OpenLLM-France/wikimedia huggingface dataset:
# Perfect Match (novel)

Perfect Match (2002) is the ninth novel by the American author Jodi Picoult. The novel explores the themes of family conflict, individual inner turmoil and guilt, personal and professional conflict, and vengeance. Though primarily, the novel focuses on child sexual abuse and (justifiable) murder. Unlike many of Picoult's other novels, Perfect Match does not follow the back-and-forth flashback format.

## Plot summary

The story begins with a prologue, in which an unnamed female character enters a courtroom and inexplicably shoots and kills the defendant as he approaches his defense attorney. The shooter is revealed to be Nina Frost, the York County, Maine, Assistant District Attorney, and the defendant is Father Glen Szyszynski, a priest at a church that Nina's family attends. At the time of the shooting, Nina believed that Szyszynski had sexually abused her five-year-old son, Nathaniel, after laboratory tests confirmed that Szyszynski's bodily fluids were found in the child's underpants.
It is later revealed that Nina had killed the wrong man, and a visiting priest named Father Gwynne, not Father Glen, had molested Nathaniel. However, Fathers Gwynne and Szyszynski shared the same DNA because Father Szyszynski had a bone marrow transplant from Father Gwynne (they were half brothers), leading to the belief that the semen on Nathaniel's underpants belonged to Szyszynski. Although this fact was entered into evidence at Nina's own murder trial, after which the jury could not reach a verdict, the judge ultimately ruled that Nina's reasons were justified. As such, Nina was found not guilty of murder. However, under Maine jurisprudence, Nina was found guilty of manslaughter because the judge believed she was under the influence of a reasonable fear or anger brought about by reasonable provocation. Nina was sentenced to 20 years in prison, but this sentence was suspended.
In a final twist at the end, Nina's best friend and colleague Patrick Ducharme moves away. Nina had a very brief affair with Patrick during a short split from her husband, Caleb. Nina also later discovers that Caleb had poisoned Father Gwynne with antifreeze, despite Caleb's earlier admonishment towards her killing Father Szyszynski.

## Main characters

* Nathaniel Patrick Frost: The five-year-old boy who is molested and whose confession about the abuse sparks the central conflict in the novel.
* Nina Maurier Frost: Nathaniel's mother, Caleb's wife, an assistant district attorney who kills Father Szyszynski.
* Caleb Frost: Nathaniel's father and Nina's husband, a stonemason who later poisons Father Gwynne and his cat.
* Patrick Ducharme: A police detective and close friend of Nina's. Patrick expresses his love for Nina on several occasions, but is constantly reminded that they cannot be together. He is a reoccurring character, also appearing in Picoult's novel, Nineteen Minutes.
* Father Gwynne: A visiting priest at the Frost's church who molests Nathaniel. He is later revealed to be Father Szyszynski's half-brother.
* Father Glen Szyszynski: A priest at the Frost's church that was falsely accused of molesting Nathaniel and murdered by Nina.
# Cerro Cumaica–Cerro Alegre Nature Reserve

Cerro Cumaica-Cerro Alegre Natural Reserve is a nature reserve in Nicaragua. It is one of the 78 reserves that are under official protection in the country.
* This Nicaragua location article is a stub. You can help Wikipedia by expanding it.
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# Parathyreinae

Parathyreinae is a subfamily of fossil beetles in the family Buprestidae, containing the following genera and species:
* Genus Acmaeoderimorpha Alexeev, 1993
** Acmaeoderimorpha emersa Alexeev, 1996
** Acmaeoderimorpha ignota Alexeev, 1993
* Genus Ancestrimorpha Alexeev, 1993
** Ancestrimorpha volgensis Alexeev, 1993
* Genus Cretocrassisoma Alexeev, 2000
** Cretocrassisoma indistinctum (Alexeev, 1993)
* Genus Cretoelegantella Alexeev, 2000
** Cretoelegantella ponomarenkoi (Alexeev, 1993)
* Genus Dicercoptera Alexeev, 1993
** Dicercoptera longipennis Alexeev, 1993
* Genus Karatausia Alexeev, 1993
** Karatausia maculata Alexeev, 1993
* Genus Mongoligena Alexeev, 1993
** Mongoligena curta Alexeev, 1993
** Mongoligena popovi Alexeev, 1993
** Mongoligena vulgata Alexeev, 1993
* Genus Mongolobuprestis Alexeev, 1993
** Mongolobuprestis gratiosus Alexeev, 1993
* Genus Paleas Alexeev, 1993
** Paleas maculipennis Alexeev, 1993
* Genus Paramongoligena Alexeev, 1993
** Paramongoligena transversicollis Alexeev, 1993
* Genus Parathyrea Alexeev, 1993
** Parathyrea jurassica Alexeev, 1993
* Genus Pseudochrysobothris Alexeev, 1993
** Pseudochrysobothris ballae (Whalley & Jarzembowski, 1985)
* Genus Pseudomongoligena Alexeev, 2000
** Pseudomongoligena schinkudukense Alexeev, 2000
* Genus Stigmoderimorpha Alexeev, 1993
** Stigmoderimorpha rasnitsyni Alexeev, 1993
* Genus Umerata Alexeev, 1993
** Umerata mirabilis Alexeev, 1993
# Members of the Tasmanian Legislative Council, 1891–1897

This is a list of members of the Tasmanian Legislative Council between 1891 and 1897. Terms of the Legislative Council did not coincide with Legislative Assembly elections, and members served six year terms, with a number of members facing election each year.

## Elections

| Date | Electorates |
| 5 May 1891 | Cambridge; Hobart (1); Russell |
| 3 May 1892 | Hobart (1); Launceston (1); North Esk |
| 2 May 1893 | Hobart (1); Meander; Pembroke |
| 1 May 1894 | Huon; Launceston (1); Mersey |
| 7 May 1895 | Derwent; Tamar; Westmorland |
| 5 May 1896 | Buckingham; Macquarie; South Esk |

## Members

| Name | Division | Years in office | Elected |
| Hon Dr Gamaliel Butler | Hobart | 1896–1914 | by-election |
| Hon George Collins | Tamar | 1895–1919 | 1895 |
| Hon Audley Coote | Tamar | 1886–1895 | 1889 |
| Hon William Crosby | Hobart | 1885–1909 | 1891 |
| Hon William Dodery | Westmorland | 1877–1907 | 1895 |
| Hon Adye Douglas | Launceston | 1855–1856; 1884–1886; 1890–1904 | 1891 |
| Hon Philip Fysh | Buckingham | 1866–1869; 1870–1873; 1884–1894 | 1890 |
| Hon Walter Gellibrand | Derwent | 1871–1901 | 1895 |
| Hon James Gibson | South Esk | 1886–1899 | 1896 |
| Hon Charles Henry Grant | Hobart | 1892–1901 | 1893 |
| Hon Frederick Grubb | Meander | 1879–1911 | 1893 |
| Hon William Hart | Launceston | 1885–1904 | 1894 |
| Hon Henry Lamb | Pembroke | 1891–1899 | 1893 |
| Hon Alfred Lord | Cambridge | 1890–1897 | 1891 |
| Hon John Hair McCall | Mersey | 1888–1901 | 1894 |
| Hon Alexander McGregor | Hobart | 1880–1896 | 1892 |
| Hon William Moore | Russell | 1877–1909 | 1891 |
| Hon Alfred Page | Macquarie | 1887–1909 | 1896 |
| Hon Frederick Piesse | Buckingham | 1894–1901 | 1896 |
| Hon Henry Rooke | North Esk | 1886–1901 | 1892 |
| Hon George Salier | Hobart | 1886–1892 | 1897 |
| Hon John Watchorn | Huon | 1882–1905 | 1894 |
# Firmin Monestime

Saint-Firmin (S. F.) Monestime (December 16, 1909 – October 27, 1977) was a Haitian-Canadian politician and medical doctor, who was the first Black Canadian elected mayor of a Canadian municipality.

## Background

Born in Cap-Haïtien in 1909, Monestime was one of seven children. His father was a successful tanner.
He moved to Quebec City in 1945. Before departing, he separated from his wife at the time, with whom he had two children — Monestime continued to support them from abroad.
He later married Zena Petschersky, an immigrant from Danzig, whom he met in Ottawa in 1953. Together, they had four children.

## Medical career

Monestime studied rural medicine and wrote three books on the subject. He graduated from University of Haiti with a medical degree. In 1937, he was one of the only doctors on duty during the Parsley Massacre, and was subsequently awarded the Haitian Legion of Merit for his work during that crisis.
After upgrading his medical training he planned a move to Timmins, Ontario to set up a medical practice, but when he stopped in Mattawa, Ontario en route, he was convinced by a restaurant owner to stay in that town and set up practice there instead.
Monestime practiced medicine in Mattawa until 1964, when he became mayor.

## Politics

In 1962, Monestime ran for to be on the council of Mattawa and was elected. The next year, he was elected mayor of Mattawa in 1963.
He was active with the Progressive Conservative Party of Canada, and served as its national director. He considered running federally for the party, and in 1971 he ran and lost in a bid for the presidency of the party. A Red Tory, Monestime was attracted to the party because of Prime Minister John Diefenbaker's Bill of Rights.
In 1970, he became director of The Progressive Conservative Party and tried his hand at running for the President of Progressive Conservative Party for Nipissing, but was unsuccessful.
In 1971, he was re-elected as mayor. Except for one year that he took off for personal reasons, he remained mayor until his death due to pancreatic cancer in 1977.

## Death of son

On February 29, 1976, Monestime's 21-year-old son, Fedia, was shot and killed outside the Trans-Canada Hotel in Mattawa. He was in a group chasing a man who had fired his rifle into the wall after a bar fight, when the man fired on them, also injuring three others. Monestime treated three others wounded during the incident. Ralph Childerhose was charged with murder and acquitted, a decision Monestime considered unjust.

## Legacy

Monestime and his wife opened the Algonquin Nursing Home in Mattawa in 1976. His daughter Vala Monestime Belter continued to run the nursing home, and has served on the boards of Ontario Northland and TVOntario.
Where Rivers Meet: The Story of Dr. S. F. Monestime, Canada's First Black Mayor, a biography by historian Doug Mackey, was published in 2009.
A permanent exhibit related to Monestime was put on display at the Mattawa Museum.
In 2014, Frantz Liautaud, the current ambassador of Haiti to Canada, visited Mattawa for a gala celebration of the 50th anniversary of Monestime's first election as mayor.
# Canadian Gemmological Association

The Canadian Gemmological Association (CGA) is a Canada-wide professional organization which sets standards in the practice of gemology. It is a non-profit, educational organization, which provides a forum for Canadian gemmologists to meet and share experiences and knowledge about gemstones. The CGA acts as a liaison with governments in setting guidelines for the sale and marketing of diamonds, coloured stones and pearls, and helps to establish guidelines for gem and jewellery appraising in Canada.
It was founded in 1958 by Dean S.M. Field, and has since provided training in gemmology to persons dealing with gemstones in the jewellery industry and to hobbyists for better appreciation and possible new career opportunities within gemmology.
The CGA is affiliated with the Gemmological Association of Great Britain.

## Courses

The CGA provides a two-year professional course in gemmology at its Toronto location, affiliated teaching centres at Vancouver Community College and the California Institute of Jewellery Training, and via correspondence. Based upon the curriculum of the Gemmological Association of Great Britain, the course provides an overview of the physical and optical properties of gemstones, as well as practical skills in the testing and identification of gemstones, their simulants and treatments. Upon successful completion of this course graduates may become a Fellow of the Canadian Gemmological Association (FCGmA).
In addition to the professional course, the CGA provides classes and professional development opportunities for professionals in the gem and jewellery trade.
# Pterolophia bicarinata

Pterolophia bicarinata is a species of beetle in the family Cerambycidae. It was described by Stephan von Breuning in 1938.
# Gaussian q-distribution

In mathematical physics and probability and statistics, the Gaussian q-distribution is a family of probability distributions that includes, as limiting cases, the uniform distribution and the normal (Gaussian) distribution. It was introduced by Diaz and Teruel. It is a q-analog of the Gaussian or normal distribution.
The distribution is symmetric about zero and is bounded, except for the limiting case of the normal distribution. The limiting uniform distribution is on the range -1 to +1.

## Definition

Let q be a real number in the interval [0, 1). The probability density function of the Gaussian q-distribution is given by
    $s_{q}(x)={\begin{cases}0&{\text{if }}x<-\nu \\{\frac {1}{c(q)}}E_{q^{2}}^{\frac {-q^{2}x^{2}}{[2]_{q}}}&{\text{if }}-\nu \leq x\leq \nu \\0&{\mbox{if }}x>\nu .\end{cases}}$
where
    $\nu =\nu (q)={\frac {1}{\sqrt {1-q}}},$
    $c(q)=2(1-q)^{1/2}\sum _{m=0}^{\infty }{\frac {(-1)^{m}q^{m(m+1)}}{(1-q^{2m+1})(1-q^{2})_{q^{2}}^{m}}}.$
The q-analogue [t]$_q$ of the real number $t$ is given by
    $[t]_{q}={\frac {q^{t}-1}{q-1}}.$
The q-analogue of the exponential function is the q-exponential, E$^x$ $_q$, which is given by
    $E_{q}^{x}=\sum _{j=0}^{\infty }q^{j(j-1)/2}{\frac {x^{j}}{[j]!}}$
where the q-analogue of the factorial is the q-factorial, [n]$_q$!, which is in turn given by
    $[n]_{q}!=[n]_{q}[n-1]_{q}\cdots [2]_{q}\,$
for an integer n > 2 and [1]$_q$! = [0]$_q$! = 1.
The cumulative distribution function of the Gaussian q-distribution is given by
    $G_{q}(x)={\begin{cases}0&{\text{if }}x<-\nu \\[12pt]\displaystyle {\frac {1}{c(q)}}\int _{-\nu }^{x}E_{q^{2}}^{-q^{2}t^{2}/[2]}\,d_{q}t&{\text{if }}-\nu \leq x\leq \nu \\[12pt]1&{\text{if }}x>\nu \end{cases}}$
where the integration symbol denotes the Jackson integral.
The function G$_q$ is given explicitly by
    $G_{q}(x)={\begin{cases}0&{\text{if }}x<-\nu ,\\\displaystyle {\frac {1}{2}}+{\frac {1-q}{c(q)}}\sum _{n=0}^{\infty }{\frac {q^{n(n+1)}(q-1)^{n}}{(1-q^{2n+1})(1-q^{2})_{q^{2}}^{n}}}x^{2n+1}&{\text{if }}-\nu \leq x\leq \nu \\1&{\text{if}}\ x>\nu \end{cases}}$
where
    $(a+b)_{q}^{n}=\prod _{i=0}^{n-1}(a+q^{i}b).$

## Moments

The moments of the Gaussian q-distribution are given by
    ${\frac {1}{c(q)}}\int _{-\nu }^{\nu }E_{q^{2}}^{-q^{2}x^{2}/[2]}\,x^{2n}\,d_{q}x=[2n-1]!!,$
    ${\frac {1}{c(q)}}\int _{-\nu }^{\nu }E_{q^{2}}^{-q^{2}x^{2}/[2]}\,x^{2n+1}\,d_{q}x=0,$
where the symbol [2n − 1]!! is the q-analogue of the double factorial given by
    $[2n-1][2n-3]\cdots [1]=[2n-1]!!.\,$
# Pousargues African fat mouse

Pousargues's African fat mouse (Steatomys opimus) is an extant species of rodent indigenous to the Central African Republic, Cameroon, and the Democratic Republic of the Congo. Given the distribution of the species throughout central Africa, the probability of a 'large population', and the security of its habitat, the International Union for Conservation of Nature (IUCN) recognises S. opimus as stable. Although the species is comparable in size to S. bocagei, the former exhibits an extra, abdominal pair of teats. In comparison to S. pratensis, S. opimus is significantly larger, while further comparison is necessary with S. jacksoni.
# Perry Township, Monroe County, Ohio

Perry Township is one of the eighteen townships of Monroe County, Ohio, United States. As of the 2020 census, the population was 420, including 71 people in the village of Antioch.

## Geography

Located in the southern part of the county, it borders the following townships:
* Center Township - north
* Green Township - northeast
* Jackson Township - southeast
* Benton Township - south
* Washington Township - west
* Wayne Township - northwest
The village of Antioch is located in central Perry Township.

## Name and history

It is one of twenty-six Perry Townships statewide.

## Government

The township is governed by a three-member board of trustees, who are elected in November of odd-numbered years to a four-year term beginning on the following January 1. Two are elected in the year after the presidential election and one is elected in the year before it. There is also an elected township fiscal officer, who serves a four-year term beginning on April 1 of the year after the election, which is held in November of the year before the presidential election. Vacancies in the fiscal officership or on the board of trustees are filled by the remaining trustees.
# Cotton–Ropkey House

Cotton–Ropkey House, also known as the Ropkey House, is a historic home located at Indianapolis, Marion County, Indiana. It was built about 1850, and is a two-story, three-bay-by-four-bay, transitional Italianate / Greek Revival style timber frame dwelling. It has a hipped roof and is sheathed in clapboard siding.$^{:2}$
It was added to the National Register of Historic Places in 1984, and was delisted in 2017.
# Burg Scharfeneck

Burg Scharfeneck is a castle in Lower Austria, Austria.
# Parathylactus

Parathylactus is a genus of longhorn beetles of the subfamily Lamiinae, containing the following species:
* Parathylactus dorsalis (Gahan, 1890)
* Parathylactus sumatranus Breuning & de Jong, 1941
# Metarctia phaeoptera

Metarctia phaeoptera is a moth of the subfamily Arctiinae. It was described by George Hampson in 1909. It is found in the Democratic Republic of the Congo, Kenya, Tanzania and Uganda.
# Botswana–Harvard AIDS Institute Partnership

The Botswana–Harvard AIDS Institute Partnership (BHP) is an HIV/AIDS research and training organization. It was established in 1996. It is a partnership between the Government of Botswana and the Harvard AIDS Initiative. Its goal is to further HIV/AIDS research. The Botswana Harvard HIV Reference Laboratory is in Botswana’s capital, Gaborone.
# Campodea zuluetai

Campodea zuluetai is a species of two-pronged bristletail in the family Campodeidae.
# Pterolophia bicostata

Pterolophia bicostata is a species of beetle in the family Cerambycidae. It was described by Stephan von Breuning in 1943.
# Enizemum

Enizemum is a genus of parasitoid wasps belonging to the family Ichneumonidae.
The species of this genus are found in Europe and North America.
Species:
* Enizemum albiscutellum Ma, Wang & Wang, 1992
* Enizemum carmenae Gauld & Hanson, 1997
* Enizemum giganteum Uchida, 1957
* Enizemum ornatum (Gravenhorst, 1829)
* Enizemum nigrocoxatum Balueva & Lee, 2016
# Perry Township, Noble County, Indiana

Perry Township is one of thirteen townships in Noble County, Indiana. As of the 2020 census, its population was 6,900 (up from 6,761 at 2010) and it contained 2,435 housing units.

## Geography

According to the 2010 census, the township has a total area of 35.76 square miles (92.6 km$^2$), of which 35.68 square miles (92.4 km$^2$) (or 99.78%) is land and 0.08 square miles (0.21 km$^2$) (or 0.22%) is water.

### Cities and towns

* Ligonier

### Unincorporated towns

* Grismore at 41°29′44″N 85°38′05″W﻿ / ﻿41.4956050°N 85.6347086°W﻿ / 41.4956050; -85.6347086
(This list is based on USGS data and may include former settlements.)

## Adjacent townships

* Eden Township, LaGrange County (north)
* Clearspring Township, LaGrange County (northeast)
* Elkhart Township, Noble County (east)
* York Township, Noble County (southeast)
* Sparta Township, Noble County (south)
* Turkey Creek Township, Kosciusko County (southwest)
* Jackson Township, Elkhart County (west)
* Clinton Township, Elkhart County (northwest)

## Major highways

* U.S. Route 6
* U.S. Route33
* Indiana State Road 5
# Moton

Moton may refer to:

## People
### Given name

* Moton Hopkins (born 1986), American professional gridiron football player

### Surname

* LeVelle Moton (born 1974), American college basketball coach
* Robert Russa Moton (1867–1940), African American educator and author
* Taylor Moton (born 1994), American football player

## Schools

* R.R. Moton High School, historic segregated school located in Prince Edward County, Virginia
* Dr. R. Moton High School, located in Brookside, Florida
* Moton High School (Oklahoma), Taft, Oklahoma

## Other uses

* Moton Field, part of the Tuskegee Airmen National Historic Site
* Moton Field Municipal Airport, Airport located north of Tuskegee, Alabama
* Robert Russa Moton Museum (Moton High School), National Historic Landmark in Prince Edward County, Virginia
* Robert Russa Moton Boyhood Home, historic plantation in Prince Edward County, Virginia
* Holly Knoll, aka Robert R. Moton House, National Historic Landmark in Gloucester County, Virginia
# Burg Seebenstein

Burg Seebenstein is a castle in Seebenstein, Lower Austria, Austria. Burg Seebenstein is 453 metres (1,486 ft) above sea level.
# Parowan Meetinghouse

The Parowan Meetinghouse, sometimes referred to as the Parowan Tabernacle or the Parowan Old Rock Church is a historic meetinghouse of the Church of Jesus Christ of Latter-day Saints (LDS Church) in Parowan, Utah, United States, that is listed on the National Register of Historic Places (NRHP).

## Description

The building was constructed 1861–1870 and was designed by architect/builders Ebenezer Hanks, Edward Dalton and William A. Warren, all members of the local community. The basement was completed by 1867 when it began to hold meetings. The first meeting held in the relatively large chapel, which seated 800, occurred when LDS Church leader Brigham Young visited in April 1870. The building has two separate staircases with entrances, originally one for males and one for females. The building was abandoned by the church after 1914 when the new adjacent Prairie School styled Parowan 3rd Ward Meetinghouse was built on the same lot.
Somewhere around 1920, ownership was taken over by the city, who turned over the building to the Daughters of the Utah Pioneers who retain caretaker status. The building now serves as the Parowan Old Rock Church Museum that hosts daily tours between Memorial Day and Labor Day.
It was listed on the NRHP May 6, 1976.
# Merau

In Polynesian mythology, Merau is a goddess of death and the underworld.