OpenLLM-France/wikimedia huggingface dataset:
# 2022 Little League Softball World Series

The 2022 Little League Softball World Series was held in Greenville, North Carolina from August 9 to August 15, 2022.

## Teams

Each team that competed in the tournament came out of one of 12 qualifying regions.
| Purple Bracket | Orange Bracket |
| Asia-Pacific Region Bacolod, Philippines Negros Occidental LL | Host Region (North Carolina) Winterville, North Carolina Pitt County Girls Softball LL |
| Canada Region St. Albert, Alberta St Albert/YYC Softball LL | Latin America Region Guayama, Puerto Rico Guayama Softball LL |
| Central Region Columbia, Missouri Daniel Boone LL | Northwest Region Issaquah, Washington Issaquah LL |
| Europe-Africa Region Bologna, Italy Emilia Romagna LL | Southeast Region Chesterfield, Virginia Chesterfield LL |
| Mid-Atlantic Region Delmar, Maryland Delmar LL | Southwest Region Hewitt, Texas Midway LL |
| New England Region Milford, Connecticut Milford LL | West Region La Verne, California La Verne LL |

## Results
### Purple Bracket
#### Winner's Bracket

| First Round | First Round | Second Round | Second Round | Quarterfinals | Quarterfinals |
| | | Connecticut | 1 | | |
| Maryland | 3 | Maryland | 2 | | |
| Missouri | 1 | | | Maryland | 2 |
| | | | | Philippines | 0 |
| | | Italy | 1 | | |
| Philippines | 1 | Philippines | 4 | | |
| Canada | 0 | | | | |

#### Elimination Bracket

| First Round | First Round | Second Round | Second Round |
| Missouri | 12 | | |
| Italy | 0 | | |
| Italy | 0 | Missouri | 2 |
| | | Connecticut | 8 |
| Canada | 0 | Connecticut | 8 |
| Connecticut | 4 | Elimination Bracket Final | Elimination Bracket Final |
| | | Connecticut | 0 |
| | | Philippines | 1 |

### Orange Bracket
#### Winner's Bracket

| First Round | First Round | Second Round | Second Round | Quarterfinals | Quarterfinals |
| | | Puerto Rico | 0 | | |
| Washington | 4 | Texas | 2 | | |
| Texas | 13 | | | Texas | 1 |
| | | | | Virginia | 0 |
| | | Virginia | 6 | | |
| North Carolina | 2 | California | 1 | | |
| California | 9 | | | | |

#### Elimination Bracket

| First Round | First Round | Second Round | Second Round |
| Washington | 1 | | |
| California | 7 | | |
| California | 7 | California | 1 |
| | | North Carolina | 6 |
| North Carolina | 8 | North Carolina | 6 |
| Puerto Rico | 0 | Elimination Bracket Final | Elimination Bracket Final |
| | | North Carolina | 1 |
| | | Virginia | 2 |

### Semifinals & Finals

| Bracket Championships | Bracket Championships | Championship Game | Championship Game |
| Maryland | 11 | | |
| Philippines | 0 | | |
| Philippines | 0 | Maryland | 4 |
| | | Texas | 5 |
| Texas | 5 | Texas | 5 |
| Virginia | 1 | Consolation Game | Consolation Game |
| | | Philippines | 0 |
| | | Virginia | 9 |
* 2022 Little League Softball World Series Champions
* Midway LL Hewitt, Texas
# Scherffelia

Scherffelia is a genus of green algae in the family Chlorodendraceae.
The genus was circumscribed by Adolf A. Pascher in Lotos vol.59 on page 341 in 1911.
The genus name of Scherffelia is in honour of Aladár Scherffel (1865–1938), who was a Hungarian botanist (Algology) and mycologist.

## Species

As accepted by WoRMS;
* Scherffelia bichlora (H.Ettl & O.Ettl) Massjuk & Lilitsk, 2006
* Scherffelia deformis Skuja, 1939
* Scherffelia dubia (Perty) Pascher, 1912
* Scherffelia incisa (Nygaard) Massjuk & Lilitsk, 2006
* Scherffelia pelagica Skuja, 1948
* Scherffelia phacus Pascher, 1912
Former Species;
* S. opisthostigma Skuja, 1948 accepted as Scherffelia dubia
* S. ovata Pascher, 1927 accepted as Scherffelia dubia
# Scherhorn

Scherhorn may refer to:
* Gerhard Scherhorn (1930–2018), German economist
* Operation Scherhorn, World War II intelligence operation by the USSR
# Ranking Joe

Ranking Joe a.k.a. Little Joe (born Joseph Jackson, 1 July 1959, Kingston, Jamaica) is a reggae deejay who rose to prominence in the 1970s and had continuing success in the 1980s.

## Biography

Jackson was initially inspired towards a musical career by his father, who operated a sound system. He attended secondary school with Winston McAnuff, U Brown and Earl Sixteen, and they would perform concerts. After starting out by toasting on the Smith The Weapon sound system, Jackson progressed to the El Paso sound system, where he performed under the name Little Joe (inspired by the character from Bonanza), inspired greatly by U-Roy. He first recorded for Coxsone Dodd's Studio One in 1974, releasing "Gun Court". Initially unsuccessful as a recording artist, he studied electronics before returning to recording in the mid-1970s with greater success, having a hit with "Honda 750", which was followed by singles such as "Psalm 54", "Natty Don't Make War" and the Bionic Man-tribute "Steve Austin". "Stop Your Coming and Come" provided the first deejay hit for Sly & Robbie's Taxi label. In the latter half of the 1970s he released three albums and also returned to sound system work with U-Roy's King Sturgav setup. His big break in international terms came in 1980, when the Ray Symbolic Hi Fi sound system, with which he was then the resident deejay, toured the United Kingdom, raising his profile and helping his Weakheart Fadeaway become a major seller for Greensleeves Records. A string of further albums followed in the early 1980s, which saw Joe move away from the "cultural" chants of his early work towards the "slackness" that had become popular. Ray Symbolic's death interrupted Joe's career, but he returned as a producer, with dubs of his productions released on the King Tubby albums Original King Key Dub and Dangerous Dub. He later moved to New York City, setting up a record label, also named Ranking Joe, which provided an outlet for his productions. He proved to be a major influence on one of the most successful deejays of the early 1980s, Eek-A-Mouse.

## Albums

* The Best of Ranking Joe (1977) TR International/State Line
* Weakheart Fadeaway (1978) Greensleeves
* Round The World (1978) Nationwide/Student
* Dub It In a Dance (1980) Trojan
* Natty Superstar (1980) Joe Gibbs
* Saturday Night Jamdown Style (1980) Greensleeves/Jah Guidance
* Shaolin Temple (1980) Sharp Axe
* Showcase (1981) Tad's
* Disco Skate (1981) Copasetic
* Tribute to John Lennon (1981) Tad's
* Armageddon (1982) Kingdom
* Rebel DJ (1982) Jam Rock
* Check It Out (1983) Vista
* Fast Forward To Africa (1996) Ariwa
* Man and His Music (Mr Finnigan) (1997) Jasrac (compilation)
* Armageddon Time (2000) M10 (compilation)
* 3 The Roots Way (2002) Krescendo (with U Brown and Trinity)
* Zion High (2003) Blood & Fire (Ranking Joe with Black Uhuru and Dennis Brown) (compilation)
* Ghetto People (2004) Culture Press
* World In Trouble (2006) M
* World In Dub (2006) M
# Schnorr group

A Schnorr group, proposed by Claus P. Schnorr, is a large prime-order subgroup of $\mathbb {Z} _{p}^{\times }$, the multiplicative group of integers modulo $p$ for some prime $p$. To generate such a group, generate $p$, $q$, $r$ such that
    $p=qr+1$
with $p$, $q$ prime. Then choose any $h$ in the range $1<h<p$ until you find one such that
    $h^{r}\not \equiv 1\;({\text{mod}}\;p)$.
This value
    $g=h^{r}{\text{ mod }}p$
is a generator of a subgroup of $\mathbb {Z} _{p}^{\times }$ of order $q$.
Schnorr groups are useful in discrete log based cryptosystems including Schnorr signatures and DSA. In such applications, typically $p$ is chosen to be large enough to resist index calculus and related methods of solving the discrete-log problem (perhaps 1024 to 3072 bits), while $q$ is large enough to resist the birthday attack on discrete log problems, which works in any group (perhaps 160 to 256 bits). Because the Schnorr group is of prime order, it has no non-trivial proper subgroups, thwarting confinement attacks due to small subgroups. Implementations of protocols that use Schnorr groups must verify where appropriate that integers supplied by other parties are in fact members of the Schnorr group; $x$ is a member of the group if $0<x<p$ and $x^{q}\equiv 1\;({\text{mod }}p)$. Any member of the group except the element $1$ is also a generator of the group.
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# Ranatalawa

Ranatalawa is a village in Sri Lanka. It is located within Central Province.
# Refresh (EP)

Refresh is the third extended play by South Korean girl group CLC. It released on February 29, 2016. It was CLC's first release as a seven-member group. "High Heels" was released as the lead single of the EP.

## Release

CLC announced their comeback with two additional members that were revealed to be Elkie, and Produce 101 contestant, Kwon Eun-bin. However, due to Eunbin's appearance in Produce 101, she was not able to join CLC's promotions on music shows or broadcast. Eunbin's parts in the music video were also deleted and she postponed her activities with CLC until she was eliminated from Produce 101. CLC released a short version of their promotional single, "High Heels" on February 29, 2016. The full version of the music video was uploaded on March 20.
CLC began promoting as a 6-member group on Mnet's M Countdown on March 3.

## Charts

| Chart (2016) | Peak position |
| South Korean Albums (Gaon) | 6 |

## Release history

| Country | Date | Distributing label | Format |
| South Korea | February 29, 2016 | Cube Entertainment CJ E&M Music | CD, Digital download |
| Worldwide | February 29, 2016 | Cube Entertainment CJ E&M Music | CD, Digital download |
# Refresh Bolivia

Refresh Bolivia is a student nonprofit organization originally founded at Harvard University. The organisation is dedicated to constructing a "maternal and child care oriented community health center" in Cochabamba, Bolivia. Previous international chapters of the organization have existed at the University of Toronto, McMaster University, and Queen's University. Current active chapters include the Cambridge chapter, Claremont chapter, and Rochester chapter. These include students from Harvard University, the Claremont Colleges, and the University of Rochester. According to the group, it has benefited "more than 2,000 people" by "constructing ecological bathrooms; teaching health workshops to men, women and children; and conducting research on the health needs of our target communities." Each January, students are recruited by the community to participate in a "two week-long service project."
# Refresh the Demon

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
Refresh the Demon is the fifth studio album by Canadian heavy metal band Annihilator, released on March 11, 1996, by Music for Nations.

## Personnel

* Jeff Waters – vocals, guitars, bass
* Randy Black – drums
* Dave Scott Davis – guitar solos on tracks 4, 6, 7 and 8
* Lou Bujdoso – backing vocals
# Refresh My Heart

Refresh My Heart is the debut album from then-teenage Christian pop rock artist Rebecca St. James. It was released under the name Rebecca Jean by DTS Music and distributed by Word Australia sometime within the first seven months and 25 days of 1991 when St. James was still 13 years old. It was later re-released without an associated label. According to her Facebook page, this album is composed entirely of Hillsong songs.
# Schottky anomaly

The Schottky anomaly is an effect observed in solid-state physics where the specific heat capacity of a solid at low temperature has a peak. It is called anomalous because the heat capacity usually increases with temperature, or stays constant. It occurs in systems with a limited number of energy levels so that E(T) increases with sharp steps, one for each energy level that becomes available. Since Cv =(dE/dT), it will experience a large peak as the temperature crosses over from one step to the next.
This effect can be explained by looking at the change in entropy of the system. At zero temperature only the lowest energy level is occupied, entropy is zero, and there is very little probability of a transition to a higher energy level. As the temperature increases, there is an increase in entropy and thus the probability of a transition goes up. As the temperature approaches the difference between the energy levels there is a broad peak in the specific heat corresponding to a large change in entropy for a small change in temperature. At high temperatures all of the levels are populated evenly, so there is again little change in entropy for small changes in temperature, and thus a lower specific heat capacity.
    $S=\int _{0}^{T}\!\left({\frac {C_{v}}{T}}\right)dT\,$
For a two level system the specific heat coming from the Schottky anomaly has the form:
    $C_{\rm {Schottky}}=R\left({\frac {\Delta }{T}}\right)^{2}{\frac {e^{\Delta /T}}{[1+e^{\Delta /T}]^{2}}}\,$
Where Δ is the energy between the two levels.
This anomaly is usually seen in paramagnetic salts or even ordinary glass (due to paramagnetic iron impurities) at low temperature. At high temperature the paramagnetic spins have many spin states available, but at low temperatures some of the spin states are "frozen out" (having too high energy due to crystal field splitting), and the entropy per paramagnetic atom is lowered.
It was named after Walter H. Schottky.

## Details

In a system where particles can have either a state of energy 0 or $\epsilon$, the expected value of the energy of a particle in the canonical ensemble is:
$\langle \epsilon \rangle =\epsilon \cdot {\frac {e^{-\beta \epsilon }}{1+e^{-\beta \epsilon }}}={\frac {\epsilon }{e^{+\beta \epsilon }+1}}$
with the inverse temperature $\beta ={\frac {1}{k_{\mathrm {B} }T}}$ and the Boltzmann constant $k_{\mathrm {B} }$.
The total energy of $N$ independent particles is thus:
$U=N\langle \epsilon \rangle ={\frac {N\epsilon }{e^{+\beta \epsilon }+1}}$
The heat capacity is therefore:
$C=\left({\frac {\partial U}{\partial T}}\right)_{\epsilon }=-{\frac {1}{k_{\mathrm {B} }T^{2}}}{\frac {\partial U}{\partial \beta }}=Nk_{\mathrm {B} }\left({\frac {\epsilon }{k_{\mathrm {B} }T}}\right)^{2}{\frac {e^{+{\frac {\epsilon }{k_{\mathrm {B} }T}}}}{\left(e^{+{\frac {\epsilon }{k_{\mathrm {B} }T}}}+1\right)^{2}}}$
Plotting $C$ as a function of temperature, a peak can be seen at $k_{\mathrm {B} }T\approx 0.417\epsilon$. In this section ${\frac {\epsilon }{k_{\mathrm {B} }}}=\Delta$ for the $\Delta$ in the introductory section.
# Ranken

Ranken is a name of Scottish and Irish origin. The name is cognate with the surname Rankin which is derived from the medieval personal name Rankin, a diminutive of Ronald or Rand, combined with the diminutive suffix kin. It may refer to:
* Andrew Ranken (born 1953), English drummer, percussionist for the English-Irish band The Pogues
* Charles Ranken (1828–1905), Church of England clergyman, minor British chess master
* Harry Sherwood Ranken VC (1883–1914), Scottish recipient of the Victoria Cross
* Mary Cohan Ranken or Mary Cohan (1909–1983), Broadway composer and lyricist, daughter of George M. Cohan
* Mary Ranken Jordan (1869–1962), prominent American philanthropist, advocate of many charitable organizations
* Ted Ranken (1875–1950), British sport shooter, competed in the 1908 Summer Olympics
* Thomas Ranken Lyle FRS (1860–1944), Irish-born and educated mathematical physicist and educator
* William Bruce Ellis Ranken (1881–1941), English painter
# Scott Campbell

Scott Campbell may refer to:
* Scott Campbell (American football) (born 1962), former American football quarterback
* Scott Campbell (artist) (born 1973), production designer and illustrator
* Scott Campbell (tattoo artist) (born 1977), American artist
* Scott Campbell (author) (born 1945), American writer
* Scott Campbell (baseball) (born 1984), New Zealander retired minor league baseball player
* Scott Campbell (ice hockey, born 1957), Canadian ice hockey defenceman in the WHA and NHL
* Scott Campbell (ice hockey, born 1972), Scottish ice hockey defenceman
* Scott Campbell (ice hockey, born 1986), Canadian professional ice hockey player
* Scott Campbell (musician) (born 1958), American composer and actor
* Scott Michael Campbell (born 1971), American actor, writer and producer
* J. Scott Campbell (born 1973), American comic book artist
* Scott Campbell (politician), member of the Vermont House of Representatives
# 2001 Chandigarh Municipal Corporation election

The elections for the Chandigarh Municipal Corporation were held in December 2001. The candidates were in fray for the election to 20 seats (wards) of Chandigarh union territory.

## Results

Congress party won 13 seats out of total 20 and was the single largest party. BJP won 3 seats and its alliance partner Shiromani Akali Dal (SAD) won 1 seat. Chandigarh Vikas Manch won 3 seats.
Chandigarh Municipal Corporation :
| Party | Seats won |
| Indian National Congress | 13 |
| Bharatiya Janata Party | 3 |
| Shiromani Akali Dal | 1 |
| Chandigarh Vikas Manch | 3 |
| Independent | 0 |

## Aftermath

The Chandigarh Municipal Corporation council completed its tenure of 5 years. 2006 Chandigarh Municipal Corporation election were the next MC elections.
# Ricinine nitrilase

In enzymology, a ricinine nitrilase (EC 3.5.5.2) is an enzyme that catalyzes the chemical reaction
    ricinine + 2 H$_2$O $\rightleftharpoons$ 3-carboxy-4-methoxy-N-methyl-2-pyridone + NH$_3$
Thus, the two substrates of this enzyme are ricinine and H$_2$O, whereas its two products are 3-carboxy-4-methoxy-N-methyl-2-pyridone and NH$_3$.
This enzyme belongs to the family of hydrolases, those acting on carbon-nitrogen bonds other than peptide bonds, specifically in nitriles. The systematic name of this enzyme class is ricinine aminohydrolase. This enzyme participates in nitrogen metabolism.
# Reggaeton de Markesina

Reggaeton de Markesina is a compilation album by Maldy of the duo Plan B.

## Track listing

| # | Title | Performers | Length |
| 1 | Intro | Maldy | 2:09 |
| 2 | Reggaeton De Markesina | Plan B, Blak Label, Master Joe, Don Chezina, Jenny, Tommy Viera, Nano MC, Speedy, Lennox, Great Kilo & Jason | 5:24 |
| 3 | Si Eres Freak | Plan B | 2:51 |
| 4 | Mi Bailarina | Maldy featuring Speedy | 2:30 |
| 5 | Bum Bum | Maldy featuring Jason | 3:08 |
| 6 | Tocala | Maldy featuring Don Chezina | 3:20 |
| 7 | Masoquismo | Maldy featuring Lito MC Cassidy | 3:11 |
| 8 | Picheale | Maldy featuring Arcángel | 2:38 |
| 9 | Bubble Gum | Maldy featuring Opi | 2:17 |
| 10 | La Chica De Mi Barrio | Maldy featuring Tommy Viera | 3:20 |
| 11 | Get Down | Maldy featuring Delirious | 3:52 |
| 12 | Reggaeton En La Markesina | Maldy featuring Lennox & Nano MC | 3:23 |
| 13 | La Pista Esta Llenisima | Maldy featuring Opi & Jason | 3:36 |
| 14 | Me Tienes Loco | Speedy & Michiland | 3:49 |
| 15 | Mi Furia Bestial | Maldy | 3:20 |
| 16 | Navegar | Randy Nota Loka & Amaro | 4:46 |
| 17 | Bow Bow | Maldy & Blak Label | 2:52 |
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# Pupillidae

Pupillidae is a family of mostly minute, air-breathing, land snails, terrestrial pulmonate gastropod mollusks or micromollusks in the superfamily Pupilloidea.
This family has two subfamilies (according to the taxonomy of the Gastropoda by Bouchet & Rocroi, 2005).: Pupillinae W. Turton, 1831 and Pupoidinae Iredale, 1940.

## Distribution

Pupoides marginatus is endemic to Cuba. The type genus, Pupilla, in direct contrast, has numerous living and extinct species found in Europe, Northern Africa, North America and South-East Asia.

## Anatomy

In this family, the number of haploid chromosomes lies between 26 and 30 (according to the values in this table).

## Genera

Genera within the family Pupillidae include:
* † Albertanella Russell, 1931

### Subfamily Pupillinae W. Turton, 1831

* Gibbulinopsis Germain, 1919
* Microstele O. Boettger, 1886
* Omegapilla Iredale, 1937
* Pupilla Fleming, 1828 - type genus of the family Pupillidae

### Subfamily Pupoidinae Iredale, 1940

* Corena A. Adams, 1870
* Glyptopupoides Pilsbry, 1926
* Pupoides Pfeiffer, 1854
* Pupoidopsis Pilsbry & Cooke, 1920

### Genera brought into synonymy

* Australbinula Pilsbry, 1916: synonym of Gastrocopta Wollaston, 1878 (junior synonym)
* Famarinia Iredale, 1933: synonym of Glyptopupoides Pilsbry, 1926 (invalid: nomen nudum)
* Gyrodaria Iredale, 1940: synonym of Gastrocopta Wollaston, 1878
* Leucochila E. von Martens, 1860: synonym of Pupoides L. Pfeiffer, 1854
* Leucochiloides L. Pfeiffer, 1879: synonym of Pupoides L. Pfeiffer, 1854
* Papualbinula Iredale, 1941: synonym of Australbinula Pilsbry, 1916: synonym of Gastrocopta Wollaston, 1878
* † Paracoryna Flach, 1890: synonym of Pupilla J. Fleming, 1828 (junior synonym)
* Pupa Draparnaud, 1801: synonym of Pupilla J. Fleming, 1828 (invalid: junior homonym of Pupa Röding, 1798)
* Sterkia Pilsbry, 1898 / or in Vertiginidae: synonym of Vertigo O. F. Müller, 1773
* Themapupa Iredale, 1930: synonym of Pupoides L. Pfeiffer, 1854
* Torquatella Held, 1838: synonym of Pupilla J. Fleming, 1828
* Wallivertilla Iredale, 1937: synonym of Cylindrovertilla O. Boettger, 1881 (junior synonym)
# Sulfopropanediol 3-dehydrogenase

Sulfopropanediol 3-dehydrogenase (EC 1.1.1.308, DHPS 3-dehydrogenase (sulfolactate forming), 2,3-dihydroxypropane-1-sulfonate 3-dehydrogenase (sulfolactate forming), dihydroxypropanesulfonate 3-dehydrogenase, hpsN (gene)) is an enzyme with systematic name (R)-2,3-dihydroxypropane-1-sulfonate:NAD$^+$ 3-oxidoreductase. This enzyme catalyses the following chemical reaction
    (R)-2,3-dihydroxypropane-1-sulfonate + 2 NAD$^+$ + H$_2$O $\rightleftharpoons$ (R)-3-sulfolactate + 2 NADH + 2 H$^+$
The enzyme is involved in degradation of (R)-2,3-dihydroxypropanesulfonate.
# Andries Thomas Van Buskirk House

The Andries Thomas Van Buskirk House is a historic stone house located at 164 East Saddle River Road in the borough of Saddle River in Bergen County, New Jersey, United States. The oldest part of the house was built around 1725–1730 and expanded around 1770. It was documented by the Historic American Buildings Survey (HABS) in 1937. The house was added to the National Register of Historic Places on January 10, 1983, for its significance in architecture and exploration/settlement. It was listed as part of the Early Stone Houses of Bergen County Multiple Property Submission (MPS) and the Saddle River MPS.
# Presentation of Benefices Act 1605

The Presentation of Benefices Act 1605 (3 Jas. 1. c. ) was an Act of the Parliament of England.
The Presentation of Benefices Act 1605, except those parts of that Act whereby it was enacted "that every Person or Persons that is or shall be a Popish Recusant Convict during the Time that he shall be or remain a Recusant shall from and after the End of the then present Session of Parliament be utterly disabled to present to any Benefice with Cure or without Cure, Prebend or other Ecclesiastical Living, or to collate or nominate any Free School, Hospital or Donative whatsoever, and from the Beginning of the then present Session of Parliament shall likewise be disabled to grant any Avoidance to any Benefice, Prebend, or other Ecclesiastical Living," and which specified the counties, cities and other places and limits or precincts within which the Chancellor and Scholars of the University of Oxford and the Chancellor and Scholars of the University of Cambridge respectively had the presentation, nomination, collation and donation of and to every such benefice, prebend, living, school, hospital and donative as was to happen to be void during such time as a patron thereof was to be and remain a recusant convict as aforesaid, and whereby it was provided "that neither of the said Chancellors and Scholars of either of the said Universities shall present or nominate, to any Benefice with Cure, Prebend, or other Ecclesiastical Living, any such Person as shall then have any other Benefice with Cure of Souls, and if any such Presentation or Nomination shall be had or made of any such Person so beneficed, the said Presentation or Nomination shall be void, any thing in this Act to the contrary notwithstanding:" was repealed by section 1 of the 7 & 8 Vict. c. 102.
Section 13 was repealed by section 41(2) of, and Schedule 5 to, the Patronage (Benefices) Measure 1986.