OpenLLM-France/wikimedia huggingface dataset:
# Velicham Akale

Velicham Akale is a 1975 Indian Malayalam film, directed by Crossbelt Mani and produced by S. Parameswaran. The film stars Sreelatha Namboothiri, Cochin Haneefa, Bahadoor and K. P. Ummer in the lead roles. The film has musical score by R. K. Shekhar.

## Cast

* Sreelatha Namboothiri
* Cochin Haneefa
* Bahadoor
* K. P. Ummer
* KPAC Sunny
* Rajakokila
* Ravi Menon
* Reena
* Surasu
* Vincent

## Soundtrack

The music was composed by R. K. Shekhar and the lyrics were written by Vayalar.
| No. | Song | Singers | Lyrics |
| 1 | "Enikku Daahikkunnu" | P. Susheela | Vayalar |
| 2 | "Janmabandhangal" | K. J. Yesudas | Vayalar |
| 3 | "Sapthami Chandrane" | P. Susheela, P. Jayachandran | Vayalar |
| 4 | "Vaarmudiyil" | K. J. Yesudas | Vayalar |
# Federal Party of Yugoslavs

The Federal Party of Yugoslavs (Serbian Cyrillic: Савезна странка Југословена, romanized: Savezna stranka Jugoslovena, abbr. SSJ), known initially as the Party of Yugoslavs (Serbo-Croatian Cyrillic: Странка Југословена, romanized: Stranka Jugoslovena, abbr. SJ) was a political party in Yugoslavia, and later in Serbia after the dissolution of Yugoslavia.

## History

The party was formed on 6 March 1990 in Zagreb under the name Party of Yugoslavs. Its first president was Ante Ercegović. The party advocated Yugoslavism, market reforms and a peaceful resolution to the Yugoslav crisis. Following the dissolution of Yugoslavia, the Serbian branch of the party continued to exist under the name Federal Party of Yugoslavs and was led by fiction writer Berislav Kosier.
In the 1990 election, the party won one seat. Its sole MP was journalist Mihajlo Kovač. The party supported Blažo Perović in the presidential election and won 1.14%. At this time, the party had links to the Workers' Party of Yugoslavia led by Milosav V. R. Jovanović who mailed a letter of support to the party's congress in Sarajevo in 1991.
In 1994 the party was one of the 19 parties that merged to form the Yugoslav Left. It left the Yugoslav Left on 25 August 1997 following its decision to dissolve all participating parties in favor of a unified program. Kosier later condemned the JUL's decision to support a coalition with the far-right Serbian Radical Party.
Berislav Kosier died in 2002. The party officially ceased to exist in Serbia on 19 April 2010.

## Prominent members

* Ante Ercegović
* Ante Popović
* Berislav Kosier
* Božidar Milosavljević
* Blaško Gabrić
* Emil Vlajki
* Stanislav Žitnik
# Weakly dependent random variables

In probability, weak dependence of random variables is a generalization of independence that is weaker than the concept of a martingale. A (time) sequence of random variables is weakly dependent if distinct portions of the sequence have a covariance that asymptotically decreases to 0 as the blocks are further separated in time. Weak dependence primarily appears as a technical condition in various probabilistic limit theorems.

## Formal definition

Fix a set S, a sequence of sets of measurable functions $\{{\mathcal {F}}_{d}\}_{d=1}^{\infty }\in \prod _{d=1}^{\infty }{\left(S^{d}\to \mathbb {R} \right)}$, a decreasing sequence $\{\theta _{\delta }\}_{\delta =1}^{\infty }\to 0$, and a function $\psi \in {\mathcal {F}}^{2}\times (\mathbb {Z} ^{+})^{2}\to \mathbb {R} ^{+}$. A sequence $\{X_{n}\}_{n=1}^{\infty }$ of random variables is $(\{{\mathcal {F}}_{d}\}_{d=1}^{\infty },\{\theta _{\delta }\}_{\delta },\psi )$-weakly dependent iff, for all $j_{1}\leq j_{2}\leq \dots \leq j_{d}<j_{d}+\delta \leq k_{1}\leq k_{2}\leq \dots \leq k_{e}$, for all $\phi \in {\mathcal {F}}_{d}$, and $\theta \in {\mathcal {F}}_{e}$, we have$^{:315}$
    $|\operatorname {Cov} {(\phi (X_{j_{1}},\dots ,X_{j_{d}}),\theta (X_{k_{1}},\dots ,X_{k_{e}}))}|\leq \psi (\phi ,\theta ,d,e)\theta _{\delta }$
Note that the covariance does not decay to 0 uniformly in d and e.$^{:9}$

## Common applications

Weak dependence is a sufficient weak condition that many natural instances of stochastic processes exhibit it.$^{:9}$ In particular, weak dependence is a natural condition for the ergodic theory of random functions.
A sufficient substitute for independence in the Lindeberg–Lévy central limit theorem is weak dependence.$^{:315}$ For this reason, specializations often appear in the probability literature on limit theorems.$^{:153–197}$ These include Withers' condition for strong mixing, Tran's "absolute regularity in the locally transitive sense," and Birkel's "asymptotic quadrant independence."
Weak dependence also functions as a substitute for strong mixing. Again, generalizations of the latter are specializations of the former; an example is Rosenblatt's mixing condition.
Other uses include a generalization of the Marcinkiewicz–Zygmund inequality and Rosenthal inequalities.$^{:314,319}$
Martingales are weakly dependent, so many results about martingales also hold true for weakly dependent sequences. An example is Bernstein's bound on higher moments, which can be relaxed to only require
    ${\begin{aligned}\operatorname {E} \left[X_{i}\mid X_{1},\dots ,X_{i-1}\right]&=0,\\\operatorname {E} \left[X_{i}^{2}\mid X_{1},\dots ,X_{i-1}\right]&\leq R_{i}\operatorname {E} \left[X_{i}^{2}\right],\\\operatorname {E} \left[X_{i}^{k}\mid X_{1},\dots ,X_{i-1}\right]&\leq {\tfrac {1}{2}}\operatorname {E} \left[X_{i}^{2}\mid X_{1},\dots ,X_{i-1}\right]L^{k-2}k!\end{aligned}}$
# Equinunk

Equinunk may refer to:
In Pennsylvania:
* Equinunk, Pennsylvania, a community in Wayne County
* Equinunk Creek, a tributary of the Delaware River
* Equinunk Historic District
* Camp Equinunk, in Honesdale
# Increase the Pressure

Professional ratings :
| Review scores ||
| Source | Rating |
| Allmusic | |
Increase the Pressure is the second album by the British punk rock band Conflict. It was released in 1984 by Mortarhate Records.

## Track listing

* "Increase the Pressure" – 1:58
* "Law and Order (Throughout the Land)" – 1:02
* "From Protest to Resistance" – 2:37
* "Tough Shit Mickey" – 2:42
* "Punk Inn'It?" – 1:19
* "As Others See Us" – 1:50
* "Cruise..." – 9:53
* "The Positive Junk" – 2:05
* "The System Maintains" – 2:35
* "Berkshire Cunt" - 2:43
* "The Guilt and the Glory" – 3:28
* ""Stop the City"" – 1:25
* "One Nation Under the Bomb" – 2:07
* "Blind Attack" – 1:52
* "Vietnam Serenade" – 0:58
* "Blood Morons" – 1:47
* "Exploitation" – 2:10
* "Whichever Way You Want It" – 4:40
The first part is a studio recording, but from track eight to eighteen, it is a live recording made at the Brixton Ace, on 8 October 1983.
# Western Park

Western Park is the name of various areas worldwide:
* Western Park, Beijing, a former imperial park now divided into the public Beihai Park and government Zhongnanhai compound
* Western Park, Auckland, a park in Auckland, New Zealand
* Western Park, Leicester, a park in the English city of Leicester
* Western Park Warragul, a recreation reserve in the West Gippsland town of Warragul, Victoria, Australia
* Sun Yat Sen Memorial Park, formerly called Western Park, a park in Sai Ying Pun, Victoria City, Hong Kong
* Western Park, Oak Cliff, a small neighborhood in the Oak Cliff area of Dallas, Texas, United States
* Five Sisters Park, also known as the Western Park, an urban park in Warsaw, Poland
# Xousse

Xousse is a commune in the Meurthe-et-Moselle department in north-eastern France.
# Upchurch Pottery

Upchurch Pottery was a pottery business established in 1909 in Upchurch, Kent, by the Wakely brothers.
Most of the clay used in production was taken from what is now called Springbank Farm in Poot Lane Upchurch.
In the mid-1930s it was bought by Alice Buxton Winnicott and here she manufactured her Claverdon tableware, named after her birthplace and sold in Heal's, on the Tottenham Court Road, London. The pottery closed in 1963.
# Thomas Strangways

Thomas Strangways may refer to:
* Thomas Strangways (1643–1713), Member of Parliament for Poole and for Dorset
* Thomas Strangways (died 1726), Member of Parliament for Bridport and for Dorset
* Thomas Bewes Strangways (1809–1859), explorer
# Wing Lake

Wing Lake is a reservoir in Washington County in the U.S. state of Missouri.
Wing Lake was so named on account of its outline having the form of a wing.
# Weakly contractible

In mathematics, a topological space is said to be weakly contractible if all of its homotopy groups are trivial.

## Property

It follows from Whitehead's Theorem that if a CW-complex is weakly contractible then it is contractible.

## Example

Define $S^{\infty }$ to be the inductive limit of the spheres $S^{n},n\geq 1$. Then this space is weakly contractible. Since $S^{\infty }$ is moreover a CW-complex, it is also contractible. See Contractibility of unit sphere in Hilbert space for more.
The Long Line is an example of a space which is weakly contractible, but not contractible. This does not contradict Whitehead theorem since the Long Line does not have the homotopy type of a CW-complex. Another prominent example for this phenomenon is the Warsaw circle.
# Quadrella

Quadrella may refer to:
* Quadrella (crab), a genus of crabs in the family Trapeziidae
* Quadrella (plant), a genus of plants in the family Capparaceae
# Dave Vankoughnett

Dave Vankoughnett (born April 1, 1966) is a former professional Canadian football offensive lineman who played eleven seasons in the Canadian Football League.
# Võ Thành Sơn

Võ Thành Sơn (born 20 April 1948) is a Vietnamese former footballer who played as a striker.

## Career

Võ played for the Vietnam national football team and was regarded as one of the best Vietnamese strikers during the 1970s.
# Bees Make Honey

Bees Make Honey may refer to:
* Bees Make Honey (band), British band
* Bees Make Honey (film), 2017 British film
# Doing business

Doing Business may refer to:
* Doing business as (DBA), a legal term
* Doing Business Report, World Bank Group's yearly study of private sector development
# Farmers Security Bank

Farmers Security Bank, also known as the First Bank Building, is a historic bank building located at South Bend, St. Joseph County, Indiana. It was built in 1915, and is a six-story, Commercial style dark brown brick building with terra cotta trim. It has a two-story rectangular plan, which forms an "H" on the four upper stories.$^{:25–26}$
It was listed on the National Register of Historic Places in 1985. It is located in the West Washington Historic District.
# Thomas Straw

Thomas Straw (1 September 1870 – 8 September 1959) was an English first-class cricketer. A right-handed batsman born in Hucknall Torkard, Nottinghamshire, he kept wicket for Worcestershire County Cricket Club in their early years of first-class cricket. He was a poor batsman, with a top score of just 32 in his 94 innings, and went in at or near the bottom of the order.
Straw made his debut on 4 May 1899 in Worcestershire's very first first-class match, against Yorkshire at New Road. He batted at number 11, making 9 and nought, and claimed no victims in Yorkshire's first innings, although he did get off the mark in the second with a notable scalp when he held a catch to dismiss David Denton off the bowling of George Wilson.
In his 13 matches during the 1899 season, Straw held 29 catches and made one stumping, the latter against Oxford University. For the next two seasons he remained an integral part of the Worcestershire side, claiming a total of 90 dismissals in those two summers; however, he was replaced by George Gaukrodger for the 1902 season. Straw returned to the side for a single game against Oxford University in 1903, but was otherwise absent from the team for several years.
In May 1907, he made a return to the Worcestershire side against Hampshire, although only 58 overs of play were possible in the game and he did not get a mention on the scorecard. Later that same year, in August, he played four more matches, the last of these against Surrey at New Road. Straw's final victim in first-class cricket was Jack Hobbs, caught for 2 off the bowling of John Cuffe.
In the whole history of first-class cricket (prior to 2012) there have been only 23 instances of a batsman being dismissed for obstructing the field, but it happened to Straw on two occasions, in 1899 and 1901, both times against Warwickshire.
Straw died in the place of his birth a week after his 89th birthday.
# Claudia Cockburn

Claudia Cockburn Flanders, OBE (11 February 1933 – 25 June 1998) was an American-British disability activist who spent much of her working life in the United Kingdom.
Her parents were Claud Cockburn, a journalist, and Hope Hale Davis. She married singer-songwriter Michael Flanders in 1959. Her stepmother, by her father's remarriage, was Jean Ross, the reported inspiration for Christopher Isherwood's iconic character Sally Bowles. Through her father, she was the half-sister of mystery writer Sarah Caudwell, Ross's daughter, Irish journalists Alexander, Andrew and Patrick Cockburn, and paternal aunt of actress Olivia Wilde (née Cockburn), including Wilde's siblings. Through her mother, she was the half-sister of the American writer Lydia Davis.
In 1987, Flanders formed Tripscope, an organisation to help disabled people with transportation difficulties. She created the post of adviser on disability to the National Bus Company (UK) in the 1970s and served for many years on the national Joint Committee on Mobility for Disabled People and the Department of Transport Advisory Committee on Disability in the UK. She was awarded an OBE in 1981 for her services to disabled people.

## Death

She died in London on 25 June 1998, aged 65. Her daughters are the journalists Laura and Stephanie Flanders.
In 1999, a special award for improved accessibility for UK buses operators was started in her memory under the UK Bus Awards.
# Chihaku ferry

The Chihaku ferry (稚泊連絡船, Chihaku renrakusen) or (稚泊航路 Chihaku kōro) was a ferry service in operation from 1923 to 1945 between Wakkanai in north Hokkaidō, Japan and Ōdomari, now Korsakov, in what was then Karafuto Prefecture, South Sakhalin. In November 1922, the Ministry of Railways extended the Sōya Main Line to Wakkanai Station (today's Minami-Wakkanai Station). The following May, at the behest of public and private enterprise in Hokkaidō and Karafuto, the Chihaku railway connection ferry service began operations. By the time the service was abandoned in the final days of the war in August 1945, it had ferried 2,840,000 passengers. In November 1970, a monument was erected near the North Breakwater Dome in Wakkanai in its honour. Vessels on the route included the icebreakers Aniwa Maru (亜庭丸), named after Aniva Bay, from 1927, and Sōya Maru (宗谷丸), named after the Sōya Straits, from 1932.
# Bal Phondke

Bal Phondke (born 22 April 1939) is the pen name of Dr Gajanan Phondke, a leading Marathi writer of science literature (fiction and non-fiction). He is credited in part to have started the science fiction genre of writing in Marathi literature. Alongside Dr. Jayant Narlikar's science fiction work Baal Phondke's works had a cult following in a generation of readers in Maharashtra.
He worked as a nuclear biologist at the Bhabha Atomic Research Centre from 1962 to 1983. From 1983 to 1989, he was with the Times of India, serving as the Editor of Science Today magazine and also as the science editor of The Times of India broadsheet.
He later served as the editor-in-chief of Science Reporter, as well as director of the Publications and Information Directorate of CSIR (Council of Scientific and Industrial Research), retiring in 1999.
After retirement, he served as a guide for various universities and also wrote science articles for several publications.
Bal Phondke has also published books on fun with mathematics.
# Vedam

Vedam may refer to:
* Singular form of Vedas in some South Indian languages
* Vedam Jaishankar, cricket correspondent
* Vedam Venkataraya Sastry (1853–1929), Sanskrit and Telugu poet, critic and dramatist
* Vedham Pudhithu Kannan, Indian film director, writer and producer in Tamil cinema
* Vedham, a 2001 Indian film
* Vedam (film), a 2010 Indian Telugu-language film
# Diogo Hubner

Diogo Kent Hubner (born 30 January 1983) is a Brazilian handball player for São Caetano and the Brazilian national team.

## Titles

* Pan American Men's Club Handball Championship:
** 2014, 2017
* South and Central American Men's Club Handball Championship:
** 2021
# Thomas Sewall

Thomas Sewall (April 16, 1786 – April 10, 1845) was an American physician, writer and academic. He gained notoriety for being convicted of body snatching, and later went on to become a professor.

## Early life

Thomas Sewall was on April 16, 1786, in Hallowell, Maine. In August 1812, he graduated from Harvard Medical School and began practicing medicine.

## Career

Sewall commenced his medical practice in Ipswich, Massachusetts. In 1819, he was arrested, charged, and found guilty of multiple counts of body snatching in Ipswich. Forced to leave the state, he moved to Washington, D.C. around 1820 to re-establish his career. In 1821, Sewall was appointed a professor of anatomy and physiology, as well as doctor at Columbian College (which later became George Washington University). In 1825, the college began its operations and he remained with the college until his death.
In 1828, Sewall became a professor of religion and joined the Methodist Episcopal Church. In 1834, Sewall served as manager of the American Colonization Society. In May 1841, Sewall was appointed by President John Tyler as inspector of the Penitentiary in Washington, D.C.
Sewell is remembered today for his eight graphic drawings of "alcohol diseased stomachs". Colored lithographs of these were made and widely distributed to promote teetotalism and the temperance movement. He was also an opponent of phrenology, the pseudo-science of studying the size and shape of peoples' heads.

## Personal life

Sewall married Mary Choate, sister of Rufus Choate from Massachusetts. They had at least one son, Thomas Sewall. Thomas Sewall was a Methodist reverend of Brooklyn and Baltimore.
Sewall died on April 10, 1845, at his house in Washington, D.C. He was buried at Oak Hill Cemetery in Washington, D.C.
# Big Top (album)

Big Top is the second album by American jazz drummer Whit Dickey, which was recorded in 1999 and released on Wobbly Rail, a short-lived imprint started by Merge Records/Superchunk principal Mac McCaughan. For this record, Dickey expanded to a quartet consisting of the trio with whom he recorded Transonic, with the addition of guitarist Joe Morris. They played Eric Dolphy composition "The Prophet", from the album At the Five Spot, and Thelonious Monk's "Skippy".

## Reception

Professional ratings :
| Review scores ||
| Source | Rating |
| The Penguin Guide to Jazz | |
The Penguin Guide to Jazz notes that "the leader can sound hyperactive and unreflective, but there is no mistaking the power of his playing." The JazzTimes review by Peter Margasak states "With Brown's alto saxophone imbued with melancholia, his upper register peregrinations full of piercing sobs, and Morris peeling off skeins of tunefully cascading notes, the rhythm section caresses and prods things along with constant shape-shifting; in particular, Dickey's gentle cymbal play is a marvel of coloristic and rhythmic variety."

## Track listing

    All compositions by Whit Dickey except as indicated
* "Big Top" – 7:58
* "The Prophet" (Eric Dolphy) – 11:22
* "Skippy" (Thelonious Monk) – 9:53
* "The Inmortals" – 23:20

## Personnel

* Whit Dickey – drums
* Joe Morris - guitar
* Chris Lightcap – bass
* Rob Brown – alto sax, tenor sax, flute
# Chihara polynomials

In mathematics, Chihara polynomials may refer to one of the families of orthogonal polynomials studied by Theodore Seio Chihara, including
* Al-Salam–Chihara polynomials
* Brenke–Chihara polynomials
* Chihara–Ismail polynomials
# Queen Anne's County Courthouse

The Queen Anne's County Courthouse is the oldest courthouse still in use in the state of Maryland. The building houses the judge for the Queen Anne's County Circuit Court, the judge's chambers, a courtroom, a jurors' assembly room, clerks offices and a small detention lock-up.

## History

The courthouse was authorized by acts of the Maryland General Assembly after the removal of the county seat from Queenstown to Chester Mills and then Centreville. It was erected between 1791 and 1796 on land purchased from Elizabeth Nicholson from her portion of the Chesterfield Estate, the estate of her grandfather, William Sweatman.
# Eremas

Eremas is a genus of moths belonging to the subfamily Tortricinae of the family Tortricidae.

## Species

* Eremas leucotrigona Turner, 1945
# Bainchan

Bainchan is a very small village in the Hoshiarpur District in the Indian state of Punjab.
# Winchester's Military Museums

Winchester's Military Museums are a group of six independent and related regimental museums in Peninsula Barracks and Lower Barracks in Winchester, Hampshire.
The museums are:
* HorsePower: The Museum of the King's Royal Hussars
* Royal Hampshire Regiment Museum in Serle's House
* Royal Green Jackets (Rifles) Museum
* The Gurkha Museum
* Museum of the Adjutant General's Corps also known as The Adjutant General's Corps (AGC) Museum
* The Rifles Museum
# Bicavernaria henicodes

Bicavernaria henicodes is a species of moth of the family Tortricidae. It is found in Peru.
# Drasteria tejonica

Drasteria tejonica is a moth of the family Erebidae. It has been recorded from California, Arizona, Colorado, Utah and New Mexico.
The wingspan is 30–36 mm.
# Thecideidae

Thecideidae is a family of brachiopods belonging to the order Thecideida.

## Genera

Genera:
* Ancorellina Mancenido & Damborenea, 1991
* Backhausina
* Danella Pajaud, 1966
* Eolacazella
* Eudesella Munier-Chalmas, 1881
* Glazewskia
* Konstantia
* Lacazella Munier-Chalmas, 1880
* Mimikonstantia Baker & Elston, 1984
* Neothecidella Pajaud, 1970
* Ospreyella Lüter & Wörheide, 2003
* PajaudinaLogan, 1998
* Parabifolium Pajaud, 1966
* Parathecidea Backhaus, 1959
* Praelacazella Smirnova, 1969
* Protolacazella Baker, 2005
* Thecidanella Ceccolini, Cianferoni, 2022
* Thecidea Defrance, 1822
* Thecidella Oehlert, 1887
* Thecidella Thomson, 1915
* Thecidiopsis Oehlert, 1887
* Vermiculothecidea