OpenLLM-France/wikimedia huggingface dataset:
# UFC Fight Night: Holm vs. Correia

UFC Fight Night: Holm vs. Correia (also known as UFC Fight Night 111) was a mixed martial arts event produced by the Ultimate Fighting Championship held on June 17, 2017, at Singapore Indoor Stadium in Kallang, Singapore.

## Background

The event was the second that the promotion has hosted in Singapore, following UFC Fight Night: Saffiedine vs. Lim which was at the Marina Bay Sands in January 2014.
A women's bantamweight bout between former UFC Women's Bantamweight Champion Holly Holm and former title challenger Bethe Correia headlined this event.
Although the pairing was never officially announced by the promotion, Alex Caceres was linked to a bout with promotional newcomer Wang Guan at the event. Instead, Caceres faced another newcomer in Rolando Dy.
Jonathan Meunier was expected to face Li Jingliang at the event. However, Meunier's removal from the card was announced on June 6 due to an alleged injury and was replaced by promotional newcomer Frank Camacho.
At the weigh-ins, Carls John de Tomas came in at 131 lb, five pounds over the flyweight limit of 126 lb. As a result, he was fined 30% of his purse, which went to Naoki Inoue and their bout proceeded as scheduled at a catchweight.

## Bonus awards

The following fighters were awarded $50,000 bonuses:
* Fight of the Night: Li Jingliang vs. Frank Camacho
* Performance of the Night: Holly Holm and Ulka Sasaki
# Niji (album)

Niji (虹 "Rainbow") is the third studio album by Japanese recording artist Yui Aragaki. It was released on September 22, 2010.

## Background

The album includes Aragaki's previously digitally released "Walk" and "Chiisana Koi no Uta" (a Mongol800 cover) as well "Hanamizuki", a Yō Hitoto cover and theme song to Aragaki's film Hanamizuki. It was released in three formats: CD-only standard edition, limited edition A, which has an illustration cover drawn by Aragaki and comes priced at 2,000 yen, and limited edition B, which comes with a bonus DVD that includes the music videos for "Chiisana Koi no Uta", "Walk" and "Hanamizuki".

## Chart performance

Niji debuted on the daily Oricon albums chart at #2 with 5,955 copies sold. It peaked at #4 on the weekly charts with 19,888 copies sold, making it Aragaki's third consecutive album to debut in the top 5.

## Charts and sales

| Chart (2010) | Peak position | Sales |
| Japan Oricon Daily Albums Chart | 2 | 25,732 |
| Japan Oricon Weekly Albums Chart | 4 | 25,732 |

## Release history

| Region | Date | Label | Format |
| Japan | September 22, 2010 | Warner Music Japan | CD (Limited Edition A) |
| Japan | September 22, 2010 | Warner Music Japan | CD+DVD (Limited Edition B) |
| Japan | September 22, 2010 | Warner Music Japan | CD (Standard Edition) |
# Matameye Department

Matameye is a department of the Zinder Region in Niger. Its capital lies at the city of Matameye. The chief town lies 72 km from Magaria. It also includes the town of Kantché. As of 2012, the department had a total population of 399,181 people.

## Communes

* Dan-Barto
* Daouche
* Doungou
* Ichirnawa
* Kantche
* Kourni
* Matameye
* Tsaouni
* Yaouri
# Nure

The Nure (Latin Nura) is a small river in northern Italy (province of Piacenza). It has its source on the northern slopes of Mt. Nero, elevation 1,754 metres (5,755 ft) above sea level, and after a course of about 75 kilometres (47 mi)—the second longest of the province—flows into the Po River 10 kilometres (6 mi) east of Piacenza, in the vicinity of Roncarolo, a frazione of the commune of Caorso, on the border with the Lombard commune of Caselle Landi.
The upper valley is somewhat influenced by the sea air, keeping it free of fog and strong winds, and therefore relatively pleasant even during the winter months.
In this valley, there are 79 fortifications (castles, fortified towers and dwellings, etc.)
The main villages along this river are: Ferriere, Bosconure, Cantoniera, Farini d'Olmo, Bettola, Ponte dell'Olio, Vigolzone, Grazzano Visconti, Podenzano.
In addition to the main villages, other areas of the Val Nure (Valley of the Nure) are delineated by parishes, with churches located along the peaks of the mountains. One example is Cogno San Bassano, at the top of the mountain above Farini d'Olmo.
In 1799 the French Auvergne Regiment was surrendered at this river during the Revolutionary Wars. This marked the end of the Battle of the Trebbia, in which Suvorov's Russian and Austrian troops won a complete victory.
# Pathari tehsil

Pathari tehsil is a tehsil in Vidisha district, Madhya Pradesh, India. It is also a subdivision of the administrative and revenue division of Vidisha district of Madhya Pradesh.
# Brotia binodosa

Brotia binodosa is a species of freshwater snail with an operculum. It is an aquatic gastropod mollusk in the family Pachychilidae.

## Distribution

This species is found in Thailand.

## Human use

It is a part of ornamental pet trade for freshwater aquaria.
# Ramer, Tennessee

Ramer is a city in McNairy County, Tennessee. The population was 354 at the 2000 census.
The community was named after the Ramer family of settlers.

## Geography

Ramer is located at 35°4′13″N 88°36′57″W﻿ / ﻿35.07028°N 88.61583°W﻿ / 35.07028; -88.61583 (35.070243, -88.615851).
According to the United States Census Bureau, the city has a total area of 1.7 square miles (4.4 km$^2$), all land.

## Demographics

As of the census of 2000, there were 354 people, 142 households, and 102 families residing in the city. The population density was 206.8 inhabitants per square mile (79.8/km$^2$). There were 155 housing units at an average density of 90.6 per square mile (35.0/km$^2$). The racial makeup of the city was 87.29% White, 11.86% African American, and 0.85% from two or more races. Hispanic or Latino of any race were 3.39% of the population.
There were 142 households, out of which 28.9% had children under the age of 18 living with them, 58.5% were married couples living together, 10.6% had a female householder with no husband present, and 27.5% were non-families. 25.4% of all households were made up of individuals, and 12.0% had someone living alone who was 65 years of age or older. The average household size was 2.49 and the average family size was 2.94.
In the city, the population was spread out, with 26.0% under the age of 18, 8.5% from 18 to 24, 23.7% from 25 to 44, 28.0% from 45 to 64, and 13.8% who were 65 years of age or older. The median age was 36 years. For every 100 females, there were 97.8 males. For every 100 females age 18 and over, there were 95.5 males.
The median income for a household in the city was $27,292, and the median income for a family was $31,071. Males had a median income of $31,094 versus $18,125 for females. The per capita income for the city was $14,942. About 12.7% of families and 16.8% of the population were below the poverty line, including 28.4% of those under age 18 and 7.1% of those age 65 or over.
# Amaurobius deelemanae

Amaurobius deelemanae is a species of spider in the family Amaurobiidae, found in Crete, Greece.
# Parshuram Gangwar

Dr. Parashuram Gangwar was an Indian politician, and ex member of parliament, a doctor by profession. He was born in a small town of Barkhera. His father, Jhamman Lal, was a local former. In May 1957, he married Ishwarwati and has two sons and four daughters with her.
He qualified A.M.B.S. from Lalit Hari Ayurvedic College, Pilibhit, Uttar Pradesh, he was a Medical Practitioner and agriculturist. He served as a member of parliament for tenth Lok Sabha from Pilibhit constituency in 1991 and received 30.86% votes and defeated Menaka Gandhi of Janata Dal.
# Parshuram Ballal Godbole

Parshuram Ballal Godbole (1799 – 3 September 1874) was a Marathi lexicographer, editor, and translator.
He was one of the editors of Panditi Kosha, a dictionary prepared by Sanskrit scholars. He was also the editor of Navneet, a collection of Marathi poems.
He was the Personal Pandit for Thomas Candy.
# Patrick Ayiecho Olweny

Patrick Ayiecho Olweny is a Kenyan politician. He belongs to the Orange Democratic Movement and was elected to represent the Muhoroni Constituency in the National Assembly of Kenya in the 2007 Kenyan parliamentary election. In 2010 he created tribalist controversy by urging Luo people to disregard family planning and make as many children as possible to make the tribe more prominent in census and thus Kenyan politics.
# Nicolás Ramírez

Nicolás Ramírez may refer to:
* Nicolás Ramírez (Mexican footballer) (born 1974), Mexican former football defensive midfielder
* Nicolás Ramírez (Argentine footballer) (born 1988), Argentine football forward for Deportivo Camioneros
* Nicolás Ramírez (Chilean footballer) (born 1997), Chilean football centre-back for Huachipato
# Chang Yong-hak

Chang Yong-hak (Korean: 장용학; 25 April 1921 – 31 August 1999) was a South Korean writer.

## Biography

Chang was born in 1921 in Puryong County, North Hamgyong Province, Chōsen, Empire of Japan (now in North Korea). He graduated from Kyongsong High School in 1940. He studied at Waseda University in Japan (which he entered in 1942 as a business major), before being drafted into the Japanese army. After the end of World War Two, he was a teacher at Chongjin girl's middle school in North Korea but in 1947 he defected to South Korea and worked as a teacher at Hanyang industrial high school and Muhak girl's high school. In the early 1960s he worked as a professor at Deokseong women's university, but soon began to work in journalism, working as a commentator at the Dong-a Ilbo and Kyonghyang sinmun, writing fiction on the side.

## Works

While he worked as a teacher in Hanyang industrial high school. he wrote his first work "Yuksu (肉囚, The prisoned body)" in 1947 and published his work "Huihwa (희화, The funny painting)" on the Yonhap sinmun in 1949. The first work he got famous as an author was his short story, translated as "The Poems of John the Baptist" (available in English translation in Ten Korean Short Stories, edited by Ken O'Rouke, 1993), was a critical success in Korea.

## Literary style

Chang has been characterized as an idea novelist influenced by Sartre and philosophical ideas both Oriental and Occidental and as a writer of fantasy.
# 1911 in Norwegian football

Results from Norwegian football (soccer) in the year 1911.

## Class A of local association leagues

Class A of local association leagues (kretsserier) is the predecessor of a national league competition. The champions qualify for the 1911 Norwegian cup.
| League | Champion |
| Smaalenene | Fredrikstad |
| Kristiania og omegn | Mercantile |
| Oplandene | Lyn (Gjøvik) |
| Vestfold | Drafn |
| Grenland | Urædd |
| Vesterlen | Stavanger IF |
| Bergen og omegn | Bergens FK |
| Nordenfjeldske | Kvik (Trondheim) |

## National team

Sources:
# Brotia sumatrensis

Brotia sumatrensis is a species of freshwater snail with an operculum, an aquatic gastropod mollusk in the family Pachychilidae. Previously frequently synonymized with Brotia costula, biological systematics was able to molecularly distinguish the two.

## Distribution

* Sumatra, Indonesia
# Nachingwea Airport

Nachingwea Airport (IATA: NCH, ICAO: HTNA) is a domestic airport locate in south Lindi Region, Tanzania. The airport serves the town Nachingwea. It is on the northeast side of the town.
# Tân Dĩnh

Tân Dĩnh is a commune (xã) and village in Lạng Giang District, Bắc Giang Province, in northeastern Vietnam.
# Tân Châu district, Tây Ninh

Tân Châu is a rural district (huyện) in the northern part of Tây Ninh province in the Southeast region of Vietnam. As of 2003 the district had a population of 106,264. The district covers an area of 1,099 km$^2$. The district capital lies at Tân Châu. It is the largest district in the province, accounting for around 25% of the area.
The predominant soil in the area is grey. This type of soil is prone to erosion and being swept away by water, and cannot be used in dykes, but it is suitable for rubber plantations.
The district has a climate typical of southern Vietnam, with no winter, and a distinct dry and monsoon season. The average maximum temperature in the district is 27 Celsius and the minimum around 4 Celsius.
The Saigon River runs along the eastern boundary of the district, and is also the division between Tay Ninh and the provinces of Bình Dương and Bình Phước to the east. Several waterfalls and springs, the Ngô, Dây among others, are in the district and flow into the Saigon River.
The district has several types of minerals suitable for use as building materials in cements and bricks.
The district consists of the township of Tân Châu and the communes of Tân Hà, Tân Đông, Tân Hội, Tân Hòa, Suối Ngô, Suối Dây, Tân Hiệp, Thạnh Đông, Tân Thành, Tân Phú and Tân Hưng.
Tân Châu borders Tân Biên district to the west, Hòa Thành district to the southwest, Dương Minh Châu district to the south, and Bình Long to the east.
The district was formed by splitting out parts of Dương Minh Châu District and Tân Biên District.
The main economic activities in the province are the production of rubber, sugarcane and noodles. The Nước Trong (lit Clear Water) sugar processing plant is one of the biggest in the province, and processes around 1,000 tons of sugarcane. Forestry is also seen as a potentially lucrative activity in the district.
# UEFA 2010

UEFA 2010 may refer to:
* 2010 FIFA World Cup qualification (UEFA)
* 2009–10 UEFA Champions League
* 2010–11 UEFA Champions League
* 2009–10 UEFA Europa League
* 2010–11 UEFA Europa League
# Brás (São Paulo Metro)

Brás is a station on the Line 3-Red of São Paulo Metro and on the Lines 10-Turquoise, 11-Coral, 12-Sapphire and the Service 710 of CPTM.

## History

The first station at this location was opened on February 16, 1867, under the name 'Braz' by the São Paulo Railway (SPR). On November 6, 1875, the Northern Railway (Estrada de Ferro do Norte, later the Estrada de Ferro Central do Brasil) opened a terminal station, called the 'Estação do Norte' for their northern rail lines. The name of this station was changed to "Roosevelt" on September 15, 1945, by presidential decree in homage to the American President Franklin Roosevelt, who died that year.
During the 1950s the government took control of the lines operated by the SPR, and creating the National Rail Company RFFSA (liquidated in 2007). During the 1980s, with the construction of the East-West Line (Red line 3 on the São Paulo Metro) the train station was integrated with the newly inaugurated metro station, forming the integrated Brás station. In 1994, the CPTM assumed administration of the suburban rail service and remodeled the station. After the remodeling, the name 'Roosevelt' was officially dropped, and the station began being called Brás, as was called the original SPR station.

## SPTrans lines

The following SPTrans bus lines can be accessed. Passengers may use a Bilhete Único card for transfer:
| Line | Destination |
| 5131/10 | Cid. Ademar |
| 5630/10 | Grajaú Terminal |
# Aayiram Kannudayaal

Aayiram Kannudayaal (transl. Goddess with thousand eyes) is a 1986 Indian Tamil-language devotional film directed by K. Shankar. The film stars Padmini, Jeevitha, Prabha and Baby Shalini. It was released on 21 November 1986.

## Cast

* Padmini
* Jeevitha
* Prabha
* Baby Shalini
* Rajeev
* M. N. Nambiar
* V. K. Ramasamy
* Senthil
* Loose Mohan
* Heran Ramasamy
* Manorama
* Gandhimathi
* Ennatha Kannaiya
* LIC Narasimhan
* Shankar–Ganesh in special appearance

## Soundtrack

Soundtrack was composed by Shankar–Ganesh.

## Reception

Jayamanmadhan of Kalki felt that Rajeev's acting of keeping straight face till the end was a new lesson he taught to the audience and also added Padmini, Nambiar, Manorama did not have proper roles and concluded that since it is directed by legendary director K. Shankar so only old glory can be told now otherwise nothing special.
# Rembert, Missouri

Rembert is an extinct town in south central Wright County, in the Ozarks of southern Missouri. The site is approximately two miles west-southwest of Hartville and north of Missouri Route 38 and the Woods Fork of the Gasconade River.
A post office called Rembert was established in 1904, and remained in operation until 1915. The community has the name of the local Rembert family.
# USS Calvert

USS Calvert may refer to the following ships operated by the United States Navy:
* Calvert (SP-2274), was a Maryland State Fisheries Force motor boat that served in World War I
* USS Calvert (AP-65), served in World War II
# Relativistic system (mathematics)

In mathematics, a non-autonomous system of ordinary differential equations is defined to be a dynamic equation on a smooth fiber bundle $Q\to \mathbb {R}$ over $\mathbb {R}$. For instance, this is the case of non-relativistic non-autonomous mechanics, but not relativistic mechanics. To describe relativistic mechanics, one should consider a system of ordinary differential equations on a smooth manifold $Q$ whose fibration over $\mathbb {R}$ is not fixed. Such a system admits transformations of a coordinate $t$ on $\mathbb {R}$ depending on other coordinates on $Q$. Therefore, it is called the relativistic system. In particular, Special Relativity on the Minkowski space $Q=\mathbb {R} ^{4}$ is of this type.
Since a configuration space $Q$ of a relativistic system has no preferable fibration over $\mathbb {R}$, a velocity space of relativistic system is a first order jet manifold $J_{1}^{1}Q$ of one-dimensional submanifolds of $Q$. The notion of jets of submanifolds generalizes that of jets of sections of fiber bundles which are utilized in covariant classical field theory and non-autonomous mechanics. A first order jet bundle $J_{1}^{1}Q\to Q$ is projective and, following the terminology of Special Relativity, one can think of its fibers as being spaces of the absolute velocities of a relativistic system. Given coordinates $(q^{0},q^{i})$ on $Q$, a first order jet manifold $J_{1}^{1}Q$ is provided with the adapted coordinates $(q^{0},q^{i},q_{0}^{i})$ possessing transition functions
    $q'^{0}=q'^{0}(q^{0},q^{k}),\quad q'^{i}=q'^{i}(q^{0},q^{k}),\quad {q'}_{0}^{i}=\left({\frac {\partial q'^{i}}{\partial q^{j}}}q_{0}^{j}+{\frac {\partial q'^{i}}{\partial q^{0}}}\right)\left({\frac {\partial q'^{0}}{\partial q^{j}}}q_{0}^{j}+{\frac {\partial q'^{0}}{\partial q^{0}}}\right)^{-1}.$
The relativistic velocities of a relativistic system are represented by elements of a fibre bundle $\mathbb {R} \times TQ$, coordinated by $(\tau ,q^{\lambda },a_{\tau }^{\lambda })$, where $TQ$ is the tangent bundle of $Q$. Then a generic equation of motion of a relativistic system in terms of relativistic velocities reads
    $\left({\frac {\partial _{\lambda }G_{\mu \alpha _{2}\ldots \alpha _{2N}}}{2N}}-\partial _{\mu }G_{\lambda \alpha _{2}\ldots \alpha _{2N}}\right)q_{\tau }^{\mu }q_{\tau }^{\alpha _{2}}\cdots q_{\tau }^{\alpha _{2N}}-(2N-1)G_{\lambda \mu \alpha _{3}\ldots \alpha _{2N}}q_{\tau \tau }^{\mu }q_{\tau }^{\alpha _{3}}\cdots q_{\tau }^{\alpha _{2N}}+F_{\lambda \mu }q_{\tau }^{\mu }=0,$
    $G_{\alpha _{1}\ldots \alpha _{2N}}q_{\tau }^{\alpha _{1}}\cdots q_{\tau }^{\alpha _{2N}}=1.$
For instance, if $Q$ is the Minkowski space with a Minkowski metric $G_{\mu \nu }$, this is an equation of a relativistic charge in the presence of an electromagnetic field.
# Relativistic similarity parameter

In relativistic laser-plasma physics the relativistic similarity parameter S is a dimensionless parameter defined as
    $S={\frac {n_{e}}{a_{0}n_{cr}}}$,
where ${n_{e}}$ is the electron plasma density, ${n_{cr}=\epsilon _{0}m_{e}\omega _{0}^{2}/e^{2}}$ is the critical plasma density and ${a_{0}=eA/(m_{e}c)}$ is the normalized vector potential. Here ${m_{e}}$ is the electron mass, ${e}$ is the electron charge, ${c}$ is the speed of light, ${\epsilon _{0}}$ the electric vacuum permittivity and ${\omega _{0}}$ is the laser frequency.
The concept of similarity and the similarity parameter ${S}$ were first introduced in plasma physics by Sergey Gordienko. It allows distinguishing between relativistically overdense ${(S\gg 1)}$ and underdense plasmas ${(S\ll 1)}$.
The similarity parameter is connected to basic symmetry properties of the collisionless Vlasov equation and is thus the relativistic plasma analog of the Reynolds number in fluid mechanics. Gordienko showed that in the relativistic limit (${a_{0}\gg 1}$) the laser-plasma dynamics depends on three dimensionless parameters: $\omega _{0}\tau$, ${R\omega _{0}/c}$ and ${S}$, where ${\tau }$ is the duration of the laser pulse and ${R}$ is the typical radius of the laser waist. The main result of the relativistic similarity theory can be summarized as follows: if the parameters of the interaction (plasma density and laser amplitude) change simultaneously so that the ${S}$ parameter remains constant, the dynamics of the electrons remains the same.
The similarity theory allows deriving non-trivial power-law scalings for the energy of fast electrons in underdense and overdense plasmas.
# Aarabi

Aarabi is a surname. Notable people with the surname include:
* Bizhan Aarabi (born 1947), Iranian-American neurosurgeon, researcher, author, and academic
* Parham Aarabi (born 1976), Canadian professor and entrepreneur
* Sohrab Aarabi (1990–2009), Iranian student and pro-democracy activist
# Bucsum

Bucsum is the Hungarian name for three villages in Romania:
* Bucium village, Șinca Commune, Braşov County
* Bucium village, Orăştioara de Sus Commune, Hunedoara County
* Bucium-Orlea village, Sântămăria-Orlea Commune, Hunedoara County
# Budara

Budara is a genus of moths in the family Geometridae.
# Budarasingi

Budarasingi is a village in Mandasa mandal of Srikakulam district, Andhra Pradesh, India.

## Geography

Budarasingi is located at 18°56′00″N 84°27′00″E﻿ / ﻿18.9333°N 84.4500°E﻿ / 18.9333; 84.4500. It has an average elevation of 50 meters (167 feet).

## Demographics

As of 2001 Indian census, the demographic details of Budarasingi village is as follows:
* Total Population: 2,418 in 564 Households
* Male Population: 1,202 and Female Population: 1,216
* Children Under 6-years of age: 360 (Boys - 172 and Girls - 188)
* Total Literates: 1,042
# UHH

UHH or Uhh can refer to:
* University of Hawaii at Hilo, United States
* University of Hamburg, Germany
* Unhexhexium (Uhh), a hypothesised chemical element
# Tyzack

Tyzack is a surname. Notable people with the surname include:
* Florence Tyzack Parbury (1881–1960), English socialite
* Margaret Tyzack (1931-2011), English actress
* Michael Tyzack (1933-2007), English painter
# Abagrotis bimarginalis

Abagrotis bimarginalis is a species of cutworm or dart moth in the family Noctuidae. It is found in Central America and North America.
The MONA or Hodges number for Abagrotis bimarginalis is 11017.
# Bucculatrix unipuncta

Bucculatrix unipuncta is a moth in the family Bucculatricidae. It is found in the West Indies. The species was described by Thomas de Grey, 6th Baron Walsingham in 1897.
# Tricyclohexylphosphine

Tricyclohexylphosphine is the tertiary phosphine with the formula P(C$_6$H$_{11}$)$_3$. Commonly used as a ligand in organometallic chemistry, it is often abbreviated to PCy$_3$, where Cy stands for cyclohexyl. It is characterized by both high basicity (pK$_a$ = 9.7) and a large ligand cone angle (170°).
Important complexes containing P(Cy)$_3$ ligands include the 2005 Nobel Prize-winning Grubbs' catalyst and the homogeneous hydrogenation catalyst Crabtree's catalyst.
* Grubbs' catalyst (first generation)
* Crabtree's catalyst
# Amaurobius borealis

Amaurobius borealis is a species of hacklemesh weaver in the spider family Amaurobiidae. It is found in the United States and Canada.