OpenLLM-France/wikimedia huggingface dataset:
# Water of Luce

The Water of Luce is a river in Dumfries and Galloway, in south west Scotland.
The Main Water of Luce rises in South Ayrshire, flows south to New Luce, where it is joined by the Cross Water of Luce, and flows into the Solway Firth at Luce Bay. The Luce is crossed by the eight-arch Glenluce Viaduct near to Glenluce. This once carried the Portpatrick Railway to Stranraer.

## Fishing

The Upper Proprietor is Dr Sir Nicholas Spicer Bt. of the Lagafater Estate, whilst the lower proprietor is the Rt Hon. Earl of Stair of Stair Estates. The fishing is governed by the Luce District Salmon Fishery Board.
54°51′N 4°50′W﻿ / ﻿54.850°N 4.833°W﻿ / 54.850; -4.833
# Warlock (card game)

Warlock is a 1980 card game published by Games Workshop.

## Gameplay

Warlock is a game in which wizards duel each other by conjuring creatures such as dragons, dwarves, and heroes.

## Reception

Charles Vasey reviewed Warlock for White Dwarf #23, giving it an overall rating of 8 out of 10, and stated that "This game is far from complex and it's an admirable introduction to gaming for the more intelligent, a good subject for a family game, or simply for unwinding with a good workable multi-player game with fine graphics, which can be adjusted easily to the time you have to hand."
Forrest Johnson reviewed Warlock in The Space Gamer No. 38. Johnson commented that "Warlock is too complicated for a parlor game, but does not allow enough strategy for a good wargame. A nice try, but overdesigned, overpackaged, and overpriced."

## Reviews

* Dragon #53
* Arcane #18
* Games & Puzzles #80
# Watkins Family Hour

Watkins Family Hour is a bluegrass musical collaborative led by siblings Sara Watkins and Sean Watkins, who also form two-thirds of the Americana music group Nickel Creek. The group began in 2002 as a monthly, informal musical variety show with the Watkins siblings and their friends in the Los Angeles nightclub Largo.
Their eponymous debut album, which consists entirely of covers, was released on July 24, 2015, on Family Hour Records via Thirty Tigers, and was produced by Sheldon Gomberg. In addition to Sara and Sean Watkins, musicians who performed on this album include Fiona Apple, Lone Justice's Don Heffington, Benmont Tench, Greg Leisz, and Soul Coughing’s Sebastian Steinberg. According to Metacritic, Watkins Family Hour received generally favorable reviews from critics; on the site, the album has a score of 76 out of 100, based on six reviews.
Their second album Brother Sister was released on January 17, 2020, by Family Hour Records and Thirty Tigers, and their third album Vol. II was released August 19, 2022, by Family Hour.
# Warren railway station

Warren railway station was located near New Brighton, Wirral, England. The station was built on the New Brighton branch of the Seacombe, Hoylake and Deeside Railway, between Wallasey Grove Road and New Brighton stations, opening on 30 March 1888. The branch became part of the Wirral Railway on 1 July 1891.
Remotely situated, the station only ever served a small part of the community (and the local golf course). This, combined with an infrequent service, and the later introduction of a tram service on Warren Drive, meant the station was little used, and it was closed on 1 October 1915. The station had one siding nearby, on the seaward side, which was possibly used for the transportation of sand. The foundations of the up platform are extant, and were revealed during engineering work in 2006. The line past the station site remains in use as part of the Wirral Line, now operated by Merseyrail.
| Preceding station | Historical railways | Historical railways | Historical railways | Following station |
| New Brighton Line and station open | | London, Midland and Scottish Railway Wirral Railway | | Wallasey Grove Road Line and station open |
# Warren station

Warren station may refer to:
* Warren station (Erie Railroad), a former railroad station in Warren, Ohio
* Warren station (Pennsylvania Railroad), a former railroad station in Warren, Pennsylvania
* Warren Avenue station, a QLINE light rail station in Detroit, Michigan
* Warren railway station, former railway station in Wirral, England
* Warren station (Illinois), a former railroad station in Warren, Illinois
* Warren station (Virginia), a former railroad station in Warren, Virginia
# Waterford School (disambiguation)

Waterford School may also refer to:
* Waterford School, a private school in Sandy, Utah
* Waterford School District, a school district in Waterford Township, Michigan
* Waterford High School (disambiguation), a list of high schools with similar names
# Way To The Woods

Way To The Woods is a forthcoming video game.
It was developed by Anthony Tan and will be published by OnePixel.Dog.
It has received front-page Web coverage from The New York Times, as well as coverage from PC Gamer, IGN, Polygon, and Inverse, and other news outlets.
# We Belong Together: 6 Years of Success

We Belong Together: 6 Years of Success is the first compilation album by Dutch-English pop group Caught in the Act. It was released by ZYX Music on 24 August 1998 in German-speaking Europe. The album peaked at number 29 on the German Albums Chart.

## Track listing

Adapted from album booklet.

## Charts

| Chart (1998) | Peak position |
| Austrian Albums (Ö3 Austria) | 38 |
| German Albums (Offizielle Top 100) | 29 |

## Release history

| Region | Date | Format | Label | Ref(s) |
| Various | 24 August 1998 | CD | ZYX Music | |
# Wałowice

Wałowice may refer to the following places:
* Wałowice, Łódź Voivodeship (central Poland)
* Wałowice, Lublin Voivodeship (east Poland)
* Wałowice, Lubusz Voivodeship (west Poland)
# Waylen Bay

Waylen Bay is a small embayment on the west coast of Australia, situated in the Perth suburb of Applecross between Point Dundas to Point Heathcote. In 1925 it was designated in real estate promotional material as a component of a larger Frenchmans Bay in what is Melville water.
One of the main features of Waylen Bay is a Scout Hall, situated right on the bank. It is home to the Waylen Bay Sea Scout Troop. Waylen Bay is just around the corner from South of Perth Yacht Club.
# We Are Electrocution

Professional ratings :
| Review scores ||
| Source | Rating |
| Allmusic | link |
| Maximumrocknroll | Positive September 2000 |
| Razorcake | Positive link |
We are Electrocution is the debut album by nihilistic new wave punk rock band Le Shok released in 2000 on GSL. Initially available only in limited quantities on vinyl, a CD was released the following year. The album garnered inclusion on the Village Voice critics Pazz & Jop list for 2000.

## Track listing

* "I Know You're Ready" – :57
* "Killed by Fuck" – 1:19
* "Where's the Line Begin for Vicodin?" – :49
* "Blend the Quick with the Slow" – 1:17
* "White Tie, You Die" – :34
* "Give Me Something Help Me Please" – :43
* "TV in My Eye" – 1:57
* "Brett Cutts (Himself)" – :41
* "We Are Electrocution" – :53
* "Fade in, Fade Out" – 1:31
* "They Call Her Action" – 1:11
* "Mind Your Own Business" – 1:26
* "Do the Dramatic" – 1:19
# Texas Proposition 8

Texas Proposition 8 may refer to various ballot measures in Texas, including:
* 1972 Texas Proposition 8, about changing the length of the terms of statewide elected offices in Texas
* 2007 Texas Proposition 8, about home equity loans
* 2021 Texas Proposition 8, about a homestead property tax exemption for the surviving spouse of a military member "killed or fatally injured in the line of duty."
* 2023 Texas Proposition 8
# Tirodi railway station

Tirodi railway station serves Tirodi and surrounding villages in Balaghat of Madhya Pradesh, India.
# Would You Like?

Would You Like? is the debut extended play by South Korean girl group WJSN. The album was released digitally and physically on February 25, 2016 by Starship Entertainment and distributed by LOEN Entertainment. The album contains six tracks including the lead single, "MoMoMo" and second single "Catch Me", which was composed by Kim Eana and is a blend of several different genres.
The mini-album was a commercial success peaking at number 7 on the Gaon Album Chart. It has sold over 12,701 physical copies as of May 2016.
Only 12 out of the 13 members were included in this album as Yoo Yeon-jung had yet to join the group. She joined the group in July 2016.

## Background and release

On mid-January, 2016, Starship Entertainment launched the band's official website and announced via SNS that the group would debut with the mini-album "Would You Like?" and two title-track "MoMoMo" and "Catch Me".
Teasers featuring each of the members for their music video were released from February 17 to 23, 2016. On February 25, the song's music video were released online and through the Naver V App.

## Promotion

WJSN held a live showcase on February 25, where they performed "MoMoMo" and second single track "Catch Me".
The group started promoting their title track "MoMoMo" with the b-side "Catch Me" on music shows on February 25. They first performed the songs on Mnet's M! Countdown, followed by performances on KBS' Music Bank, MBC's Show! Music Core and SBS's Inkigayo.

## Commercial performance

Would You Like? entered and peaked at number 7 on the Gaon Album Chart on the chart issue dated February 21–27, 2016. In its second week, the EP fell to number 45, dropping the chart the following week.
The mini-album entered at number 23 on the Gaon Album Chart for the month of February 2016, peaking at number 18 a month later on March. The EP charted for four consecutive months selling over 12,701 physical copies as of May 2016.

## Charts
### Weekly charts

| Chart (2016) | Peak position |
| South Korea (Gaon Digital Chart) | 7 |

### Monthly charts

| Chart (2016) | Peak position |
| South Korea (Gaon Album Chart) | 18 |

## Release history

| Region | Date | Format | Label |
| Worldwide | February 25, 2016 | Digital download | Starship Entertainment |
| South Korea | February 25, 2016 | CD, music download | Starship Entertainment |
# Solidago pinetorum

Solidago pinetorum is a North American plant species in the family Asteraceae, called Small's goldenrod or pineywoods goldenrod. It is found in the east-central United States: Virginia, West Virginia, and the Carolinas.
Solidago pinetorum is a perennial herb up to 110 cm (44 inches) tall, spreading by means of underground rhizomes. One plant can produce as many as 350 small yellow flower heads in a showy branching array at the top of the plant. The plant grows in open places, often in pine woodlands on hillsides.
# Proformica

Proformica is a genus of ants in the subfamily Formicinae. The genus is known from the Palearctic realm, from Mongolia through Central Asia to Spain. Colonies are small, generally containing a few hundred individuals, with a single queen (monogyne) or multiple ergatogyne queens. Unique in the tribe Formicini, some species have specialized workers ("honeypot ants") gorged with food; they function as living storage containers.

## Parasite host

Four species are host to obligate slave-making ants in the genus Rossomyrmex, with each species forming a coevolving pair:
* Rossomyrmex proformicarum–Proformica epinotalis
* Rossomyrmex quandratinodum–Proformica sp.
* Rossomyrmex anatolicus–Proformica korbi
* Rossomyrmex minuchae–Proformica longiseta

## Species

* P. striaticeps from Greece
* Proformica alaica Kuznetsov-Ugamsky, 1926
* Proformica borowieci Lebas, Galkowski, Lenoir & Perdereau, 2023
* Proformica buddhaensis Ruzsky, 1915
* Proformica caucasea (Santschi, 1925)
* Proformica coriacea Kuznetsov-Ugamsky, 1927
* Proformica dolichocephala Kuznetsov-Ugamsky, 1927
* Proformica epinotalis Kuznetsov-Ugamsky, 1927
* Proformica ferreri Bondroit, 1918
* Proformica flavosetosa (Viehmeyer, 1922)
* Proformica jacoti (Wheeler, 1923)
* Proformica kaszabi Dlussky, 1969
* Proformica kobachidzei Arnol'di, 1968
* Proformica korbi (Emery, 1909)
* Proformica kosswigi (Donisthorpe, 1950)
* Proformica kusnezowi (Santschi, 1928)
* Proformica lebasi Borowiec & Salata, 2022
* Proformica longiseta Collingwood, 1978
* Proformica mongolica (Emery, 1901)
* Proformica nasuta (Nylander, 1856)
* Proformica nitida Kuznetsov-Ugamsky, 1923
* Proformica oculatissima (Forel, 1886)
* Proformica ossetica Dubovikoff, 2005
* Proformica pilosiscapa Dlussky, 1969
* Proformica seraphimi Tarbinsky, 1970
* Proformica similis Dlussky, 1969
* Proformica splendida Dlussky, 1965
* Proformica striaticeps (Forel, 1911)
# I Think About You (song)

"I Think About You" is a song written by Steve Seskin and Don Schlitz, and recorded by American country music singer Collin Raye. It was released in February 1996 as the third single and title track from his album of the same name. It peaked at number 3 in the United States and number 2 in Canada.

## Content

The song is an uptempo, with an underlying message about a man who is reminded of his daughter in the image of every woman he sees.

## Music video

The music video for the song consisted of Raye portraying a police officer in a reenactment of the TV series Cops. Raye's daughter Brittany, then 13 years old, appears in the video.

## Critical reception

Deborah Evans Price, of Billboard magazine reviewed the song favorably, saying that with Raye's "great voice and honest, heartfeld delivery" the song is a winner.

## Chart positions

"I Think About You" debuted at number 67 on the U.S. Billboard Hot Country Singles & Tracks for the week of March 9, 1996.
| Chart (1996) | Peak position |
| Canada Country Tracks (RPM) | 2 |
| US Hot Country Songs (Billboard) | 3 |

### Year-end charts

| Chart (1996) | Position |
| Canada Country Tracks (RPM) | 58 |
| US Country Songs (Billboard) | 15 |
# Mathematical Methods of Classical Mechanics

Mathematical Methods of Classical Mechanics is a textbook by mathematician Vladimir I. Arnold. It was originally written in Russian, and later translated into English by A. Weinstein and K. Vogtmann. It is aimed at graduate students.

## Contents

* Part I: Newtonian Mechanics
** Chapter 1: Experimental Facts
** Chapter 2: Investigation of the Equations of Motion
* Part II: Lagrangian Mechanics
** Chapter 3: Variational Principles
** Chapter 4: Lagrangian Mechanics on Manifolds
** Chapter 5: Oscillations
** Chapter 6: Rigid Bodies
* Part III: Hamiltonian Mechanics
** Chapter 7: Differential forms
** Chapter 8: Symplectic Manifolds
** Chapter 9: Canonical Formalism
** Chapter 10: Introduction to Perturbation Theory
* Appendices
** Riemannian curvature
** Geodesics of left-invariant metrics on Lie groups and the hydrodynamics of ideal fluids
** Symplectic structures on algebraic manifolds
** Contact structures
** Dynamical systems with symmetries
** Normal forms of quadratic Hamiltonians
** Normal forms of Hamiltonian systems near stationary points and closed trajectories
** Theory of perturbations of conditionally period motion and Kolmogorov's theorem
** Poincaré's geometric theorem, its generalizations and applications
** Multiplicities of characteristic frequencies, and ellipsoids depending on parameters
** Short wave asymptotics
** Lagrangian singularities
** The Kortweg-de Vries equation
** Poisson structures
** On elliptic coordinates
** Singularities of ray systems

## Russian original and translations

The original Russian first edition Математические методы классической механики was published in 1974 by Наука. A second edition was published in 1979, and a third in 1989. The book has since been translated into a number of other languages, including French, German, Japanese and Mandarin.

## Reviews

The Bulletin of the American Mathematical Society said, "The [book] under review [...] written by a distinguished mathematician [...is one of] the first textbooks [to] successfully to present to students of mathematics and physics, [sic] classical mechanics in a modern setting."
A book review in the journal Celestial Mechanics said, "In summary, the author has succeeded in producing a mathematical synthesis of the science of dynamics. The book is well presented and beautifully translated [...] Arnold's book is pure poetry; one does not simply read it, one enjoys it."
# Harald Arnljot Øye

Harald Arnljot Øye (1 February 1935 – 7 October 2024) was a Norwegian chemist.

## Biography

Øye took the dr.techn. [no] degree in 1963. He was a professor of inorganic chemistry at the Norwegian Institute of Technology from 1973 to his retirement. He has also led the International Course on Process Metallurgy of Aluminium since 1981. He was a fellow of the Norwegian Academy of Science and Letters and the Norwegian Academy of Technological Sciences. In November 2016, FLOGEN Star Outreach awarded him the Fray International Sustainability Award at SIPS 2016 (Sustainable Industrial Processing Summit), in Hainan Island, China. Øye died on 7 October 2024, at the age of 89.
# Judge O'Connor

Judge O'Connor or O'Conor may refer to:
* Earl Eugene O'Connor (1922–1998), judge of the United States District Court for the District of Kansas
* James Francis Thaddeus O'Connor (1886–1949), judge of the United States District Court for the Southern District of California
* Reed O'Connor (born 1965), judge of the United States District Court for the Northern District of Texas
* Robert J. O'Conor Jr. (born 1934), judge of the United States District Court for the Southern District of Texas
# List of storms named Karding

The name Karding has been used for three tropical cyclones in the Philippines by PAGASA in the Western Pacific Ocean. The name replaced Katring and Kanor (which was unofficially retired due to the name drawing controversy).
* Tropical Depression 14W (2014) (14W, Karding) – short-lived tropical depression which clipped Hainan towards the end of its life.
* Tropical Storm Yagi (2018) (T1814, 18W, Karding) – a tropical storm which affected the Philippines and East China.
* Typhoon Noru (2022) (T2216, 18W, Karding) – a Category 5-equivalent typhoon that impacted the Philippines, Vietnam, Cambodia and Thailand.
The name Karding was retired after the 2022 season. It will be replaced by Kiyapo for the 2026 season (a local name derived from a kind of water plant. It was also derived from Quiapo, a place in Manila).
# Nakapiripirit District

Nakapiripirit District is a district in Northern Uganda. Like many Ugandan districts, it is named after its 'chief town', Nakapiripirit, where the district headquarters are located.

## Location

The district is bordered by Napak District to the north, Moroto District to the northeast, Amudat District to the east, Kween District to the southeast, Bulambuli District to the southwest, Kumi District to the west and Katakwi District to the northwest. Nakapiripirit, the main municipal, administrative and commercial center in the district, lies 125 kilometres (78 mi) northeast of Mbale, the nearest large town, and 360 kilometres (220 mi) northeast of Kampala, Uganda's capital and largest city. The coordinates of the district are:01 55N, 34 40E.

## Population

The 1991 national population census estimated the district population at about 66,250. In 2002, the national census conducted that year estimated the population of the district at about 90,920. Between 2002 and 2012, it is estimated that the district population has been growing at an annual rate of 6%. In view of those data, it is estimated that in 2012 the population of Nakapiripirit District was about 161,600.

## Ethnicities

The majority of the population are Karamojong and the language spoken is the Karamojong language.

## Economic activity

The main activity in the district is animal husbandry and the majority of the population are pastoralists. However, in some areas, especially in the south, some agricultural activity takes place. More recently the exploration of the rich mineral landscape has begun in earnest by American, Canadian, Middle Eastern and Indian prospectors.
# Tevian Dray

Tevian Dray (born March 17, 1956) is an American mathematician who has worked in general relativity, mathematical physics, geometry, and both science and mathematics education. He was elected a Fellow of the American Physical Society in 2010.
He has primarily worked in the area of classical general relativity. His research results include confirmation of the existence of solutions of Einstein's equation containing gravitational radiation, the use of computer algebra to classify exact solutions of Einstein's equation, an analysis of a class of gravitational shock waves (including one of the few known exact 2-body solutions in general relativity), and the study of signature change, a possible model for the Big Bang. More recently, his work has focused on applications of the octonions to the theory of fundamental particles.
He was a graduate student under Rainer K. Sachs at Berkeley, where he received his Ph.D. in 1981, although much of his dissertation research was done in collaboration with Abhay Ashtekar. The context of his dissertation, titled The Asymptotic Structure of a Family of Einstein-Maxwell Solutions focused on families of spacetimes which describe accelerating black holes, and which contain gravitational radiation. This demonstrated the existence of exact radiating solutions to the Einstein field equations. He is currently a professor of mathematics at Oregon State University. In addition to his ongoing work in mathematical physics, he has made significant contributions in science education, where he directs the Vector Calculus Bridge Project, an attempt to teach vector calculus the way it is used by scientists and engineers, and is part of the development team of the Paradigms Project, a complete restructuring of the undergraduate physics major around several core "paradigms". He has written a book on special relativity and a sequel on general relativity using differential forms, and is coauthor of The Geometry of the Octonions, released in 2015.
In 2017 he received a Deborah and Franklin Haimo Award for Distinguished College or University Teaching of Mathematics.
# Istanbul Technical University National Center for High Performance Computing

Istanbul Technical University National Center for High Performance Computing (ITU NCHPC), started in 2004 with the support of Prime Ministry State Planning Organization. The main goals of the National Center for High Performance Computing are to build awareness regarding to computational sciences and engineering in Turkey, and to make ready a computational infrastructure for scientific researches and R&D services.
The targeted user groups in NCHPC Center:
* Scientific researchers that are made in universities and public sector's research departments,
* R&D departments of industrial companies that need computational resources for their services,
* The projects of international research and application.