OpenLLM-France/wikimedia huggingface dataset:
# Unjini

Un Jini is a village in the Sendurai taluk of Ariyalur district, Tamil Nadu, India. A powerful temple is located in this village near the pond.

## Demographics

As per the 2001 census, Unjini had a total population of 4637 with 2301 males and 2336 females. Unjini village has a very famous temple named "Semmalaiyappan swamy". This temple home of around 100 families in Salem district like Thammampatty, Attur, Thandanur and Tanjore district, Kumbakonam near Neelathanallur village is having more than 40 families.

## Semmalaiyappan Swamy

This temple was constructed by King Veerapparathabar in "Saka" (in Tamil year) 1375. In 1453, King Visabathaka Mallika Arjunarraiy got authority to maintain the temple. In Karthikai (Tamil Month) 15th, the Authentication is given to Panjasavaraya by Vilvarayar. The temple swamies are Aiyam Perumal, Seprumal Pavayi, Aiyanar, Perumal, semmalai, karupusami.
It is a very pleasant place to stay in the overall culture and style.
Most of the places are good cultivated lands around the villages and one of the most dangerous thing is much of the land is occupied by the cement industry.
Always the legend of history Unjini "All community groups are same" groups
# Mitchell Point (Antarctica)

Mitchell Point (64°13′S 62°3′W﻿ / ﻿64.217°S 62.050°W﻿ / -64.217; -62.050) is a point at the southern side of the entrance to Hill Bay on the east coast of Brabant Island in the Palmer Archipelago of Antarctica. It was photographed by Hunting Aerosurveys Ltd in 1956 to 1957, and was mapped from these photos in 1959. The point was named by the UK Antarctic Place-Names Committee for American surgeon Silas W. Mitchell, the founder of neurology in the United States.

## Maps

* Antarctic Digital Database (ADD). Scale 1:250000 topographic map of Antarctica. Scientific Committee on Antarctic Research (SCAR). Since 1993, regularly upgraded and updated.
* British Antarctic Territory. Scale 1:200000 topographic map. DOS 610 Series, Sheet W 64 62. Directorate of Overseas Surveys, Tolworth, UK, 1980.
* Brabant Island to Argentine Islands. Scale 1:250000 topographic map. British Antarctic Survey, 2008.
# Zaseok, Bosansko Grahovo

Zaseok (Serbian Cyrillic: Засеок) is a village in the municipality of Bosansko Grahovo, Bosnia and Herzegovina.

## Demographics

According to the 2013 census, its population was 23, all Serbs.
# Lewis Del Mar (album)

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
Lewis Del Mar is the self-titled debut album by American folk pop duo Lewis Del Mar. It was released by Columbia Records in October 2016 on CD, download and 12″ vinyl.
# NCLR (disambiguation)

The National Council of La Raza is the former name of UnidosUS, a U.S. Latino advocacy nonprofit.
NCLR may also refer to:
* National Center for Lesbian Rights
* National Conference of Law Reviews
# Mattoru Seetha

Mattoru Seetha (transl. The Second Seetha) is a 1975 Indian Malayalam-language film, directed by P. Bhaskaran, starring Kamal Haasan, Roja Ramani (credited as Shobana), Sheela, Adoor Bhasi, Bahadoor, Sukumari, Jose Prakash, Prema Menon, M. G. Soman and Vincent. It is a remake of the 1974 Telugu film O Seeta Katha.

## Plot

Seetha, a teenage girl, lives with her mother and elder sister, who runs the house with her harikatha performances. Seetha falls in love with Chandran, but Gopi has an eye on her and hires goons to bash Chandran, who dies on the spot. Seeta marries Menon, father of Gopi, and makes Gopi realize his mistakes.

## Cast

* Kamal Haasan as Gopi
* Shobana as Seetha
* Vincent as Chandran
* M. G. Soman
* Sheela
* Adoor Bhasi
* Bahadoor
* Jose Prakash
* Prema Menon
* Sreelatha Namboothiri
* Master Raghu (Karan)
* Kaviyoor Ponnamma
* Sukumari
* Paul Vengola

## Production

Mattoru Seetha film was directed by P. Bhaskaran. It is a remake of the 1973 Telugu film O Seetha Katha, directed by K. Vishwanath.
Kamal Haasan played the anti-hero role in the Malayalam version, which was later played by Rajinikanth in the Tamil version.
The final length of the film's prints were 4,345.29 metres (14,256.2 ft) long.

## Soundtrack

The music was composed by V. Dakshinamoorthy and the lyrics were written by P. Bhaskaran. Playback singer Ayiroor Sadasivan has sung two songs in this film.
| Song | Singers | Lyrics |
| "Eechayum Poochayum" | Jayashree | P. Bhaskaran |
| "Kaamini Mouliyaam" | P. Leela, Ayiroor Sadasivan, T. R. Omana | P. Bhaskaran |
| "Kattakkattakkayarittu" | Ambili, Chorus | P. Bhaskaran |
| "Muttathoru Panthal" | K. J. Yesudas, P. Susheela | P. Bhaskaran |
| "Thattaamburathunni" | Jayashree | P. Bhaskaran |
| "Udayathaaraka" | P. Leela, Ayiroor Sadasivan, T. R. Omana | P. Bhaskaran |
# Long Lake Dam

Long Lake Dam is a concrete gravity dam on the Spokane River, between Lincoln County and Stevens County about 30 miles (48 km) northwest of Spokane in eastern Washington. It forms Long Lake (Washington), a 23.5 mi (37.8 km) long reservoir, and has a hydroelectric generating capacity of 71 megawatts. The dam was built by Washington Water Power (now Avista Utilities), which operates five other dams along the Spokane.
Upon its completion in 1915, Long Lake Dam completely blocked salmon migrations to the upper portions of the Spokane River watershed, although much larger Grand Coulee Dam on the Columbia River extirpated salmon from the entire Spokane basin by 1942.

## Hydroelectric Power Plant

The Long Lake Hydroelectric Power Plant was also built in 1915. It was listed on the National Register of Historic Places in 1988. The listing included one contributing building and five contributing structures on 15 acres (6.1 ha) in Lincoln County, Washington and Stevens County, Washington.
It was built by the Washington Water Power Company
# Richard Nagy

Richard or Richárd Nagy may refer to:
* Richard Nagy (swimmer) (born 1993), Slovak swimmer
* Richárd Nagy (footballer, born 1994), Hungarian football player
* Richárd Nagy (footballer, born 1995), Hungarian football player
* Richárd Nagy (footballer, born 1998), Hungarian football player
* Richard Nagy (footballer, born 2000), Slovak football player
# Ribonuclease IX

Ribonuclease IX (EC 3.1.26.10, poly(U)- and poly(C)-specific endoribonuclease) is an enzyme. This enzyme catalyses the following chemical reaction
    Endonucleolytic cleavage of poly(U) or poly(C) to fragments terminated by 3'-hydroxy and 5'-phosphate groups
This enzyme acts on poly(U) and poly(C).
# Mitchell Point

Mitchell Point may refer to:
* Mitchell Point (Antarctica), a point at the south side of the entrance to Hill Bay on the east coast of Brabant Island, in the Palmer Archipelago
* Mitchell Point (Oregon), a point on the Columbia River Gorge in the U.S. state of Oregon
# Tsuneo Enari

Tsuneo Enari (江成 常夫, Enari Tsuneo, born 1936) is a Japanese photographer.
# Li Cheng (painter)

Li Cheng (Chinese: 李成; pinyin: Lǐ Chéng; Wade–Giles: Li Ch'eng; 919–967), courtesy name Xiánxī (咸熙), was a Chinese painter of the Song dynasty. He was influenced by Jing Hao and Juran. Li Cheng, Fan Kuan, and Guan Tong became known as the "three great rival artists".

## Life

Li Cheng lived in Qingzhou (now part of Weifang, Shandong) during the Five Dynasties and Ten Kingdoms period and the early Song dynasty. He came from a family distinguished by scholarship and official conduct. His grandfather lived during the Huang Chao Rebellion of the 870s, and eventually the family fled during the tumultuous end period of the Tang dynasty.
He learned painting from Jing Hao and Guan Tong before turning to focus on nature and developing his own style. He was also a poet and literary stylist, but regarded these as secondary endeavors, and he did not seek government office. Many nobles sought out Li Cheng's services, but he never accepted. An official named Sun Anzhi desired a painting from Li Cheng so ardently, he offered Li a prestigious government post, but Li Cheng refused. Sun then paid an acquaintance of Li Cheng to steal a painting, earning the artist's lifelong enmity. During his later years, he took to travel and died in Huaiyang County.
Li Cheng did many landscape paintings with diluted ink, a technique called "treating ink like gold", which gives the appearance of a foggy dream world. In his day, he was considered the greatest landscape painter of all time. His paintings carried on an artistic dialogue with those of Wu Daoxuan. Li Cheng primarily portrayed the landscapes of Shandong. Artists of later generations, such as Guo Xi, modeled their teaching on his painting style and methods.
His works include “Jigger", "Joy in Fishing", "Cold crow", and "Landscape". One extant painting, "Reading Stele Nest Stone", was a collaboration with Wang Xiao.
# San Pedro de Guasayán

San Pedro de Guasayán is a municipality and small town located between Catamarca and Santiago del Estero in Argentina.
# Mattias Scholle House

Mattias Scholle House is a historic home located at New Harmony, Posey County, Indiana. It was built about 1823, and is a two-story, Harmonist brick dwelling. It has a gable roof. It is an example of the standardized, mass-produced form of Rappite built dwellings.$^{:2}$
It was listed on the National Register of Historic Places in 1981. It is located in the New Harmony Historic District.
# Lodge Corner, Arkansas

Lodge Corner (also Lodge or Lodges Corner prior to 1950) is an unincorporated community in Arkansas County, Arkansas, United States. The community is located where Arkansas Highway 276 begins at U.S. Route 165.

## Education

Residents are in the Stuttgart School District. It operates Stuttgart High School.
# Spey River (Tasman)

The Spey River is a river in the Tasman Mountains in the northwest of the South Island of New Zealand. The river drains Lake Aorere near the Aorere Saddle, and is fed by numerous small streams draining the Gouland Range on the west and part of the Domett Range (which the river bisects) on the east. It flows north then east before joining the upper reaches of the Aorere River.
# Soundcraftsmen

Soundcraftsmen was a manufacturer of high-end audio stereo components located in Santa Ana, California, United States.
The company was founded in 1961 by Ralph Yeomans, a concessionaire in Fedco (a discount membership store chain in southern California, until the chain closed in 1999). Early Soundcraftsmen components included tube-type receivers and amplifiers. Ralph Yeomans and Charles Gassett, a southern California audio equipment representative and international marketing entrepreneur selling Coastron Sherwood Electronic Laboratories receivers at the time, had an interest in expanding the brand nationwide. Yeomans and Gassett decided the first product was to be an equalizer, something not already on the market. They employed an electronics engineer, Paul Rolfes, in 1968 to design the equalizer. It was introduced by Gassett at the 1969 CES in New York. National distribution started in late 1970. In the mid-1970s they introduced their line of preamplifiers and power amplifiers, including the first preamplifier/equalizer combo. Soundcraftsmen equalizers and their compact "brick" style power amplifiers gained a sizable following among audiophiles during the 1970s and 1980s. All Soundcraftsmen equalizers and amplifiers were made at the company's Santa Ana, California facility. In the early 1970s they also sold a solid-state stereo receiver, but only through the Fedco stores. It was built by Electro-Voice but shipped with a Soundcraftsmen brand faceplate; no national distribution was sought for this product.
As mentioned, Yeomans operated the HiFi Stereo Components Concession in Fedco under the vendor name of Coastron. The department was an independent concession within Fedco, hiring its own staff and renting floor space. Coastron supported its Fedco operations from a warehouse in Montebello, near Los Angeles. The second in command at Coastron was Robert Rann. Soundcraftsmen and Coastron-sold electronic and speaker products were repaired by a technician at the Montebello warehouse. Some repairs to the Soundcraftsmen brand Lancer speakers were often done in the back room of the sales departments by the salesmen.
Yeomans also owned and operated a local audio-video store in Costa Mesa, California, called Atlantic Stereo. Atlantic still operates, but has no affiliation with Yeomans.
Gassett, the marketing entrepreneur, took the Soundcraftsmen equalizer, preamplifier and power amplifier nationally and internationally. It was Gassett, becoming President and CEO of Soundcraftsmen, who took the Coastron/Fedco "House Brand" from a few hundred thousand per year to a multimillion-dollar company. Gassett left in 1980 to expand his international business.
In 1991, the company was acquired by MTX and was renamed MTX Soundcraftsmen. In the mid-1990s MTX discontinued production of Soundcraftsmen components.
# Unstone

Unstone (/ˈʌnstən/ UN-stən) is a village and civil parish in the English county of Derbyshire, in the North East Derbyshire administrative district approximately 1 mile (1.6 km) south east of Dronfield. It is also close to the town of Chesterfield. The River Drone and the Midland Main Line railway run through the village, which has a population of over 1,000, increasing to 1,876 and including Apperknowle at the time of the 2011 Census.
Originally, Unstone Main Colliery was the primary source of employment for the village; it was the largest colliery of the group around Unstone. It was served by a Midland Railway branch line which connected it to the main line in Dronfield and Sheepbridge. Although it ceased working around 1900, there are significant remains in the woodland area of both the railway and mine coal mines.
Unstone community centre is built on the former trackbed of the Midland branch next to the former overbridge on Crow Lane.
The village has more than doubled in size over the past century. A modern housing estate, Unstone Green, was built at the other side of the railway line from the original village. The majority of the estate, which was built in the 1940s, was initially intended to be temporary housing for the many coal miners in the area, but it is still intact today. Originally on the A61 trunk road, the village is now bypassed by the Unstone-Dronfield Bypass dual carriageway.
The village has two schools: Unstone St Mary's Infant School on Crow Lane and Unstone Junior School on Main Road.
The village has a parish council. Unstone Grange, run by a registered charity is a retreat that describes itself as "a centre for personal creative growth."
There are bus services to Chesterfield, Sheffield and Holmesfield.
The village used to be served by the now-closed Unstone railway station.
Landmarks are a TV transmitter and a railway viaduct. There is one public house, the Horse and Jockey. The village post office closed in 2019.
# Zassenhaus lemma

In mathematics, the butterfly lemma or Zassenhaus lemma, named after Hans Zassenhaus, is a technical result on the lattice of subgroups of a group or the lattice of submodules of a module, or more generally for any modular lattice.
    Lemma. Suppose $G$ is a group with subgroups $A$ and $C$. Suppose $B\triangleleft A$ and $D\triangleleft C$ are normal subgroups. Then there is an isomorphism of quotient groups:
       ${\frac {(A\cap C)B}{(A\cap D)B}}\cong {\frac {(A\cap C)D}{(B\cap C)D}}.$
This can be generalized to the case of a group with operators $(G,\Omega )$ with stable subgroups $A$ and $C$, the above statement being the case of $\Omega =G$ acting on itself by conjugation.
Zassenhaus proved this lemma specifically to give the most direct proof of the Schreier refinement theorem. The 'butterfly' becomes apparent when trying to draw the Hasse diagram of the various groups involved.
Zassenhaus' lemma for groups can be derived from a more general result known as Goursat's theorem stated in a Goursat variety (of which groups are an instance); however the group-specific modular law also needs to be used in the derivation.
# Pete Chilver

Peter William Chilver (19 October 1924 – 16 March 2008) was a British jazz guitarist and hotelier. Chilver is credited with having helped establish the electric guitar in Britain, encouraged by Trinidadian guitarist Lauderic Caton.

## Biography

Born in Windsor, Berkshire, England, Chilver learned to play the piano as a schoolboy before taking up the guitar. He left school at 16 to work as a draughtsman, but he formed a band to play on weekends at Skindles Hotel near Maidenhead Bridge. He became known as a performer during the Second World War, at first in Maidenhead and Slough, but then also in London with bands including those of Johnny Claes, Teddy Foster, and Jimmy Mesene. During this time Chilver also played with visiting American musicians serving in the military, such as John Lewis, Kenny Clarke, and Art Pepper.
In 1946, Chilver joined Ray Ellington, then Tito Burns, and during 1947 worked with Jack Jackson, George Shearing, and Stéphane Grappelli. By then, Chilver was one of the most prominent British bebop musicians. He played with Ted Heath and Ambrose and as a guest with the Skyrockets accompanied Benny Goodman. In 1949, he was with Ronnie Scott and Johnny Dankworth in Alan Dean's Beboppers.
In 1950, Chilver married Norma Domenico, the sister of Lydia MacDonald (a singer for Ted Heath), and ceased playing professionally. He moved to Scotland in that year and managed a hotel in North Berwick and also a jazz venue and restaurant in Edinburgh. He died in Edinburgh in 2008 at the age of 83.
# Mawine G. Diggs

Mawine G. Diggs (born c. 1982) is a Liberian administrator and minister. In 2020 she was appointed to be Liberia's minister of Commerce and Industry. On 26 July 2022 she made her country's 175th National Independence Day Oration.

## Life

Diggs was born in about 1982. When she was about seven she moved to America. Her father died in the Liberian Civil War. She attended high school in Libera but she returned to the United States for her tertiary education. Her first degree was in Environmental Policy which she obtained from Roanoke College in Virginia. Her master's degree was in Education from South Carolina's Clemson University.
In 2018 she was working for Wayne County Community College District in Michigan leading their eastern campus. She was responsible for 750 employees and a budget of $15m, when the new Liberian President George Weah appointed her to lead Liberia's National Commission on Higher Education as its director-general. She was the first woman to lead the commission since it was founded in 1989. The commission oversees the country's institutions that award degrees and they publish guidelines for these bodies.
She was appointed Acting and Deputy Minister and a Special Presidential Envoy until she was promoted to be a government minister in 2020. She was appointed by the President to lead Liberia's ministry of Commerce and Industry.
On 26 July 2022 she made the 175th National Independence Day Oration taking the theme of fostering unity. She encouraged critics to support the current administration. Liberia relies on doner funding and she encouraged those make these funds available to reduce the number of restrictions that are attached to such gifts.
# Trams in Subotica

The Subotica tram system was a tram system in Subotica, Serbia. It was in operation from 7 September 1897 to 2 April 1974.
The first tram line went from the Sombor gate to the present day NAP gas station in Mali Bajmok over Rudic street, follogin Korz to Lake Palić. One tram from the system remains to this day, at the corner of Rudić street.

## Origins

The Subotica tram, put into operation in 1897, ran on electricity from the start. While neighbouring cities' trams at this date were often still horse-drawn, this gave the Subotica system an advantage over municipalities including Belgrade, Novi Sad, Zagreb, and Szeged. Its existence was important to the citizens of Subotica, as well as tourists who came to visit.

## Demise

Many tram systems in the former Yugoslavia closed in the 1950s. Subotica's system met the same fate, though later. Bus transport was seen as a cheaper alternative, and removing tramlines a way to free up space for cars. So, on the second of April, 1974, at 17:40, the tram was discontinued.
John Hartley Williams wrote a poem about the line, the "Lament for the Subotica-Palić Tramway".

## Future plans

There have been some efforts to investigate the reintroduction of the tram to the city. The city itself lacks funds to rebuild a system, so funding would have to come from other sources. Plans envisage the construction of a system of a similar length to the original one. In the 2010s, the neighbouring city of Szeged started making pre-feasibility studies about a regional Tram-train system, that could be extended across the border to Subotica.
# Lodge Grass City Jail

The Lodge Grass City Jail, in Lodge Grass, Montana, was built in 1930. It was listed on the National Register of Historic Places in 1987.
It is a square poured concrete structure.
Also known as Old City Jail, it is located on an alley south of Third Avenue. The alley is parallel to, and in between, Main Street and Helen Street.
# Love number

The Love numbers (h, k, and l) are dimensionless parameters that measure the rigidity of a planetary body or other gravitating object, and the susceptibility of its shape to change in response to an external tidal potential.
In 1909, Augustus Edward Hough Love introduced the values h and k which characterize the overall elastic response of the Earth to the tides—Earth tides or body tides. Later, in 1912, Toshi Shida added a third Love number, l, which was needed to obtain a complete overall description of the solid Earth's response to the tides.

## Definitions

The Love number h is defined as the ratio of the body tide to the height of the static equilibrium tide; also defined as the vertical (radial) displacement or variation of the planet's elastic properties. In terms of the tide generating potential $V(\theta ,\phi )/g$, the displacement is $hV(\theta ,\phi )/g$ where $\theta$ is latitude, $\phi$ is east longitude and $g$ is acceleration due to gravity. For a hypothetical solid Earth $h=0$. For a liquid Earth, one would expect $h=1$. However, the deformation of the sphere causes the potential field to change, and thereby deform the sphere even more. The theoretical maximum is $h=2.5$. For the real Earth, $h$ lies between 0 and 1.
The Love number k is defined as the cubical dilation or the ratio of the additional potential (self-reactive force) produced by the deformation of the deforming potential. It can be represented as $kV(\theta ,\phi )/g$, where $k=0$ for a rigid body.
The Love number l represents the ratio of the horizontal (transverse) displacement of an element of mass of the planet's crust to that of the corresponding static ocean tide. In potential notation the transverse displacement is $l\nabla (V(\theta ,\phi ))/g$, where $\nabla$ is the horizontal gradient operator. As with h and k, $l=0$ for a rigid body.

## Values

According to Cartwright, "An elastic solid spheroid will yield to an external tide potential $U_{2}$ of spherical harmonic degree 2 by a surface tide $h_{2}U_{2}/g$ and the self-attraction of this tide will increase the external potential by $k_{2}U_{2}$." The magnitudes of the Love numbers depend on the rigidity and mass distribution of the spheroid. Love numbers $h_{n}$, $k_{n}$, and $l_{n}$ can also be calculated for higher orders of spherical harmonics.
For elastic Earth the Love numbers lie in the range: $0.616\leq h_{2}\leq 0.624$, $0.304\leq k_{2}\leq 0.312$ and $0.084\leq l_{2}\leq 0.088$.
For Earth's tides one can calculate the tilt factor as $1+k-h$ and the gravimetric factor as $1+h-(3/2)k$, where subscript two is assumed.
Neutron stars are thought to have high rigidity in the crust, and thus a low Love number: $0.05\leq k_{2}\leq 0.17$; isolated, nonrotating black holes in vacuum have vanishing Love numbers for all multipoles $k_{\ell }=0$. Measuring the Love numbers of compact objects in binary mergers is a key goal of gravitational-wave astronomy.