on a rock. The specific epithet honours Dutch lichenologist Harrie Sipman, "an eminent lichenologist dealing with tropical lichens, and co-author of the monograph of the genus Hypotrachyna in the Neotropics".

## Description

The lichen has a leafy, gray to whitish-gray thallus measuring 10–20 cm (4–8 in) wide. The lobes comprising the thallus are typically 5–8 mm wide with a thin black rim around the margins. The medulla is white, while the thallus undersurface is shiny, smooth, and black. Black to dark brown rhizines serve as holdfasts to help attach the lichen to its substrate. On the thallus surface rest the apothecia, which are cup-shaped with a concave, light brown disc, and measure 2–5 mm wide. Ascospores are hyaline with an ellipsoid shape, and dimensions of 9.5–11 by 5.5–6 μm. Lichen products that have been detected in this species include atranorin, protocetraric acid, and gyrophoric acid as major components, and minor amounts of lecanoric acid.
# Walshs Pyramid

Walshs Pyramid is an independent peak with a distinct pyramidal appearance, 922 m (3,025 ft) high, located within Wooroonooran National Park about 20 km (12 mi) south of Cairns, Queensland, Australia. An annual footrace to its summit is held on the third Saturday in August. The "Pyramid race" starts at the nearby town of Gordonvale and attracts hundreds of competitors aiming to win the $1000 prize money.
For experienced hikers, the ascent and descent can take 4 to 6 hours. The vegetation on the mountain is fairly dense however, many rocks are open and exposed which make the surface very slippery after rain.
# Sándor Pethes

Sándor Pethes (28 May 1899 – 29 June 1981) was a Hungarian actor. He was the cousin of the actor Ferenc Pethes.

## Selected filmography

* Rongyosok (1925)
* Átok vára (1927)
* Csak egy kislány van a világon (1930)
* The Blue Idol (1931)
* Spring Shower (1932)
* The Ghost Train (1933)
* The New Relative (1934)
* Romance of Ida (1934)
* Purple Lilacs (1934)
* The Dream Car (1934)
* Cornflower (1934)
* Everything for the Woman (1934)
* Thanks for Knocking Me Down (1935)
* St. Peter's Umbrella (1935)
* Villa for Sale (1935)
* Budapest Pastry Shop (1935)
* Dream Love (1935)
* The Students of Igloi (1935)
* Miss President (1935)
* Hello, Budapest! (1935)
* The Wise Mother (1935)
* The Empress and the Hussar (1935)
* Cobweb (1936)
* Sensation (1936)
* Be True Until Death (1936)
* Three Dragons (1936)
* Salary, 200 a Month (1936)
* Anniversary (1936)
* Family Bonus (1937)
* Help, I'm an Heiress (1937)
* All Men Are Crazy (1937)
* Tales of Budapest (1937)
* Hotel Springtime (1937)
* Magda Expelled (1938)
* Rosemary (1938)
* The Witch of Leányvár (1938)
* The Lady Is a Bit Cracked (1938)
* Barbara in America (1938)
* The Wrong Man (1938)
* Man Sometimes Errs (1938)
* The Hen-Pecked Husband (1938)
* Billeting (1938)
* Azurexpress (1938)
* The Poor Rich (1938)
* The Red Wallet (1938)
* Two Prisoners (1938)
* Young Noszty and Mary Toth (1938)
* Istvan Bors (1939)
* Money Is Coming (1939)
* Six Weeks of Happiness (1939)
* The Five-Forty (1939)
* Wild Rose (1939)
* Hello, Peter! (1939)
* Hungary's Revival (1939)
* Deadly Spring (1939)
* The Perfect Man (1939)
* Duel for Nothing (1940)
* Gábor Göre Returns (1940)
* Much Ado About Emmi (1940)
* Haunting Spirit (1940)
* Yes or No? (1940)
* The Relative of His Excellency (1941)
* A Bowl of Lentils (1941)
* Left-Handed Angel (1941)
* Silent Monastery (1941)
* Finally! (1941)
* Entry Forbidden (1941)
* Háry János (1941)
* Sirius (1942)
* The Perfect Family (1942)
* Katyi (1942)
* Kádár Versus Kerekes (1942)
* Male Fidelity (1942)
* We'll Know By Midnight (1942)
* Borrowed Husbands (1942)
* Time of Trial (1942)
* Mask in Blue (1943)
* Orient Express (1943)
* The Marsh Flower (1943)
* Siamese Cat (1943)
* Annamária (1943)
* Quite a Lad (1943)
* Loving Hearts (1944)
* Masterless Woman (1944)
* Hungarian Eagles (1944)
* After the Storm (1945)
* The Siege of Beszterce (1948)
* Mickey Magnate (1949)
* Hot Fields (1949)
* Try and Win (1952)
* Me and My Grandfather (1954)
* Keep Your Chin Up (1954)
* Fourteen Lives (1954)
* Springtime in Budapest (1955)
* Iron Flower (1958)
* What a Night! (1958)
* The Man Who Doesn't Exist (1964)
* The Moneymaker (1964)
* And Then The Guy... (1966)
# Ormond

Ormond may refer to:

## People

* Ormond (surname)
* Earl of Ormond (Ireland)
* Earl of Ormond (Scotland)
* Ormond Somerville (1868–1928), justice of the Supreme Court of Alabama
* Ormond Wilson (1907–1988), New Zealand politician

## Places

Ireland
* Ormond (ancient Irish kingdom), in the province of Munster
* Two baronies in North Tipperary
** Ormond Upper
** Ormond Lower
* Ormonde Castle, an Irish castle, from 1315 home of the Butler family
* Birr Aerodrome, the Ormand flying club
Scotland
* Ormond Castle, a Scottish castle, home of the Douglas family
England
* Great Ormond Street Hospital, a children's hospital in London
United States
* Ormond Beach (California), a portion of the California coastline
* Ormond Beach, Florida, a city in Florida
** Ormond Beach Middle School, a middle school located in the city of Ormond Beach
** Ormond Beach Municipal Airport, An airport close to Ormond Beach
** Ormond Yacht Club, a yacht club of Ormond Beach, Florida
* Ormond-By-The-Sea, Florida, a city in Florida
* Ormond Plantation House, Historic plantation house in St. Charles, Parish, LA
* Ormond Memorial Art Museum, Art Museum in Ormond Beach, Florida
Australia
* Ormond College, a residential college of The University of Melbourne
* Ormond, Victoria, a suburb of Melbourne, Australia
** Ormond railway station, in the suburb
** Ormond Primary School, Ormond, Victoria
** Ormond Amateur Football Club
New Zealand
* Ormond, New Zealand, a small settlement inland from Gisborne

## Others

* Ormond Pursuivant, Scottish officer of arms.
* Ormond's disease, Retroperitoneal fibrosis named for Dr. John Kelso Ormond
* Ormond (novel), a book by Maria Edgeworth
* Ormond Hotel, at one time the largest wooden building in the world
* Ormond (steam automobile company), 1904–1905
* Ormond; or, the Secret Witness, a 1799 novel by Charles Brockden Brown
* Ormond Shops, American women's apparel retailer, 1933-1994
# Stewart Brown (disambiguation)

Stewart Brown is a poet. Stewart Brown may also refer to:
* Stewart B. Brown, American politician from Maine
* Stewart J. Brown, ecclesiastical historian
# Västanfors IF

Västanfors IF, nicknamed Västanfläkt ("the Western Wind"), is a sports club in Fagersta, Sweden, mainly concentrated on playing bandy, and soccer, earlier even floorball. The team colours are red and white. The club was founded in 1916.
The club had played in the second level bandy league in Sweden, Allsvenskan since the start of the present Allsvenskan in 2007 but was relegated to Division 1 in 2012.
The club has played 32 seasons in the Swedish top division. and won the Swedish national championship in 1954.
The club also played floorball during the 1980s. The women's team won the Swedish national championship in 1983 and 1985, and won a silver medal in 1984.

## Honours
### Domestic

* Swedish Champions:
** Winners (1): 1954
# William Pontus

William Pontus (1583–1652) was an English Pilgrim and a notable Separatist activist and radical. He was a prominent voice against the Church of England, and became an important settler of Plymouth Colony.

## Biography

William Pontus was born in 1583, in the town of Dover, England. He was born to strict separatist parents, and fled to Holland as a young man, to avoid religious persecution, where he worked as a fustian worker. Once in Leyden, William joined the Pilgrims, and he and other fellow Pilgrims published a newspaper called "The Pilgrim Press," which openly denounced and insulted the Church of England. Pontus knew full well that if he had published this scandalous material in England, he would've been hanged for heresy.
On 4 December 1610, William married Wybra Hanson, a relative of future Plymouth Colony leader William Bradford. She was as radical as Pontus was: coming from a prominent family of separatists, she was arrested multiple times for her religious views, which made her hatred of the Church of England grow even stronger. At the age of 17, she escaped England, coming to live with her relative, William Bradford.
When the Mayflower departed Holland in July 1620, the Pontus family did not accompany their fellow Pilgrims, but stayed behind in Leyden. In fact, The family did not leave Holland until 1630. When they arrived in Plymouth, William Pontus was in a financially bad shape. He was too poor to be taxed upon his arrival, probably due to the amount of money he had spent on travelling to The New World. However, he built up his fortune over the years, and became one of Plymouth's most influential colonists. He received multiple land grants from the governor of the colony, William Bradford, for repairing the Herring Weir for the town.
On 4 September 1638, Pontus served on the jury that convicted Arthur Peach, Thomas Jackson, and Richard Stinnings of the highway robbery and murder of Penowanyanquis. The trial was considered the first "trial by jury" to take place in American history for a crime as serious as murder, and the executions of Peach, Jackson, and Stinnings were the only occasions in Plymouth Colony history wherein white settlers were put to death for the murder of a Native American.
William Pontus died in Plymouth on 9 February 1652.

## Children

William Pontus and Wybra Hanson had two children:
* Mary Pontus: Born around 1612. She married John Glass in 1645, and had one child: Hannah Glass. She later remarried to Phillipe Delano. They had no children.
* Hannah Pontus: Born in 1614. She married John Churchill in 1644. She had six children.
# Nanliang

Nanliang may refer to:

## Chinese dynasties

* Southern Liang (Sixteen Kingdoms) (397–414; 南涼), one of the Sixteen Kingdoms, in present-day Northwest China
* Liang dynasty (502–557), also known as Southern Liang (南梁), one of the southern dynasties during the Northern and Southern Dynasties period, mainly in present-day South China
# RAF Winfield

Royal Air Force Winfield or more simply RAF Winfield is a former Royal Air Force satellite station located near Paxton, Scottish Borders, Scotland and west of Berwick-upon-Tweed, Northumberland, England.
The following units were here at some point:
* Satellite for No. 54 Operational Training Unit RAF (May 1942 - May 1945)
* A detachment from No. 88 Squadron RAF (1941-42)
* No. 222 Squadron RAF during August 1942 with the Supermarine Spitfire Vb
# Woodside, Ohio

Woodside is an unincorporated community in Wood County, in the U.S. state of Ohio.

## History

Woodside was platted in 1883. A post office called Woodside was in operation from 1883 until 1934.
# Václav Kočí

Václav Kočí (born July 15, 1979) is a Czech former professional ice hockey defenceman. He played with HC Pardubice in the Czech Extraliga during the 2010–11 Czech Extraliga season.

## Career statistics

| | | | Regular season | Regular season | Regular season | Regular season | Regular season | Playoffs | Playoffs | Playoffs | Playoffs | Playoffs |
| Season | Team | League | GP | G | A | Pts | PIM | GP | G | A | Pts | PIM |
| 1996–97 | HC Liberec U20 | Czech U20 | 38 | 4 | 11 | 15 | — | — | — | — | — | — |
| 1997–98 | HC Liberec U20 | Czech U20 | 37 | 9 | 14 | 23 | — | 5 | 0 | 1 | 1 | — |
| 1998–99 | Bílí Tygři Liberec U20 | Czech U20 | 46 | 9 | 11 | 20 | — | — | — | — | — | — |
| 1999–00 | HC Liberec U20 | Czech U20 | 34 | 3 | 9 | 12 | — | — | — | — | — | — |
| 2000–01 | HC Bílí Tygři Liberec | Czech2 | 25 | 0 | 1 | 1 | 4 | 6 | 0 | 0 | 0 | 14 |
| 2000–01 | HC Děčín | Czech3 | 4 | 1 | 0 | 1 | 8 | — | — | — | — | — |
| 2001–02 | HC Bílí Tygři Liberec | Czech2 | 33 | 0 | 4 | 4 | 14 | 12 | 0 | 5 | 5 | 16 |
| 2001–02 | HC Vlci Jablonec nad Nisou | Czech3 | 14 | 0 | 1 | 1 | 53 | — | — | — | — | — |
| 2002–03 | HC Bílí Tygři Liberec | Czech | 30 | 0 | 2 | 2 | 18 | — | — | — | — | — |
| 2002–03 | HC Vlci Jablonec nad Nisou | Czech3 | — | — | — | — | — | — | — | — | — | — |
| 2003–04 | HC České Budějovice | Czech | 3 | 0 | 0 | 0 | 2 | — | — | — | — | — |
| 2003–04 | HC Slovan Ústečtí Lvi | Czech2 | 20 | 3 | 3 | 6 | 24 | 8 | 1 | 1 | 2 | 12 |
| 2004–05 | HC Slovan Ústečtí Lvi | Czech2 | 50 | 4 | 11 | 15 | 42 | 10 | 3 | 0 | 3 | 4 |
| 2005–06 | HC Chemopetrol | Czech | 10 | 0 | 0 | 0 | 2 | — | — | — | — | — |
| 2005–06 | SK Kadaň | Czech2 | 1 | 0 | 0 | 0 | 2 | — | — | — | — | — |
| 2006–07 | HC Bílí Tygři Liberec | Czech | 52 | 0 | 1 | 1 | 56 | 12 | 2 | 1 | 3 | 18 |
| 2006–07 | BK Mladá Boleslav | Czech2 | 2 | 1 | 0 | 1 | 4 | — | — | — | — | — |
| 2007–08 | HC Bílí Tygři Liberec | Czech | 36 | 1 | 3 | 4 | 24 | 7 | 0 | 0 | 0 | 10 |
| 2008–09 | BK Mladá Boleslav | Czech | 45 | 6 | 10 | 16 | 46 | — | — | — | — | — |
| 2009–10 | HC Pardubice | Czech | 51 | 5 | 7 | 12 | 40 | 13 | 0 | 3 | 3 | 8 |
| 2010–11 | HC Pardubice | Czech | 52 | 4 | 9 | 13 | 48 | 9 | 0 | 1 | 1 | 12 |
| 2011–12 | HC Pardubice | Czech | 52 | 1 | 11 | 12 | 72 | 19 | 3 | 5 | 8 | 8 |
| 2012–13 | HC Pardubice | Czech | 52 | 2 | 11 | 13 | 46 | 5 | 0 | 0 | 0 | 4 |
| 2013–14 | HC Pardubice | Czech | 47 | 2 | 11 | 13 | 46 | 8 | 1 | 2 | 3 | 2 |
| 2014–15 | HC Pardubice | Czech | 12 | 0 | 1 | 1 | 8 | — | — | — | — | — |
| 2014–15 | BK Mladá Boleslav | Czech | 19 | 1 | 2 | 3 | 42 | 9 | 1 | 3 | 4 | 2 |
| 2015–16 | BK Mladá Boleslav | Czech | 3 | 0 | 0 | 0 | 4 | — | — | — | — | — |
| 2016–17 | HC Benátky nad Jizerou | Czech2 | 48 | 1 | 11 | 12 | 22 | 2 | 0 | 0 | 0 | 2 |
| Czech totals | Czech totals | Czech totals | 464 | 22 | 70 | 92 | 456 | 90 | 7 | 16 | 23 | 68 |
| Czech2 totals | Czech2 totals | Czech2 totals | 179 | 9 | 30 | 39 | 112 | 38 | 4 | 6 | 10 | 48 |
# Waleed El-Ansary

Waleed El-Ansary is an Egyptian-American scholar of comparative religion, Islam and Islamic economics and the Helal, Hisham and Laila Edris El-Swedey University Chair in Islamic studies at Xavier University in Cincinnati, Ohio.

## Biography

El-Ansary graduated with a B.A. in economics in 1986 from George Washington University and received his M.A. in the same discipline from the University of Maryland in 1998. He earned his Ph.D. in human sciences in 2006 from George Washington University with a special concentration on Islamic studies. Ansary has served as an assistant professor of Islamic studies at the University of South Carolina and was an adjunct professor of Islamic Economics at Cordoba University's Graduate School of Islamic and Social Sciences. He was a research scholar at the Islamic Research Institute in Washington, D.C., and has also served as a consultant to the Royal Court of Jordan and the Grand Mufti of Egypt.

## Works

* The Spiritual Significance of Jihad in the Islamic Approach to Markets and the Environment (2006)
* Muslim and Christian Understanding: Theory and Application of A Common Word (2010)
* Knowing the Religion of the Other (first published in French as "Connaître la religion de l'Autres" in 2018) with Alexis Blum, Grand Rabbi Emeritus of Neuilly and Bishop Claude Dagens, Bishop of Angouleme (Sponsored by UNESCO)
* "Linking Ethics and Economics: The Role of Ijtihad in the Regulation and Correction of Capital Markets" (Occasional Paper) Center for Muslim-Christian Understanding Georgetown University (1999)
* "The Economics of Terrorism: How bin Laden is Changing the Rules of the Game" in Islam, Fundamentalism, and the Betrayal of Tradition (2004)
* "A perennialist perspective on religion and conflict" in European View (December, 2007)
* "Can Our Science and Economics Honor Nature?" in Renovatio (April, 2017)
* "Hindu and Islamic Economics: On the Need for a New Economic Paradigm" in the Muslim World, (April, 2017)
* Recovering the Islamic Economic Intellectual Heritage: Problems and Possibilities
* The Quantum Enigma and the Islamic Sciences of Nature.
* The Economics of Clash of Civilizations: Reexamining Religion and Violence
# Multiplicatively closed set

In abstract algebra, a multiplicatively closed set (or multiplicative set) is a subset S of a ring R such that the following two conditions hold:
* $1\in S$,
* $xy\in S$ for all $x,y\in S$.
In other words, S is closed under taking finite products, including the empty product 1. Equivalently, a multiplicative set is a submonoid of the multiplicative monoid of a ring.
Multiplicative sets are important especially in commutative algebra, where they are used to build localizations of commutative rings.
A subset S of a ring R is called saturated if it is closed under taking divisors: i.e., whenever a product xy is in S, the elements x and y are in S too.

## Examples

Examples of multiplicative sets include:
* the set-theoretic complement of a prime ideal in a commutative ring;
* the set {1, x, x$^2$, x$^3$, ...}, where x is an element of a ring;
* the set of units of a ring;
* the set of non-zero-divisors in a ring;
* 1 + I  for an ideal I;
* the Jordan–Pólya numbers, the multiplicative closure of the factorials.

## Properties

* An ideal P of a commutative ring R is prime if and only if its complement R \ P is multiplicatively closed.
* A subset S is both saturated and multiplicatively closed if and only if S is the complement of a union of prime ideals. In particular, the complement of a prime ideal is both saturated and multiplicatively closed.
* The intersection of a family of multiplicative sets is a multiplicative set.
* The intersection of a family of saturated sets is saturated.
# Ormond; or, the Secret Witness

Ormond; Or, The Secret Witness is a 1799 political and social novel by American writer Charles Brockden Brown. The novel thematically focuses on the ways in which individuals change in reaction to their social environments.
The novel follows a female protagonist Constantia and her relationship with the mysterious Ormond, who is also the title character.
The novel thoroughly explores Republicanism in the United States and the republican values common to the early American nation.