OpenLLM-France/wikimedia huggingface dataset:
# C17H25N

The molecular formula C$_{17}$H$_{25}$N (molar mass: 243.39 g/mol, exact mass: 243.1987 u) may refer to:
* 3-Methyl-PCPy (3-Me-PCPy)
* Phencyclidine, or phenylcyclohexyl piperidine (PCP)
# Sympleurotis armatus

Sympleurotis armatus is a species of beetle in the family Cerambycidae. It was described by Gahan in 1892. It is known from Mexico and Panama.
# Çetmi, Kargı

Çetmi is a village in the Kargı District of Çorum Province in Turkey. Its population is 216 (2022).
# Mianeh

Mianeh, Miana or Miyaneh city may refer to:

## Places
### Burkina Faso

* Miana (Burkina), a village in Ouarkoye Department

### Iran

* Mianeh, East Azerbaijan, a city in East Azerbaijan Province
** Mianeh (electoral district), a 5th electoral district in the East Azerbaijan Province
* Mianeh-ye Kord Ahmad, a village in East Azerbaijan Province
* Mianeh County (Iran), in East Azerbaijan Province
* Mianeh, Fars
* Mianeh-ye Jenjan, Fars Province
* Miyaneh-ye Olya, Fars Province
* Miyaneh-ye Sofla, Fars Province
* Mianeh, Kermanshah
* Meyaneh, Kohgiluyeh and Boyer-Ahmad
* Mianeh, Kurdistan
* Meydaneh or Mīāneh, Kamyaran, Kurdistan
* Miana, Iran, Mazandaran Province
* Mianej, Qazvin or Mianeh

### Turkmenistan

* Miana, Turkmenistan

## Other uses

* Miana (genus), a former genus of moth
* Miana (Pashtun tribe), a tribe who have their roots in modern-day Azerbaijan
# Callicarpa bodinieri

Callicarpa bodinieri, or Bodinier's beautyberry, is a species of flowering plant in the genus Callicarpa of the family Lamiaceae, native to West and Central China. Growing to 3 m (10 ft) tall by 2.5 m (8 ft) wide, it is an upright deciduous shrub with dark green leaves turning red in autumn (fall). In midsummer, small lilac flowers are produced in the leaf axils. But it is grown in gardens primarily for its small, decorative purple berries in tight clusters in autumn.
The Latin specific epithet bodinieri refers to Émile-Marie Bodinier, a French missionary and botanist of the 19th century, who collected plants in China.
The cultivar C. bodinieri var. giraldii 'Profusion' has gained the Royal Horticultural Society's Award of Garden Merit.
# 7mm Winchester Short Magnum

The 7mm Winchester Short Magnum (also known as the 7mm WSM) is a centrefire cartridge developed in partnership with Browning Arms Company and Winchester ammunition, making its debut and introduced to the shooting public in 2001. It is a member of the Winchester Short Magnum family of cartridges.

## Specifications

The 7mm WSM is similar to the .300 WSM with the case necked down to handle .284" bullets. However, the distance from the case head to the datum line on the shoulder is longer for the 7WSM, preventing accidental chambering or firing of the .284" 7mm bullet in .270 WSM's .277" bore.

## Performance

The 7mm WSM cartridge achieves its useful purpose as an excellent cartridge for larger mule deer, sheep, black bear and elk.
Winchester claims a muzzle velocity (MV) of 3,225 ft/s with a 140 grain bullet for their 7mm WSM cartridge; the claimed muzzle energy (ME) is 3,233 ft. lbs. With a 160 grain bullet the Winchester figures are 2990 ft/s and 3176 ft. lbs. at the muzzle. The lighter, shorter 7mm bullets are preferred in these short case magnums.

## Popularity

The 7mm WSM has failed to gain the same popularity as the other cartridges in the WSM family. Some people erroneously believe the short case necks make the 7mm WSM poorly suited to heavier bullets, limiting the cartridge's usefulness on larger game. It is no different in this respect than the popular 300 Winchester Magnum.
Cost is another factor limiting popularity. Ammunition prices are higher than those of the 7mm Remington Magnum and the .280 Remington, both of which have similar performance to the 7mm WSM, with the 280 Rem having slightly less muzzle energy and the 7mm Rem Mag being roughly equal.
# World Conservation Monitoring Centre

The UN Environment Programme World Conservation Monitoring Centre (UNEP-WCMC) is the specialist biodiversity centre of UN Environment Programme, based in Cambridge in the United Kingdom. UNEP-WCMC has been part of UN Environment Programme since 2000 and has responsibility for biodiversity assessment and support to policy development and implementation. The "World Conservation Monitoring Centre" was previously an independent organisation jointly managed by IUCN, UN Environment Programme and WWF established in 1988. Before that, the centre was a part of the IUCN Secretariat.

## Areas of work

The activities of UNEP-WCMC include biodiversity assessment, support to international conventions such as the Convention on Biological Diversity (CBD) and the Convention on International Trade in Endangered Species of Wild Fauna and Flora (CITES), capacity building and management of both aspatial and spatial data on species and habitats of conservation concern. UNEP-WCMC has a mandate to facilitate the delivery of the global indicators under the CBD's 2010 Biodiversity Target on the rate of loss of biological diversity and works alongside the CITES Secretariat producing a range of reports and databases. It also manages the World Database of Protected Areas in collaboration with the IUCN World Commission on Protected Areas. A series of world atlases on biodiversity topics have been published by UNEP-WCMC through University of California Press. UNEP-WCMC has expertise across six thematic areas:
* Mainstreaming biodiversity into sustainable development;
* Strengthening natural capital in private sector decision-making;
* Planning for places;
* Securing a sustainable future for wildlife;
* Supporting the transition to a healthy ocean;
* Supporting intergovernmental agreements on biodiversity and ecosystem services.
These thematic areas are supported by cross-cutting expertise in science, economics, knowledge management and digital innovation.

## Resources and data

UNEP-WCMC has created a considerable amount of resources and data Some notable datasets include:
* The Ocean Data Viewer (containing datasets of the global distribution of seagrasses, corals, and whales, among others)
* World Database on Protected Areas (WDPA)
* Protectedplanet.net, which is an on-line interface for the WDPA
# Metatrichoniscoides

Metatrichoniscoides is a genus of isopod crustacean in family Trichoniscidae.
There are five recognised species:
* Metatrichoniscoides celticus Oliver & Trew, 1981
* Metatrichoniscoides fouresi Vandel, 1950
* Metatrichoniscoides leydigi (Weber, 1880)
* Metatrichoniscoides nemausiensis Vandel, 1943
* Metatrichoniscoides salirensis Reboleira & Taiti, 2015
# A. D. Watts

Alston Davidson "Aus" Watts (1867–1927) was a North Carolina politician. A Democrat, Watts represented Iredell County, North Carolina in the North Carolina House of Representatives (1901 and 1903) and in the North Carolina Senate.
In 1912, Watts did not support Woodrow Wilson for the Democratic nomination for President, but Wilson appointed him as a federal revenue collector for western North Carolina in 1913, at the behest of Sen. Lee S. Overman.
His most important role, arguably, was as "chief lieutenant" to U.S. Senator Furnifold Simmons, whose powerful political machine dominated North Carolina politics in the early 20th century, according to the journalist Rob Christensen.
Watts was instrumental in helping Cameron Morrison win the Democratic primary for Governor in 1920, using race-baiting tactics.
After the election, Morrison appointed Watts as the first state Department of Revenue Secretary. He resigned in 1923 after police caught him in the company of an African-American prostitute.
Watts returned to his hometown of Statesville, where he died four years later. Most of the state's Democratic Party leadership attended his funeral.
# Calloriopsis

Calloriopsis is a genus of fungi in the family Helotiaceae; according to the 2007 Outline of Ascomycota, the placement in this family is uncertain. The genus contains 2 species.
# 9-orthoplex

Regular 9-orthoplex
Ennecross :
| Orthogonal projection inside Petrie polygon ||
| Type | Regular 9-polytope |
| Family | orthoplex |
| Schläfli symbol | {3$^7$,4} {3$^6$,3$^{1,1}$} |
| Coxeter-Dynkin diagrams | |
| 8-faces | 512 {3$^7$} |
| 7-faces | 2304 {3$^6$} |
| 6-faces | 4608 {3$^5$} |
| 5-faces | 5376 {3$^4$} |
| 4-faces | 4032 {3$^3$} |
| Cells | 2016 {3,3} |
| Faces | 672 {3} |
| Edges | 144 |
| Vertices | 18 |
| Vertex figure | Octacross |
| Petrie polygon | Octadecagon |
| Coxeter groups | C$_9$, [3$^7$,4] D$_9$, [3$^{6,1,1}$] |
| Dual | 9-cube |
| Properties | convex, Hanner polytope |
In geometry, a 9-orthoplex or 9-cross polytope, is a regular 9-polytope with 18 vertices, 144 edges, 672 triangle faces, 2016 tetrahedron cells, 4032 5-cells 4-faces, 5376 5-simplex 5-faces, 4608 6-simplex 6-faces, 2304 7-simplex 7-faces, and 512 8-simplex 8-faces.
It has two constructed forms, the first being regular with Schläfli symbol {3$^7$,4}, and the second with alternately labeled (checkerboarded) facets, with Schläfli symbol {3$^6$,3$^{1,1}$} or Coxeter symbol 6$_{11}$.
It is one of an infinite family of polytopes, called cross-polytopes or orthoplexes. The dual polytope is the 9-hypercube or enneract.

## Alternate names

* Enneacross, derived from combining the family name cross polytope with ennea for nine (dimensions) in Greek
* Pentacosidodecayotton as a 512-facetted 9-polytope (polyyotton)

## Construction

There are two Coxeter groups associated with the 9-orthoplex, one regular, dual of the enneract with the C$_9$ or [4,3$^7$] symmetry group, and a lower symmetry with two copies of 8-simplex facets, alternating, with the D$_9$ or [3$^{6,1,1}$] symmetry group.

## Cartesian coordinates

Cartesian coordinates for the vertices of a 9-orthoplex, centered at the origin, are
    (±1,0,0,0,0,0,0,0,0), (0,±1,0,0,0,0,0,0,0), (0,0,±1,0,0,0,0,0,0), (0,0,0,±1,0,0,0,0,0), (0,0,0,0,±1,0,0,0,0), (0,0,0,0,0,±1,0,0,0), (0,0,0,0,0,0,±1,0,0), (0,0,0,0,0,0,0,±1,0), (0,0,0,0,0,0,0,0,±1)
Every vertex pair is connected by an edge, except opposites.

## Images

orthographic projections :
| B$_9$ | B$_9$ | B$_8$ | B$_8$ | B$_7$ | B$_7$ |
| [18] | [18] | [16] | [16] | [14] | [14] |
| B$_6$ | B$_6$ | B$_6$ | B$_5$ | B$_5$ | B$_5$ |
| [12] | [12] | [12] | [10] | [10] | [10] |
| B$_4$ | B$_4$ | B$_3$ | B$_3$ | B$_2$ | B$_2$ |
| [8] | [8] | [6] | [6] | [4] | [4] |
| A$_7$ | A$_7$ | A$_5$ | A$_5$ | A$_3$ | A$_3$ |
| [8] | [8] | [6] | [6] | [4] | [4] |
# Calosphaeria

Calosphaeria is a genus of fungi in the family Calosphaeriaceae.

## Species

* Calosphaeria abieticola
* Calosphaeria abietis
* Calosphaeria acaciae
* Calosphaeria acerina
* Calosphaeria affinis
* Calosphaeria africana
* Calosphaeria albojuncta
* Calosphaeria alnicola
* Calosphaeria alpina
* Calosphaeria ambigua
* Calosphaeria annonae
* Calosphaeria arctica
* Calosphaeria assecta
* Calosphaeria aurata
* Calosphaeria azadirachtae
* Calosphaeria benedicta
* Calosphaeria biformis
* Calosphaeria capillaris
* Calosphaeria caraganae
* Calosphaeria chilensis
* Calosphaeria ciliatula
* Calosphaeria cinchonae
* Calosphaeria connaricarpa
* Calosphaeria cornicola
* Calosphaeria corylina
* Calosphaeria crataegi
* Calosphaeria cryptospora
* Calosphaeria cyclospora
* Calosphaeria cylindrica
* Calosphaeria dryina
* Calosphaeria expers
* Calosphaeria fagi
* Calosphaeria fagicola
* Calosphaeria fallax
* Calosphaeria fici
* Calosphaeria finkii
* Calosphaeria fumanae
* Calosphaeria gregaria
* Calosphaeria hylodes
* Calosphaeria idaeicola
* Calosphaeria inconspicua
* Calosphaeria indica
* Calosphaeria ipomoeae
* Calosphaeria jonkershoekensis
* Calosphaeria jungens
* Calosphaeria kriegeriana
* Calosphaeria lantanae
* Calosphaeria ludens
* Calosphaeria ludwigiana
* Calosphaeria macrospora
* Calosphaeria microsperma
* Calosphaeria miniata
* Calosphaeria obvallata
* Calosphaeria obvoluta
* Calosphaeria occulta
* Calosphaeria pachydermata
* Calosphaeria parasitica
* Calosphaeria pezizoidea
* Calosphaeria pirellifera
* Calosphaeria pleurostoma
* Calosphaeria polyblasta
* Calosphaeria princeps
* Calosphaeria pulchella
* Calosphaeria pulchelloidea
* Calosphaeria punicae
* Calosphaeria pusilla
* Calosphaeria recedens
* Calosphaeria reniformis
* Calosphaeria rhododendri
* Calosphaeria rimicola
* Calosphaeria rosarum
* Calosphaeria rubicola
* Calosphaeria salicis-babylonicae
* Calosphaeria scabriseta
* Calosphaeria smilacis
* Calosphaeria socialis
* Calosphaeria striiformis
* Calosphaeria subcuticularis
* Calosphaeria sulcata
* Calosphaeria taediosa
* Calosphaeria tetraspora
* Calosphaeria transversa
* Calosphaeria tumidula
* Calosphaeria ulmicola
* Calosphaeria vasculosa
* Calosphaeria verrucosa
* Calosphaeria wahlenbergii
# Calosphaeriaceae

Calosphaeriaceae is a family of fungi in the order Calosphaeriales.

## Genera

* Calosphaeria
* Calosphaeriophora
* Jattaea
* Kacosphaeria
* Pachytrype
* Phaeocrella
* Phragmocalosphaeria
* Togniniella
* Wegelina
# Proper Music Distribution

Proper Music Distribution is the largest independent music distributor in the UK, with annual sales of over £25million. It is a wholly owned subsidiary company of Proper Music Group Limited. In recent years it has been a frequent winner of coveted Music Week Awards. "Music Week – Best Distribution Team" and Diversity in the Workplace. In 2017, the company relocated to a new, purpose-built 100,000sq. ft. distribution centre in Dartford, Kent.
In January 2022, it was announced the Switzerland-headquartered fintech company Utopia Music had acquired Proper Music Distribution's parent company, Proper Music Group. Later in 2022, Utopia Music acquired physical entertainment distributor Cinram Novum, which has now become part of Proper Music Distribution, powered by Utopia.

## Distributed artists

A selection from thousands of distributed artists include:
* Aimee Mann
* Amy LaVere
* Beth Neilsen Chapman
* Bird in the Belly
* Cara Dillon
* Daughter
* Dr John
* Eliza Carthy
* Joan Baez
* Martin Carthy
* Nick Cave
* Nick Lowe
* Oysterband
* Paul Carrack
* Pet Shop Boys
* Richard Thompson
* Travis

## Distributed record labels

Examples of their distributed labels include:
* Alligator Records
* Big Chill
* Crammed Discs
* ECM Records
* Far Out Recordings
* Fellside Records
* Fledg'ling
* The Last Music Company
* MiG-music
* Naim Records
* Navigator Records
* Ploughboy Records
* Proper Records
* Real World Records
* Ruf Records
* Sain
* Shanachie Records
* Soundway Records
* Stoney Plain Records
* Topic Records
* Whirlwind Records
# Walter John French

Walter John French (1868 – 1937) was a British trade unionist and politician.
Born in Tamworth, Staffordshire, French did not receive a formal education. He became a coal miner, and joined the North Warwickshire Miners' Association. From 1916 to 1919, he was president of the North Warwickshire Miners. In 1921, the union merged into the Warwickshire Miners' Association, and French was elected to serve on its executive.
French was active in the Labour Party, serving on the Tamworth Board of Guardians, including a spell as vice-chairman in 1920. At the 1922 United Kingdom general election, he stood for the party in Lichfield, taking 46.8% of the vote and a close second place. He also served as president of the Tamworth Co-operative Society.
French was later elected to Tamworth Borough Council, subsequently becoming an alderman. He also served as a magistrate in the town.
# Samuel C. Atkinson

Samuel Carter Atkinson (1864 – October 5, 1942) was a justice of the Supreme Court of Georgia from 1906 until his death in 1942.

## Biography

Born in Brunswick, Georgia, he graduated from the University of Georgia in 1884 and entered the practice of law the following year.
He was a judge of the city court of Brunswick for a term of four years under the administration of Governor William Yates Atkinson. In December 1905, Governor Terrell announced his intent to appoint Atkinson to a seat being vacated by the resignation of Justice John S. Candler, effective January 15, 1906. Following Atkinson's appointment in 1906, remained on the court until 1942, and "held the distinction of having served on the court longer than any other justice in the state's history".

## Personal life and death

On January 10, 1906, Atkinson married Lillie Slaton, sister of John M. Slaton, who was then speaker of the Georgia House of Representatives, and who later served as governor of Georgia.
Atkinson died in a hospital at the age of 78.
# List of tourist attractions in the Isle of Wight

The following is a list of tourist attractions on the Isle of Wight.
| Ryde Arena (Ice Skating) | Ryde |
| Amazon World | Arreton |
| Appuldurcombe House | Wroxall |
| Bembridge Windmill | Bembridge |
| Blackgang Chine | Blackgang |
| Borthwood Copse | Sandown |
| Brading Roman Villa | Brading |
| Calbourne Water Mill | Calbourne |
| Carisbrooke Castle | Carisbrooke |
| Classic Boat Museum | East Cowes |
| Dimbola Lodge | Freshwater |
| Dinosaur Isle | Sandown |
| East Cowes Castle | East Cowes |
| Farringford House | Freshwater |
| Fort Victoria | Yarmouth |
| Haseley Manor | Arreton |
| Isle of Wight Bus & Coach Museum | Newport |
| Isle of Wight Steam Railway | Smallbrook – Havenstreet |
| Isle of Wight Zoo | Sandown |
| The Needles | Alum Bay |
| The Needles Batteries | Alum Bay |
| Newport Roman Villa | Newport |
| Newtown Old Town Hall | Newtown |
| Osborne House | East Cowes |
| Quarr Abbey | Wootton |
| Robin Hill | Downend |
| Seaview Wildlife Encounter | Seaview |
| Shanklin Chine | Shanklin |
| St. Catherine's Oratory | Niton |
| Underwater Archaeology Centre | Fort Victoria |
| Ventnor Botanic Gardens | Ventnor |
| Yarmouth Castle | Yarmouth |
# Saint-Gibrien

Saint-Gibrien (French pronunciation:) is a commune in the Marne department in north-eastern France.
# C17H25NO

The molecular formula C$_{17}$H$_{25}$NO may refer to:
* Eperisone
* Etazocine
* 3-HO-PCP
* 4'-Methyl-α-pyrrolidinohexiophenone
* PCHP
* 4-Phenyl-4-(1-piperidinyl)cyclohexanol
* α-Pyrrolidinoheptaphenone
* Vesamicol
# Sympleurotis rudis

Sympleurotis rudis is a species of beetle in the family Cerambycidae. It was described by Bates in 1881. Costa Rica, Honduras, Guatemala, Mexico, and Panama.
# West Yorkshire Hawks

The West Yorkshire Hawks are a basketball club based in the town of Huddersfield, West Yorkshire. The club was founded in 2023 by Mark Mills and Greg Dolan, under the banner of WY Basketball, a not-for-profit community interest company to provide more opportunities for people in the local area to enjoy basketball and improve health outcomes. The Hawks entered the National Basketball League Division 3 North for the 2023–24 season, marking the return of professional basketball to the area for the first time since the demise of Huddersfield Heat in 2014.

## Season-by-season records

| Season | Division | Tier | Regular Season | Regular Season | Regular Season | Regular Season | Regular Season | Post-Season | National Cup | Head Coach |
| Season | Division | Tier | Finish | Played | Wins | Losses | Win % | Post-Season | National Cup | Head Coach |
| West Yorkshire Hawks |||||||||||
| 2023–24 | D3 Nor | 4 | 4th | 16 | 10 | 6 | 0.625 | Did not qualify | 2nd Round | Mark Mills |
# Primary triad

In music, a primary triad is one of the three triads, or three-note chords built from major or minor thirds, most important in tonal and diatonic music, as opposed to an auxiliary triad or secondary triad.
Each triad found in a diatonic key corresponds to a particular diatonic function. Functional harmony tends to rely heavily on the primary triads: triads built on the tonic, subdominant, and dominant degrees. The roots of these triads begin on the first, fourth, and fifth degrees (respectively) of the diatonic scale, otherwise symbolized: I, IV, and V (again, respectively). Primary triads, "express function clearly and unambiguously." The other triads of the diatonic key include the supertonic, mediant, sub-mediant, and leading-tone, whose roots begin on the second, third, sixth, and seventh degrees (respectively) of the diatonic scale, otherwise symbolized: ii, iii, vi, and vii$^o$ (again, respectively). They function as auxiliary or supportive triads to the primary triads.
In C major these are:
* I C
* V G
* IV F
* vi Am
* iii Em
* ii Dm
* vii$^o$ Bdim
In a minor key triads i and iv are minor chords, but in chord V the leading-tone is generally raised to form a major chord. For example, in A minor the primary triads are Am, Dm and E. Chord v (minor) in a minor key might be expected to be a primary triad, but its use is rare in common practice harmony.
Auxiliary chords may be considered parallel and contrast chords derived from the primary triads. For example, the supertonic, ii, is the subdominant parallel, relative of IV (in C: a d minor chord is the subdominant parallel, the subdominant is an F major chord). Being a parallel chord in a major key it is derived through raising the fifth a major second (C of F–A–C rises to D → F–A–D, an inversion of D–F–A). Alternatively, secondary triads may be considered ii, iii, and vi. In C major these are:
* ii Dm
* iii Em
* vi Am
In A minor these are:
* ii$^o$ Bdim
* III C
* VI F
# Four for All

Four for All is an album by the group Sphere featuring saxophonist Charlie Rouse, pianist Kenny Barron, bassist Buster Williams, and drummer Ben Riley which was recorded in 1983 and released on the Verve label.

## Reception

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
On UPI, Ken Frankling wrote "This, Sphere's finest album, highlights the vast difference between a pick-up group and a band that was meant to play together. Sphere is one of the best small jazz bands around". In his review on AllMusic, Ken Dryden states "Although Sphere was initially formed by Kenny Barron, Buster Williams, Charlie Rouse, and Ben Riley to honor Thelonious Monk, their repertoire expanded far beyond his compositions. There is only one piece by Monk included here, a very playful arrangement of "San Francisco Holiday" (or "Worry Later," as it was tentatively titled by Riverside producer Orrin Keepnews when it was first recorded by Monk). Barron's samba "Baiana" proves to be a lively opener, while "Lunacy" is a tense post-bop chart that inspires some of the group's best playing on the date. Rouse's upbeat "Bittersweet," Williams' moody ballad "Air Dance," and the bassist's calypso-flavored "Lupe" are also tasty originals. "This Time the Dream's on Me" is the only standard, but the call-and-response intro between Williams and the rest of the quartet and Rouse's joyous tenor sax make it a memorable interpretation. Duke Ellington's infrequently played "Melancholia" is simply breathtaking, as Barron's consummate voicings blend beautifully with Rouse's bittersweet sax".

## Track listing

* "Baiana" (Kenny Barron) – 7:49
* "Bittersweet" (Charlie Rouse) – 6:00
* "Lunacy" (Barron) – 8:02
* "Air Dance" (Buster Williams) – 7:59 Bonus track on CD
* "San Francisco Holiday (Worry Later)" (Thelonious Monk) – 7:16
* "Lupe" (Williams) – 9:21
* "This Time the Dream's on Me" (Harold Arlen, Johnny Mercer) – 5:32
* "Melancholia" (Duke Ellington) – 4:30 Bonus track on CD

## Personnel

* Charlie Rouse – tenor saxophone
* Kenny Barron – piano
* Buster Williams – bass
* Ben Riley – drums
# American Presbyterian Church

American Presbyterian Church may refer to:
* American Presbyterian Church, founded 1979, a denomination that separated from the Bible Presbyterian Church
* Presbyterian Church (USA), founded 1983, the largest contemporary national Presbyterian denomination
* Presbyterian Church in America, founded 1973, the second-largest contemporary national Presbyterian denomination
* Presbyterian Church in the United States (1861–1983), a denomination that was mainly active in the Southern and border states
* Presbyterian Church in the United States of America (1789–1958), the first national Presbyterian denomination
* Presbyterian Church of America, the former name of the Orthodox Presbyterian Church