OpenLLM-France/wikimedia huggingface dataset:
# Apply Pressure

Apply Pressure is the fifth album from R-Swift. Rhyme Council Music Group alongside Central South Records released the project on June 25, 2013.

## Reception

Professional ratings :
| Review scores ||
| Source | Rating |
| Cross Rhythms | |
| Jesus Freak Hideout | |
| New Release Tuesday | |
Signaling in a four and a half star review by Jesus Freak Hideout, Kevin Hoskins responds, "The beats are hot, the rapping is tight, and the focus is Godly, making Apply Pressure a chance to be in the 'best rap album of the year' category." Mark Ryan, specifying for New Release Tuesday in a four and a half star review, recognizes, "The beats are superb, lyrical content may truly be life changing for some listeners and the heart of the artist is laid bare for all to see." Indicating in a nine out of ten review by Cross Rhythms, Steve Hayes replies, "If some albums are for the underground, 'Apply Pressure' has great commercial appeal and has the potential to reach where few Christian albums can."

## Charts

| Chart (2013) | Peak position |
| US Christian Albums (Billboard) | 46 |
| US Top Gospel Albums (Billboard) | 21 |
# Apply Some Pressure

"Apply Some Pressure" is a song by the English indie rock band Maxïmo Park. It was released as the second single from their first studio album, A Certain Trigger (2005), on 21 February 2005. The song was re-released in October 2005. The music was written by Duncan Lloyd and the lyrics by Paul Smith.
The song originally reached number 20 on the UK Singles Chart in February 2005 and later number 17 after its re-release. It was listed as the 352nd best song of the 2000s by Pitchfork. The song has been used in several video games such as SSX on Tour, Burnout Revenge, SingStar Rocks! and the PlayStation Portable version of Asphalt: Urban GT 2.

## Track listings
### 21 February 2005 release

* CD (WAP185CD):
* "Apply Some Pressure" (Radio Edit) – 2:45
* "Fear of Falling" – 2:36
* Maxi-CD (WAP185CDX):
* "Apply Some Pressure" – 3:20
* "The Coast Is Always Changing" – 3:19
* "Fear of Falling" – 2:36
* "I Want You to Leave" – 2:18
* 7" (7WAP185):
* "Apply Some Pressure" – 3:20
* "I Want You to Leave" – 2:18
* 10" (10WAP185X):
* "Apply Some Pressure" – 3:20
* "The Coast Is Always Changing" – 3:19
* "Fear of Falling" – 2:36
* "I Want You to Leave" – 2:18

### 31 October 2005 re-release

* CD (WAP198CD):
* "Apply Some Pressure" – 3:20
* "My Life in Reverse" – 3:20
* "Once, a Glimpse" (Original Demo Version) – 3:27
* 7" #1 (7WAP198, orange vinyl):
* "Apply Some Pressure" – 3:20
* "My Life in Reverse" – 3:20
* 7" #2 (7WAP198R, clear vinyl):
* "Apply Some Pressure" (Live in Japan) – 3:22
* "Isolation" (John Lennon cover) – 1:14
* 7" clear vinyl

## Mark Ronson cover

The song was re-worked by Mark Ronson for his album Version. The cover version features the Maxïmo Park singer Paul Smith on guest vocals. Smith recorded the vocals for Ronson after Ronson invited him to perform on the instrumental he had made based on the band's original.

## Charts

| Chart (2005) | Peak position |
| Scotland (OCC) | 15 |
| UK Indie (OCC) | 2 |
| UK Singles (OCC) | 17 |
# NOL

NOL may refer to:
* Narrow outside lane
* Naval Ordnance Laboratory
* Neptune Orient Lines
* Net operating loss
* New Orleans Union Passenger Terminal, Louisiana, United States; Amtrak station code NOL
# NOL4

Nucleolar protein 4 is a protein that in humans is encoded by the NOL4 gene.
# NOL1

Putative ribosomal RNA methyltransferase NOP2 is an enzyme that in humans is encoded by the NOP2 gene.
The protein encoded by this gene is a nucleolar antigen expressed in proliferating cells. It is not detectable in non-proliferating normal tissue but is detectable in many human tumors.
Overexpression of p120 leads to malignant transformation of 3T3 cells while treatment with antisense p120 mRNA causes the transformed cells to revert to their original non-malignant phenotype. The p120 protein displays a dramatic increase in expression at the G1/S transition suggesting that p120 regulates the cell cycle and nucleolar activity that is required for cell proliferation.

## Interactions

NOL1 has been shown to interact with MCRS1.
# Appleton, Tennessee

Appleton is an unincorporated community in Lawrence County, Tennessee, United States.
# Virginia Range

The Virginia Range is a mountain range of western Nevada, primarily within Storey County, and extending east into Lyon County. The range is named after James Finney, "Old Virginny", an early discoverer of gold associated with the Comstock Lode.$^{:5,13–14}$

## Geography

The mountain range forms a portion of the drainage divide between the Truckee River (north) and the Carson River (south). Truckee Meadows and the Washoe Valley are to the west, and the Lahontan Valley is to the east. It is associated with the Flowery Range.
Several paths lead into the Virginia Range. The highest peak is Mount Davidson at 7,864 feet (2,397 m), near Virginia City, Nevada. Other nearby peaks are Mount Bullion at 7,682 feet (2,341 m) and Ophir Hill at 7,782 feet (2,372 m).

## Flora

Jeffrey pine (Pinus jeffreyi) is the dominant species at higher elevations. Other trees in the range include the Single-leaf Pinyon Pine (Pinus monophylla) and Utah Juniper (Juniperus osteosperma).

## Mining history

For the notable 1860s silver strike and mining town in the Virginia Range, see:
* Comstock Lode
* Virginia City, Nevada
* Virginia City Historic District (Virginia City, Nevada)
* National Register of Historic Places in Storey County, Nevada
# Eileen Ramsay (author)

Eileen Ramsay (née Ainsworth; 16 December 1940 – 18 January 2023) was a British writer of romance novels. She wrote 18 books from 1985.

## Biography

Eileen Ainsworth was born in Ayrshire, Scotland on 16 December 1940. After graduating she went to teach in the United States for 18 years. She married Ian Ramsay, a Scottish scientist, and they had two children. They returned to Scotland, and after teaching for a few years she became a full-time writer.
Ramsay was elected the twenty-seventh chairman (2015–2017) of the Romantic Novelists' Association.
Ramsay died of pneumonia on 18 January 2023 at the age of 82.
# Virginia L. Miller

Virginia L. Miller is a microbiologist known for her work on studying the factors leading to disease caused by bacteria. Miller is an elected fellow of the American Academy of Microbiology (2003) and a former Pew Charitable Trust Biomedical Scholar (1989).

## Education and career

Miller has a B.A. from the University of California, Santa Barbara (1979). She earned her Ph.D. from Harvard University in 1985 where she worked on the expression of genes associated with Cholera toxin. Following her Ph.D., she was a postdoc at Stanford University. She moved to the University of California, Los Angeles in 1988 and earned tenure in 1994. She moved to Washington University in St. Louis in 1996, and then to the University of North Carolina at Chapel Hill in 2008. As of 2021, Miller is a professor of genetics, microbiology, and immunology at the University of North Carolina at Chapel Hill.

## Research

Miller is known for her research into bacterial pathogenesis, the factors leading to the onset of disease from specific species of bacteria. Her early research examined the synthesis of the cholera toxin by Vibrio cholerae and identified environmental signals that lead V. cholerae to express the proteins needed to make the cholera toxin. She went on to examine the mechanisms by which another bacteria pathogen - Yersinia pestis - enters cells and cause disease. She has also worked on how Salmonella and Klebsiella pneumoniae cause disease. In brief, she mostly worked in the areas of Microbiology, Yersinia enterocolitica and Virulence.

## Awards and honors

In 1989, Miller was named a Pew Scholar. In 2003, Miller was elected a fellow of the American Academy of Microbiology.

## Selected publications

* Miller, Virginia L.; Taylor, Ronald K.; Mekalanos, John J. (1987-01-30). "Cholera toxin transcriptional activator ToxR is a transmembrane DNA binding protein". Cell. 48 (2): 271–279. doi:10.1016/0092-8674(87)90430-2. ISSN 0092-8674. PMID 3802195. S2CID 28576010.
* Miller, V L; Mekalanos, J J (1988-06-01). "A novel suicide vector and its use in construction of insertion mutations: osmoregulation of outer membrane proteins and virulence determinants in Vibrio cholerae requires toxR". Journal of Bacteriology. 170 (6): 2575–2583. doi:10.1128/jb.170.6.2575-2583.1988. PMC 211174. PMID 2836362.
* Taylor, R. K.; Miller, V. L.; Furlong, D. B.; Mekalanos, J. J. (1987-05-01). "Use of phoA gene fusions to identify a pilus colonization factor coordinately regulated with cholera toxin". Proceedings of the National Academy of Sciences. 84 (9): 2833–2837. Bibcode:1987PNAS...84.2833T. doi:10.1073/pnas.84.9.2833. ISSN 0027-8424. PMC 304754. PMID 2883655.
# Visättra

Visättra (formerly Östra Flemingsberg) is a residential area in Flemingsberg in Huddinge municipality and included in the urban area of Stockholm.
59°13′01″N 17°57′10″E﻿ / ﻿59.2170°N 17.9529°E﻿ / 59.2170; 17.9529
* This article about a location in Stockholm County, Sweden is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
# Virbia mathani

Virbia mathani is a moth in the family Erebidae. It was described by Walter Rothschild in 1910. It is found in Colombia.
# Virovo

Virovo may refer to:
* Virovo, Demir Hisar, North Macedonia
* Virovo (Arilje), Serbia
# Einarr Hafliðason

Einar Hafliðason (medieval Icelandic Einarr Hafliðason), 15 September 1307 – 22 September 1393 was an Icelandic priest and author.

## Biography

He became a priest in 1334 with the benefice of Höskuldsstaðir á Skagaströnd and in 1343 the Archbishop of Nidaros granted him Breiðabólstaður í Vesturhópi, one of the best farms in the region, in what is now Vestur-Húnavatnssýsla, in Northern Iceland. Einarr held this benefice until his death. Einarr was one of the leading clerics in the diocese of Hólar, taking various official roles. He is best known, however, for his writing: he began the annal Lögmannsannáll, a chronicle which Einarr continued up to 1361, when it was taken over by someone else. He almost certainly composed Lárentius saga, a biography of Einarr's friend and teacher Lárentíus Kálfsson, sometime after 1346; and wrote or otherwise appeared in a number of official documents. In 1381, he also translated the miracle-story Atburðr á Finnmörk from Latin into Icelandic. Einar was thus a prominent member of the North Icelandic Benedictine School, and Laurentius saga is an important witness to the lives of its members.
Einar was the son of Hafliði Steinsson, who had been a priest of the Norwegian king, a ráðsmaðr (steward) at Hólar from 1292 to 1308 and finally the priest at Breiðabólstaður í Vesturhópi until his death in 1319; his mother was Hafliði's concubine Rannveig Gestsdóttir. Einar was sent to study with Lárentíus Kálfsson at the monastery of Þingeyri at the age of 10, later becoming a follower and secretary for Lárentíus. Too ill at the time to ordain Einarr, Lárentíus sent Einarr to the southern diocese of Skálholt for consecration there by Bishop Jón Halldórsson in 1332.
Einarr is also one of the few fourteenth-century Icelanders known to have travelled outside Scandinavia. According to his annals, in 1347 Einarr "geck ... af landi brott. ok for til paua gardz ok var j Auinione .ix. nætr. for vm Frankarike aftr ok fram. ok var j Paris. vm nockorn tima" ("went ... away from the land [Norway], and travelled to the papal court, and was in Avignon for nine nights, and travelled widely in France, and was in Paris for some time").
Einarr's son was Árni, a farmer at Auðbrekka í Hörgárdal, the father of Þorleifr Árnason.
# Vilandhai

Vilandhai is a village nearer to Andimadam in the Ariyalur district of Tamil Nadu, India. Vilandhai is divided into Vilandhai-North and Vilandhai-South.

## Etymology

The Bilva trees were surrounding the Lord Agatheswarar temple, so the place was called Vilandhai.

## Demographics

As per the 2001 census, Vilandhai-South had a total population of 9663 with 4855 males and 4808 females, while Vilandhai-North had a total population of 2012 with 1009 males and 1003 females.
The main occupation of the residents is weaving.
# Uneasy Money

Uneasy Money may refer to:
* Uneasy Money (novel), a 1916 novel by P. G. Wodehouse
* Uneasy Money (1918 film), an American silent romantic comedy film, based on the novel
* Uneasy Money (1926 film), a German silent film
# Energy field

Energy field may refer to:

## Pseudoscience

* Energy (esotericism), a term used by proponents and practitioner of various sesoteric forms of spirituality and alternative medicine
** Aura (paranormal), according to spiritual beliefs, a colored emanation said to enclose the sides of any animal or object
* Energy field disturbance, a pseudoscientific concept rooted in alternative medicine
* Torsion field (pseudoscience), a hypothetical source of energy with no current basis

## Science

* Force field (physics), a vector field that describes a non-contact force acting on a particle at various positions in space
** Electromagnetic field, a physical field produced by electrically charged objects
*** Electric field, a vector field surrounding an electric charge that exerts force on other charges
*** Magnetic field, a vector field that describes the magnetic influence of electrical currents and magnetized materials
** Gravitational field, a model used to explain the influence that a massive body extends into the space around itself
** Quantum field, a mechanical models of subatomic particles and quasiparticles in condensed matter physics
* Force field (technology), a barrier produced by something like energy
# Under the Carpet

Under the Carpet is a 2021 Nigerian romantic drama film written and directed by Tope Alake. The film stars Iyabo Ojo, Deyemi Okanlawon and Tana Adelana in the lead roles. The film was premiered on 7 March 2021 at the IMAX Cinema and had its theatrical release on 12 March 2021.

## Cast

* Iyabo Ojo as Tiana
* Deyemi Okanlawon
* Tana Adelana
* Femi Jacobs as Ayodeji Lawson
* Lydia Lawrence Nze
* Tosin Abiola
* Roxy Antak
* Moyinoluwa Olutayo
* Alabi Pasuma
# Pedalonina

Pedalonina is a genus of moths in the family Sesiidae.

## Species

* Pedalonina semimarginata Gaede, 1929
# Vriesea andreettae

Vriesea andreettae is a species of plant in the family Bromeliaceae. It is endemic to Ecuador. Its natural habitat is subtropical or tropical dry shrubland. It is threatened by habitat loss.
# Conseil scolaire Viamonde

The Conseil scolaire Viamonde (CSV) is a public-secular French first language school board, and manages elementary and secondary schools in the Ontario Peninsula and the Greater Golden Horseshoe. The school board operates 41 elementary schools and 16 secondary schools within that area. The school board operates two offices, one in Toronto, and one in Welland. The educational management office is located in the Maple Leaf neighbourhood of Toronto, whereas the business and financial management office is located in Welland.
The school board was formed in 1998 after several local school boards were amalgamated into the French-language Public District School Board No. 58. From 1999 to 2010, the school board was known as Conseil Scolaire de District du Centre-Sud-Ouest. CSV is one of four members of the Association des conseils scolaires des écoles publiques de l'Ontario (ACÉPO).

## History

The board was created 1 January 1998 when the Government of Ontario decided to amalgamate several secular French school boards in the Ontario Peninsula (an area made of Southwestern Ontario, and the Greater Golden Horseshoe). School boards that were amalgamated included:
| Secular French school boards merged into CSV | Number of schools operated in 1997 |
| Conseil des écoles françaises de la communauté urbaine de Toronto | 5 elementary schools 2 secondary schools |
| Conseil scolaire de Niagara Sud | 5 elementary schools 1 secondary school |
| Conseil de l'éducation du comté de Simcoe | 3 elementary schools 1 secondary school |
| Conseil de l'éducation de la ville de London | 1 elementary school 1 secondary school |
| Conseil de l'éducation du comté de Lambton | 1 elementary school 1 secondary school |
| Conseil de la ville de Hamilton | 1 secondary school |
Shortly after the merger, the school board changed its name from French-language Public District School Board No. 58 to Conseil scolaire du district du Centre-Sud-Ouest. The school board continued to operate as Centre-Sud-Ouest until November 15, 2010, when its name was changed to Conseil scolaire Viamonde.

## List of schools

CSV presently operates 41 elementary schools and 15 secondary schools throughout Southwestern Ontario and most of the Greater Golden Horseshoe. The area in which the school board operates and provides schooling for covers 68,180 km$^2$ of Ontario.
# KK Baltika

KK Baltika was an Estonian professional basketball club founded in 1989 and dissolved in 1998. The club played in the Estonian Korvpalli Meistriliiga.
The team played its home games at Kalev Sports Hall.

## History

Founded in 1989, the team was named after its title sponsor Baltika Group and competed in the Estonian Korvpalli Meistriliiga. Baltika reached the league finals in the 1993–94 KML season and the 1996–97 KML season but failed to win the title. In 1997, the team won the Estonian Basketball Cup, after defeating Tartu in the finals. Baltika pulled out of the Korvpalli Meistriliiga after the 1997–98 KML season and dissolved.
# KK Borac (disambiguation)

KK Borac may refer to following basketball clubs:
* KK Borac Čačak, based in Čačak, Serbia (1945–present)
* KK Borac Banja Luka, based in Banja Luka, Bosnia and Herzegovina:
** OKK Borac, founded in 2006 as OKK Borac and renamed to KK Borac in 2018.
** SKK Borac 1947, originally founded in 1947 as KK Borac, dissolute in 2006, and re-established in 2018 as SKK Borac.
* KK Borac Zemun, based in Belgrade, Serbia (2014–present)
* KK Borac Zvornik, based in Zvornik, Bosnia and Herzegovina
# Vescours

Vescours is a commune in the Ain department in eastern France.
# Mutinda

Mutinda is a Kenyan surname. Notable people with the surname include:
* Daniel Musyoka Mutinda, member of the National Assembly of Kenya
* David Mutinda Mutua (born 1992), Kenyan middle-distance runner
* Julius Mutinda (born 1956), Kenyan field hockey player
# Kaala, Guinea

Kaala is a town and sub-prefecture in the Dalaba Prefecture in the Mamou Region of western Guinea.
# WSTR

WSTR may refer to:
* WSTR (band), British pop punk band
* WSTR (FM) ("Star 94"), a radio station (94.1 FM) licensed to Smyrna, Georgia, United States
* WSTR-TV, MyNetworkTV's affiliate television station (channel 18, virtual 64) licensed to Cincinnati, Ohio, United States
# Constant phase element

In electronics, a constant phase element is an equivalent electrical circuit component that models the behaviour of a double layer, that is, an imperfect capacitor (see double-layer capacitance).
Constant phase elements are also used in equivalent circuit modeling and data fitting of electrochemical impedance spectroscopy data.
A constant phase element also currently appears in modeling the imperfect dielectrics' behavior. The generalization in the fields of imperfect electrical resistances, capacitances, and inductances leads to the general "phasance" concept: http://fr.scribd.com/doc/71923015/The-Phasance-Concept

## General equation

The electrical impedance can be calculated:
    $Z_{CPE}={\frac {1}{Y_{CPE}}}={\frac {1}{Q_{0}\omega ^{n}}}e^{-{\frac {\pi }{2}}ni}$
where the CPE admittance is: $Y_{CPE}=Q_{0}(\omega i)^{n}$ and Q$_0$ and n (0<n<1) are frequency independent.
Q$_0$ = 1/|Z| at ω = 1 rad/s
The constant phase is always −(90*n)°, with n from 0 to 1. The case n = 1 describes an ideal capacitor while the case n = 0 describes a pure resistor.
# Constant problem

In mathematics, the constant problem is the problem of deciding whether a given expression is equal to zero.

## The problem

This problem is also referred to as the identity problem or the method of zero estimates. It has no formal statement as such but refers to a general problem prevalent in transcendental number theory. Often proofs in transcendence theory are proofs by contradiction. Specifically, they use some auxiliary function to create an integer n ≥ 0, which is shown to satisfy n < 1. Clearly, this means that n must have the value zero, and so a contradiction arises if one can show that in fact n is not zero.
In many transcendence proofs, proving that n ≠ 0 is very difficult, and hence a lot of work has been done to develop methods that can be used to prove the non-vanishing of certain expressions. The sheer generality of the problem is what makes it difficult to prove general results or come up with general methods for attacking it. The number n that arises may involve integrals, limits, polynomials, other functions, and determinants of matrices.

## Results

In certain cases, algorithms or other methods exist for proving that a given expression is non-zero, or of showing that the problem is undecidable. For example, if x$_1$, ..., x$_n$ are real numbers, then there is an algorithm for deciding whether there are integers a$_1$, ..., a$_n$ such that
    $a_{1}x_{1}+\cdots +a_{n}x_{n}=0\,.$
If the expression we are interested in contains an oscillating function, such as the sine or cosine function, then it has been shown that the problem is undecidable, a result known as Richardson's theorem. In general, methods specific to the expression being studied are required to prove that it cannot be zero.