OpenLLM-France/wikimedia huggingface dataset:
# The Best of Jim Reeves Volume III

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
| The Virgin Encyclopedia of Country Music | |
The Best of Jim Reeves Volume III is a compilation album by Jim Reeves, released in 1969 on RCA Victor.

## Charts

| Chart (1969) | Peak position |
| US Top Country Albums (Billboard) | 12 |
# Isopropanol dehydrogenase (NADP+)

In enzymology, an isopropanol dehydrogenase (NADP$^+$) (EC 1.1.1.80) is an enzyme that catalyzes the chemical reaction
    propan-2-ol + NADP$^+$ $\rightleftharpoons$ acetone + NADPH + H$^+$
Thus, the two substrates of this enzyme are propan-2-ol and NADP$^+$, whereas its 3 products are acetone, NADPH, and H$^+$.
This enzyme belongs to the family of oxidoreductases, specifically those acting on the CH-OH group of donor with NAD$^+$ or NADP$^+$ as acceptor. The systematic name of this enzyme class is propan-2-ol:NADP$^+$ oxidoreductase. This enzyme is also called isopropanol dehydrogenase (NADP$^+$). This enzyme participates in propanoate metabolism.
# The B-Sides (band)

The B-Sides are a rock band formed in 2000 in Chapel Hill, North Carolina. Noah Smith, the vocalist formed the band at the School of the Arts in Winston-Salem, North Carolina recruiting fellow guitarist Ari Picker and keyboardist Travis Horton.
Smith's mother knew Ken Mosher, formerly of the Squirrel Nut Zippers, who recorded the band and joined as a bassist. Eric Kuhn joined the band as the drummer. They recorded an EP Two Beautiful Beaches and then released an album Yes Indeed the B-Sides Quite in 2001 which was reviewed in Billboard Magazine.
By the end of 2002, Mosher, Kuhn, and Horton had left the band being replaced by brothers Jonny and Joah Tunnell, formerly of the band Vibrant Green, on bass and drums, respectively. The new lineup quickly changed their name to The Never. Picker has since gone on to form the band Lost in the Trees, signed to ANTI-Records.

## Discography

* Two Beautiful Beaches EP 2001
* Yes Indeed the B-Sides Quite 2001
# Isoschizomer

Isoschizomers are pairs of restriction enzymes specific to the same recognition sequence. For example, SphI (CGTAC/G) and BbuI (CGTAC/G) are isoschizomers of each other. The first enzyme discovered which recognizes a given sequence is known as the prototype; all subsequently identified enzymes that recognize that sequence are isoschizomers. Isoschizomers are isolated from different strains of bacteria and therefore may require different reaction conditions.
In some cases, only one out of a pair of isoschizomers can recognize both the methylated as well as unmethylated forms of restriction sites. In contrast, the other restriction enzyme can recognize only the unmethylated form of the restriction site. This property of some isoschizomers allows identification of methylation state of the restriction site while isolating it from a bacterial strain. For example, the restriction enzymes HpaII and MspI are isoschizomers, as they both recognize the sequence 5'-CCGG-3' when it is unmethylated. But when the second C of the sequence is methylated, only MspI can recognize it while HpaII cannot.
An enzyme that recognizes the same sequence but cuts it differently is a neoschizomer. Neoschizomers are a specific type (subset) of isoschizomer. For example, SmaI (CCC/GGG) and XmaI (C/CCGGG) are neoschizomers of each other. Similarly KpnI (GGTAC/C) and Acc65I (G/GTACC) are neoschizomers of each other. An enzyme that recognizes a slightly different sequence, but produces the same ends is an isocaudomer.
# The Ambitious Statesman

The Ambitious Statesman; Or, The Loyal Favourite is a 1679 tragedy by the English writer John Crowne. It was originally staged by the King's Company at the Theatre Royal, Drury Lane in London. The original cast is unknown except for Joseph Haines who played La Marre, and also spoke the epilogue.

## Characters

* Charles, King of France
* The Dauphin
* The Constable of France
* The Duke of Vendosme
* Count Brisas
* Count La Force
* La Marre
* Mademoiselle De Guise
* La Guard
# It Remains to Be Seen

It Remains to Be Seen is a single-movement composition for orchestra by the American composer Nico Muhly. The work was commissioned by the Boston University Tanglewood Institute for their 40th Anniversary Gala Concert. It was premiered in July 2006 by the BUTI orchestra under the conductor James Gaffigan.

## Composition

It Remains to Be Seen has a duration of roughly 11 minutes and is composed in a single movement. Muhly described the inspiration for the piece in the score program notes, writing:
   The piece begins with a chord identical to the one at the end of Stravinsky's Firebird suite and proceeds into a series of charged nocturnal episodes. I wanted to treat the feeling of having just heard music, and being expected to make one's own – referencing the experience of leaving a BSO concert at the shed, walking back to BUTI on a curvy back road, arguing about music in pairs and threes, and at the sign of bright headlights from behind, reorganizing in single file as a car filled with happy concert-goers speeds by. The piece is a nine-minute navigation of an excited, occasionally illuminated, dark road filled with arguing, cars, fragments of remembered music, and a constant, propulsive pulse.

### Instrumentation

The work is scored for an orchestra comprising piccolo, three flutes, two oboes, English horn, two clarinets, bass clarinet, two bassoons, contrabassoon, four horns, four trumpets, two trombones, bass trombone, tuba, timpani, four percussionists (glockenspiel, two octaves of crotales, marimba, vibraphone, sandpaper blocks, bass drum, crash cymbals, tambourine, large tam-tam, tenor drum, triangle, wood block), two harps, piano, strings.

## Reception

Will Robin of NewMusicBox called the piece "a lovely, loving orchestral work that pays tribute to his wistful nighttime walk from the Tanglewood main grounds back to West Campus following a concert."
# Splachnidiaceae

Splachnidiaceae is a family of brown algae in the order Scytothamnales.
# Painteria

Painteria is a genus of flowering plants in the family Fabaceae. It includes two species of shrubs or small trees native to Mexico. Typical habitats include desert grassland and shrubland (matorral) on the Mexican Plateau, and in the lowlands of Tamaulipas in northeastern Mexico. It belongs to the mimosoid clade of the subfamily Caesalpinioideae.
Species include:
* Painteria elachistophylla (A.Gray ex S.Watson) Britton & Rose
* Painteria leptophylla (Rose) Britton & Rose
# Holy Trinity, Alabama

Holy Trinity is an unincorporated community in Russell County, Alabama, United States. It is about 20 miles south of Columbus, Georgia, on State Route 165 and is the location of Apalachicola Fort Site, a National Historic Landmark.

## Features

The Catholic religious institutes of the Missionary Servants of the Most Holy Trinity (priests and Brothers) and the Missionary Servants of the Most Blessed Trinity (Sisters) were founded in Holy Trinity in 1928. It is also home to Saint Joseph Parish and the Blessed Trinity Shrine, a retreat center.
A post office was located in the community, but it has been closed.
# Schmidt net

The Schmidt net is a manual drafting method for the Lambert azimuthal equal-area projection using graph paper. It results in one lateral hemisphere of the Earth with the grid of parallels and meridians. The method is common in geoscience.

## Construction

In the figure, the area-preserving property of the projection can be seen by comparing a grid sector near the center of the net with one at the far right of the net. The two sectors have the same area on the sphere and the same area on the disk. The angle-distorting property can be seen by examining the grid lines; most of them do not intersect at right angles on the Schmidt net. A single Schmidt net can only represent one hemisphere of the earth; typically a pair of Schmidt nets is used to represent both sides of the globe.
It is relatively simple to re-plot a gridded map of the world onto a Schmidt net if the azimuth is chosen to be the junction of the equator with any particular meridian from the world-map's grid. Each grid square surrounding this chosen longitude is simply re-plotted into the corresponding distorted grid-square in the Schmidt net. Points of latitude-longitude can be plotted relative to the azimuth's longitude, interpolating between grid lines in the Schmidt net. For greater accuracy, it is helpful to have a net with finer spacing than 10°; spacings of 2° are common.
The Schmidt net is not an appropriate grid for representing the Earth's northern or southern hemisphere (because the lines would not correspond to meridians or parallels in such a projection). However, it can be used as a scalar measuring device for projecting latitude-longitude points onto a blank circle of the same size, to produce a Lambert equal-area projection with the azimuth at the north or south pole. The intersection of the parallels with the outer circle can be used as a de facto protractor for plotting a point's longitude as the angle in the polar projection. The Schmidt net's horizontal axis can then be used as a scalar measuring device to convert the point's latitude (relative to the pole) into a radial distance from the centre of the circle. Alternatively, the Schmidt net could be replaced entirely with a correctly projected polar grid, and grid squares from a map re-drawn into this disc.

## Use

Researchers in structural geology use the Lambert azimuthal projection to plot lineation and foliation in rocks, slickensides in faults, and other linear and planar features. In this context the projection is called the equal-area hemispherical projection. The Schmidt net is often used to sketch out the Lambert azimuthal projection for these purposes. Conversely, the Wulff net ("equal-angle projection") is used to plot crystallographic axes and faces.

## Sources

* Borradaile, Graham J. (2003). Statistics of Earth science data. Berlin: Springer-Verlag. ISBN 3-540-43603-0.
* Hobbs, Bruce E., Means, Winthrop D., and Williams, Paul F. (1976). An outline of structural geology. New York: John Wiley & Sons, Inc. ISBN 0-471-40156-0.{{cite book}}: CS1 maint: multiple names: authors list (link)
* Ramsay, John G. (1967). Folding and fracturing of rocks. New York: McGraw-Hill.
# Ludvík Vyhnanovský

Ludvík Vyhnanovský (1927-2010) was a male Czech international table tennis player.

## Table tennis career

He won seven World Table Tennis Championship medals from 1953 to 1959. He won four team event medals, two men's doubles titles with Václav Tereba and Ladislav Štípek and one mixed doubles title with Helen Elliot. Ludvik was 10 times Champion of Czechoslovakia.

## Personal life

In 2005 he received the Czech S.C.I. Award.
# Satta Doom

Satta Doom (fl. late 16th to early 17th century), also spelt as Satta Dum, was a drummer and author of eight verses found within the Guru Granth Sahib.

## Biography

He was born a Muslim in a Doom-Mirasi family. He started playing music for the Sikhs during the guruship of Guru Angad. He was a drummer whilst his brother, Balvand Rai, was a rababi (rebec player). Some sources describe him as a rababi, like his brother, rather than a drummer. Other sources do not ascribe a brotherly blood relation between Satta Doom and Balvand Rai. They would play kirtan at the Sikh gurus' durbar (court). At some point, him and his brother abandoned the company and employment of the Guru but returned after facing hardships, where they were forgiven. They then wrote hymns for penance for their past mistakes, which would form part of the Adi Granth. The compositions he co-composed with his brother Balvand can be found on pages 966–968 of the Guru Granth Sahib under the title of Ramkali ki Vaar Rai Balwand tatta Satte doom akhi.
In his hymns, he emphasized the continuity of the guruship from Nanak to Angad, referring to the latter as having been sat on the takht (throne) of Nanak. It further praises the first five gurus of the Sikhs.
# Scaled particle theory

The Scaled Particle Theory (SPT) is an equilibrium theory of hard-sphere fluids which gives an approximate expression for the equation of state of hard-sphere mixtures and for their thermodynamic properties such as the surface tension.

## One-component case

Consider the one-component homogeneous hard-sphere fluid with molecule radius $R$. To obtain its equation of state in the form $p=p(\rho ,T)$ (where $p$ is the pressure, $\rho$ is the density of the fluid and $T$ is the temperature) one can find the expression for the chemical potential $\mu$ and then use the Gibbs–Duhem equation to express $p$ as a function of $\rho$.
The chemical potential of the fluid can be written as a sum of an ideal-gas contribution and an excess part: $\mu =\mu _{id}+\mu _{ex}$. The excess chemical potential is equivalent to the reversible work of inserting an additional molecule into the fluid. Note that inserting a spherical particle of radius $R_{0}$ is equivalent to creating a cavity of radius $R_{0}+R$ in the hard-sphere fluid. The SPT theory gives an approximate expression for this work $W(R_{0})$. In case of inserting a molecule $(R_{0}=R)$ it is
    ${\frac {\mu _{ex}}{kT}}={\frac {W(R)}{kT}}=-\ln(1-\eta )+{\frac {6\eta }{1-\eta }}+{\frac {9\eta ^{2}}{2(1-\eta )^{2}}}+{\frac {p\eta }{kT\rho }}$,
where $\eta \equiv {\frac {4}{3}}\pi R^{3}\rho$ is the packing fraction, $k$ is the Boltzmann constant.
This leads to the equation of state
    ${\frac {p}{kT\rho }}={\frac {1+\eta +\eta ^{2}}{(1-\eta )^{3}}}$
which is equivalent to the compressibility equation of state of the Percus-Yevick theory.
# Sağpazar, Bayat

Sağpazar is a village in the Bayat District of Çorum Province in Turkey. Its population is 137 (2022).
# Schinia florida

Schinia florida, the primrose moth, is a moth of the family Noctuidae described by Achille Guenée in 1852. Its range includes most of temperate North America aside from the west coast.
Adults have a pink head and pale yellow to creamy white thorax and abdomen. The forewings are pink with pale yellow markings. The hindwings are creamy white. The wingspan is about 30 mm.
Eggs are laid on the flower buds of evening-primroses (Oenothera spp.), which are the larval host plants. Eggs hatch 4–5 days after being laid. Larvae go through five instars before burrowing into the ground to pupate and overwinter.
There is one generation per year, with the adult flight period timed to coincide with the bud development of its larval host plants. Adults are nocturnal, and often rest in the flowers of evening-primroses during the day.
# Scared Straight (album)

Scared Straight is an album by the American band New Bomb Turks, released in 1996. It was the band's first album to be released in Canada. New Bomb Turks promoted the album with a North American tour.

## Production

Produced by the band, the album was recorded at 609 Recording, in Cleveland; New Bomb Turks had more time to spend in the studio. The band added keyboards, piano, and horns to some of the album's tracks. The lyrics were written by singer Eric Davidson, who took care to contrast the raucous music with reflective or ironic lines.

## Critical reception

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
| Daily Breeze | |
| The Encyclopedia of Popular Music | |
| Entertainment Weekly | A− |
| MusicHound Rock: The Essential Album Guide | |
Entertainment Weekly wrote that "the New Bomb Turks really are special—and smart enough to know that throwing a bit of Stonesy raunch into their post-hardcore mix on Scared Straight is no crime." The Austin Chronicle concluded that, "though all [their songs] boil with ripened punk-rock pugnaciousness, the ones that really get you going are the ones that make fists clench and pulses race." The Chicago Tribune called the album "pure, breakneck rock 'n' roll."
The Cleveland Scene determined that Scared Straight "comes off like Rocket From the Crypt backing Iggy Pop—horns and organ temper the rugged guitar workouts with distorted doses of rock and roll soul." The Austin American-Statesman noted that "the New Bomb Turks are obviously into the 1960s-biker-clamdiggers-dancing-on-tabletops-boys-with-big-greasy-hair thing, but they do it one better, with a miraculously fat guitar tone and tight arrangements." The Columbus Dispatch thought that "the manic, rockabilly-tinged rocker 'Professional Againster' and the fuzz-guitar blast of 'Jukebox Lean' are reminiscent of the Stooges' '1969'."
AllMusic wrote that "the Turks' revivalism would be tiring if it wasn't for their amateurish enthusiasm and their goofy, off-the-wall sense of humor."
# Scheimpflug

Scheimpflug may refer to:
* Scheimpflug principle
* Lotte Scheimpflug, luger
* Theodor Scheimpflug, Austrian photographer
# Sawat saxophone

Sawats are wooden saxophones created by designer Sawat (Sawad) Dejprakune in Chiang Rai, Thailand. They are available in tenor, alto, and soprano versions. They are the only true wooden saxophone (as opposed to clarinet) in production as of 2012. They are also called Sawad saxophone, depending on the romanization of the Thai name.
Dejpakune began as a music teacher frustrated with the high cost of traditional brass saxophones, which essentially put them out of the reach of ordinary Thai students. He decided to create a more affordable saxophone using local materials, eventually choosing wood. As of December 2008, he operated an instrument shop in Chiang Rai.
Despite its innovative design and unique tone, the instrument remains largely unknown outside of Thailand.
# Sawatch

The place name "Sawatch" found in the Southern Rocky Mountains of North America is pronounced /səˈwɑːtʃ/ . This name derives from the Ute language noun "sawup" (/səˈwʌp/) meaning "sand dunes". The Spanish language version of this name found in the San Luis Closed Basin is usually spelled "Saguache", while the English language version found north of the basin is usually spelled "Sawatch".

## Places named Sawatch
### United States

* Great Sand Dunes National Park and Preserve, Colorado, United States
* Saguache, Colorado, United States
* Saguache County, Colorado, United States
* Saguache Creek, Colorado, United States
* Saguache Peak, Colorado, United States
* Sawatch Mountains, Colorado, United States
* Sawatch Range, Colorado, United States
* Sawatch Uplift, Colorado, United States
# Scarlet Hill

Scarlet Hill (53°6′S 73°40′E﻿ / ﻿53.100°S 73.667°E﻿ / -53.100; 73.667) is an ice-free, rounded hill, 410 m, overlooking Skua Beach on the east side of Heard Island. This feature appears to have been roughly charted on an 1874 chart by a British expedition under Nares in the Challenger. It was surveyed and named by the ANARE (Australian National Antarctic Research Expeditions) in 1948.
This article incorporates public domain material from "Scarlet Hill". Geographic Names Information System. United States Geological Survey.
* This subantarctic islands location article is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
# Schweizer Bobbahn

Bobbahn is a steel bobsled roller coaster at Heide Park that opened in 1993. The 826 m long journey begins with a lift hill that transports passengers to a height of 27 m. Then it goes through numerous very tight bends, some dark ride passages, as well as some block brakes until the final brake is reached. A second lift hill brings the trains back to the level of the station.
# Schweizer Cup (curling)

The Schweizer Cup (French: Cup Suisse) is an annual bonspiel, or curling tournament, held in Baden, Switzerland. It is organized by the Swiss Curling Association and is similar to the Canada Cup held in Canada each year. It was established in 2018. It was a World Curling Tour event in 2018 and 2019, but was dropped in 2020.

## Past champions
### Men

| Year | Winner | Runner up | Purse (CDN) |
| 2018 | Yannick Schwaller, Michael Brunner, Romano Meier, Marcel Käufeler | Benoît Schwarz (Fourth), Sven Michel, Peter de Cruz (Skip), Valentin Tanner | $15,316 |
| 2019 | Benoît Schwarz (Fourth), Sven Michel, Peter de Cruz (Skip), Valentin Tanner | Lucien Lottenbach, Rainer Kobler, Patrick Abächerli, Tom Winkelhausen | $14,749 |
| 2020 | Andrin Schnider, Oliver Widmer, Nicola Stoll, Fabian Schmid | Yannick Schwaller, Michael Brunner, Romano Meier, Marcel Käufeler | CHF 11,000 |

### Women

| Year | Winner | Runner up | Purse (CDN) |
| 2018 | Alina Pätz (Fourth), Silvana Tirinzoni (Skip), Esther Neuenschwander, Melanie Barbezat | Briar Hürlimann (Fourth), Elena Stern (Skip), Lisa Gisler, Céline Koller | $15,316 |
| 2019 | Briar Hürlimann (Fourth), Elena Stern (Skip), Lisa Gisler, Céline Koller | Nora Wüest, Marina Hauser, Ladina Müller, Lisa Gugler | $14,749 |
| 2020 | Briar Hürlimann (Fourth), Elena Stern (Skip), Lisa Gisler, Céline Koller | Alina Pätz (Fourth), Silvana Tirinzoni (Skip), Esther Neuenschwander, Melanie Barbezat | CHF 11,000 |

### Mixed doubles

The Schweizer Cup mixed doubles event is held separately on a different date at the Eissportzentrum Lerchenfeld in St. Gallen.
| Year | Winning pair | Runner up pair | Purse (CDN) |
| 2018 | Jenny Perret / Martin Rios | Daniela Rupp / Kevin Wunderlin | $7,000 |
| 2019 | Jenny Perret / Martin Rios | Michèle Jäggi / Marc Pfister | $7,374 |
| 2020 | Alina Pätz / Sven Michel | Jenny Perret / Martin Rios | CHF 5,500 |
# Schweizer Frauenblatt

The Schweizer Frauenblatt (Swiss Women's Journal) was a Swiss weekly journal in German. Its stated aim was to raise public awareness of the social, economic and political situation of women and to support women's suffrage. It was created in 1919 in Aarau. Elisabeth Thommen[de] was the first editor in charge. After her departure in 1921, the weekly started to take a less radical editorial line. It was part of the Swiss Women's Societies Alliance from 1922 to 1964. Iris von Roten was editor from 1943 to 1945. The journal switched to a monthly schedule in 1974. In 1979, it changed its title to Mir Fraue, and in 1989 to Zeitspiegel der Frau. It was discontinued in 1990.
# Sciodaphyllum brownei

Sciodaphyllum brownei is a species of plant in the family Araliaceae. It is endemic to Jamaica. It is threatened by habitat loss.
# Lidz

Lidz is a surname. Notable people with the surname include:
* Franz Lidz (born 1951), American writer, journalist and pro basketball executive
* Jeffrey Lidz (fl. 1996), American linguist
* Theodore Lidz (1910–2001), American psychiatrist
# Sprangalang

Dennis "Sprangalang" Hall (30 September 1949 – 2 October 2020) was a Trinidadian comedian, historian, actor, producer and singer/composer. His work has a mostly Trinidadian character and lies in its extremely local nature. Hall starred in the 2003 situation comedy Lord Have Mercy! which was produced in Canada for VisionTV but has also aired on Caribbean International Network and other television stations in the Caribbean in the years since it was produced. He was also featured in the 2007 Canadian feature film A Winter Tale, written, directed and produced by Frances-Anne Solomon, as well as the stage play A Man in the Bedroom, alongside fellow Trinidadian comedian Errol Fabien in 2010.

## Career

Sprangalang had originally wanted to be a school teacher due to his concerns over what children were being taught in schools in Trinidad and Tobago. He first appeared on the Trinidad and Tobago National Television Show Gayelle, as the character "Draxi" on a segment called "Cultural Sprangalang".
He was a lifetime member of the Trinbago Unified Calypsonians' Organisation (TUCO).
Hall suffered a seizure in June 2019, and died on 2 October 2020 at the Eric Williams Medical Sciences Complex in Mt Hope. His brother, the playwright Anthony "Tony" Hall, had died a few months earlier.