OpenLLM-France/wikimedia huggingface dataset:
# Jean-Joseph Rodolphe

Jean-Joseph Rodolphe (14 October 1730 – 12 August 1812) was a French horn player, violinist and composer.

## Life

Born in Strasbourg, Rodolphe was a pupil of Jean-Marie Leclair in Paris. He travelled to Parma in 1754 and to Stuttgart in 1761, where he played in the ducal court orchestra and studied with Niccolò Jommelli There he provided the music for Jean-Georges Noverre's ballet of Jason et Médée (premiere, 11 February 1763). By 1767 he was again in Paris, where he composed music for the stage, both ballets and operas, and horn music and taught.
From 1798 he was a professor at the Paris Conservatory. He popularized the horn as a solo instrument and was probably the first in Paris to use the technique of hand-stopping, by which a natural horn can be made to produce notes outside of its normal harmonic series. None of his music survives in the modern concert repertory.
He died in Paris.
# Rüssingen Formation

The Rüssingen Formation is a geologic formation in Germany. It preserves fossils dating back to the Neogene period.
# Scarfies

Scarfies (released as Crime 101 in the United States) is a 1999 New Zealand black comedy film set in the southern university city of Dunedin. The film's original title comes from the local nickname for university students, scarfie, so called because of the traditional blue and gold scarves worn by students during the city's cool winters in support of the Otago Rugby Football Union.

## Plot

Scarfies starts off as a light comedy centred on a group of five students who get together after moving into a flat that is seemingly abandoned, but still has the power on, making it a free but filthy accommodation.
The inadvertent discovery of a large crop of marijuana being grown in the basement leads to euphoria among the students. Dreams of financial freedom among them overtake paranoia about the ethics and the risks, and the students foolishly sell the entire crop for $50,000 (as much as $200,000 less than it is worth). When Kevin, the crop's owner appears, the students fear for their lives and lock him in the basement. Events unfold against a backdrop of the city's biggest sporting event for years, the final of New Zealand's national rugby championship.

## Cast

* Willa O'Neill as Emma
* Neill Rea as Scott
* Ashleigh Seagar as Nicola
* Taika Cohen as Alex
* Charlie Bleakley as Graham
* Jon Brazier as Kevin
* Mark Neilson as Gordy

## Production

Despite the deliberate use of shots focusing on the city's dowdier and darker elements, much of the film's photography and soundtrack is an homage to the city, including the use of several Dunedin sound songs in the soundtrack (top local band The Clean even make a cameo appearance during the film).
The film initially had a small production budget of $250,000, but later received an additional $1.6 million in funding from the New Zealand Film Commission.

## Reception

Scarfies was well-received, described as "...the most outlandishly entertaining New Zealand film for years...", and did well at the box-office.

## Soundtrack

* Save My Life – Bike
* Outer Space – 3Ds
* George – Headless Chickens
* Doledrums – The Chills
* Let There Be Love – JPS Experience
* Tally Ho – The Clean
* Suck – Love's Ugly Children
* Cactus Cat – Look Blue Go Purple
* Gaze – Bike
* Randolph's Going Home – Shayne Carter and Peter Jefferies
* Death and the Maiden – The Verlaines
* She Speeds – Straitjacket Fits
* Grey Parade – JPS Experience
# Camilla Fogagnolo

Camilla Fogagnolo (born 31 May 1986) is an Australian weightlifter.
She competed at the 2015 World Weightlifting Championships, 2019 Australian Arnold strongwoman championships, 2020 Arnold Amateur Strongwoman World Championships.
# Staunton Coals

The Staunton Coals is a geologic formation in Indiana. It preserves fossils dating back to the Carboniferous period.
# Those firmly rooted in knowledge

Those firmly rooted in knowledge (Arabic: الراسخون في العلم) is a recurring theme in the Qur'an and Sunnah. This term is of special interest for the Shi'a.
The term and its like is used in Al-Imran and.

## A crux in 3:7

This verse is a crux interpretum, in that it can be read in two ways, with a pause and without. The phrase is either the end of the sentence that precedes it, or the beginning of a new sentence. Sunni and Shi'a differ in their readings.

### Sunni view

All those who speak truth, their hearts are firm in belief, do not commit any unlawful acts, those who are well grounded in their knowledge of Deen, their knowledge translates into their actions, does not swear or take false oaths, does not consume wealth unlawfully.
Sunni view that those firmly rooted in knowledge are the body of Muslim Jurists (Arabic: Ulema) who interpret the Divine Law (Arabic: sharia), deriving the Islamic Jurisprudence (Arabic: Fiqh).
Ulema is the plural of Alim, Arabic for knowledgeable. This connects to the Arabic for knowledge, ilm, the last word of this term: "al-rasikhuna fi 'l-'ilm"

### Shi'a view

Shi'a view those firmly rooted in knowledge to be Muhammad's household and (Arabic: Ahl al-Bayt) himself. See Al-Imran for some hadith in this regard.
# The Boys Are Back (Sawyer Brown album)

The Boys Are Back is the sixth studio album released by the American country music band Sawyer Brown. Released in 1989 on Capitol Records, it features three singles: "The Race Is On" (a cover of a George Jones song), "I Did It for Love", and "Puttin' the Dark Back into the Night".

## Track listing

All tracks are written by Mark Miller, unless otherwise noted

## Personnel

Sawyer Brown
* Mark Miller – lead vocals, prempensua
* Gregg "Hobie" Hubbard – keyboards, backing vocals
* Bobby Randall – lead guitars, backing vocals
* Jim Scholten – bass
* Joe "Curley" Smyth – drums, percussion
Additional musicians
* John Barlow Jarvis – keyboards, acoustic piano
* Mike Lawler – synthesizers
* Steve Gibson – acoustic guitar, electric guitar
* Don Potter – acoustic guitar
* Randy Scruggs – guitars
* Eddie Bayers – drums, percussion
* Jerry Kroon – drums, percussion
* Terry McMillan – harmonica, percussion
* Mark O'Connor – fiddle
* Mac McAnally – vocal arrangements

## Production

* Mark Miller – producer
* Randy Scruggs – producer
* Ron "Snake" Reynolds – recording, mixing
* John Kliner – backing engineer
* Milan Bogdan – digital editing
* Glenn Meadows – mastering at Masterfonics (Nashville, Tennessee)
* Bonnie Rasmussen – art coordinator
* Bill Brunt Designs – art direction
* Greg Gorman – photography

## Certifications

| Region | Certification | Certified units/sales |
| Canada (Music Canada) | Platinum | 100,000$^^$ |
| $^^$ Shipments figures based on certification alone. |||
# 2022 Ostrava Open – Doubles

Caty McNally and Alycia Parks defeated Alicja Rosolska and Erin Routliffe in the final, 6–3, 6–2 to win the doubles tennis title at the 2022 Ostrava Open.
Sania Mirza and Zhang Shuai were the reigning champions, but did not participate.

## Seeds

* Desirae Krawczyk / Demi Schuurs (quarterfinals)
* Anna Danilina / Beatriz Haddad Maia (semifinals)
* Alicja Rosolska / Erin Routliffe (final)
* Kirsten Flipkens / Laura Siegemund (semifinals)

## Draw
### Key

* Q = Qualifier
* WC = Wild card
* LL = Lucky loser
* Alt = Alternate
* SE = Special exempt
* PR = Protected ranking
* ITF = ITF entry
* JE = Junior exempt
* w/o = Walkover
* r = Retired
* d = Defaulted
* SR = Special ranking

### Draw

| First round | First round | First round | First round | First round | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals | Semifinals | Semifinals | Final | Final | Final | Final |
| 1 | D Krawczyk D Schuurs | 6 | 6 | | | | | | | | | | | | | | |
| | A-L Friedsam V Heisen | 3 | 4 | | 1 | D Krawczyk D Schuurs | 1 | 2 | | | | | | | | | |
| | C McNally A Parks | 6 | 6 | | | C McNally A Parks | 6 | 6 | | | | | | | | | |
| | L Hradecká L Nosková | 4 | 3 | | | | | | | C McNally A Parks | 4 | 6 | [10] | | | | |
| 4 | K Flipkens L Siegemund | 6 | 6 | | | | | | 4 | K Flipkens L Siegemund | 6 | 1 | [7] | | | | |
| | A Bondár K Zimmermann | 4 | 2 | | 4 | K Flipkens L Siegemund | 6 | 6 | | | | | | | | | |
| | U Eikeri T Mihalíková | 6 | 2 | [10] | | U Eikeri T Mihalíková | 4 | 3 | | | | | | | | | |
| | A Gabueva A Zakharova | 4 | 6 | [8] | | | | | | | | | | | C McNally A Parks | 6 | 6 |
| | A Barnett O Nicholls | 6 | 4 | [10] | | | | | | | | | | 3 | A Rosolska E Routliffe | 3 | 2 |
| PR | G García Pérez I Neel | 3 | 6 | [4] | | A Barnett O Nicholls | 1 | 2 | | | | | | | | | |
| | O Kalashnikova P Kania-Choduń | 4 | 3 | | 3 | A Rosolska E Routliffe | 6 | 6 | | | | | | | | | |
| 3 | A Rosolska E Routliffe | 6 | 6 | | | | | | 3 | A Rosolska E Routliffe | 6 | 6 | | | | | |
| | N Dzalamidze A Panova | 6$^4$ | 4 | | | | | | 2 | A Danilina B Haddad Maia | 4 | 2 | | | | | |
| WC | N Bartůňková B Palicová | 7$^7$ | 6 | | WC | N Bartůňková B Palicová | 6$^4$ | 3 | | | | | | | | | |
| | R Voráčová Xiy Wang | 2 | 4 | | 2 | A Danilina B Haddad Maia | 7$^7$ | 6 | | | | | | | | | |
| 2 | A Danilina B Haddad Maia | 6 | 6 | | | | | | | | | | | | | | |
# River Cana

The River Cana is a dry river valley that once started at Bellaguarda and travelled through the village of Bovera to the Ebre river at Flix in Catalonia. in Spain. It is in the county of les Garrigues in the region of Lleida.
The river is said to have a length of 20.5 km. The river is dry over the whole year. In November 2015 there was unusual rain that caused local flooding that was reported as particularly severe around Bovera compared with other areas. Damage to 20 or 30% of crops such as olives over more than 1000 hectares was estimated. The river was observed to temporarily and locally flood.
# Sables de Cherré

The Sables de Cherré is a geologic formation in France. It preserves fossils dating back to the Jurassic period.
# Moscow City Hall

The former Moscow City Hall (Russian: Здание городской думы, lit. 'City Duma building') is an ornate red-brick edifice situated immediately to the east of the State Historical Museum and notable in the history of architecture as a unique hybrid of the Russian Revival and Neo-Renaissance styles. During Soviet times it served as the Lenin Museum in Moscow [ru].

## History

In contrast to other European capitals, Moscow had no city hall until the establishment of zemstvo in the late 19th century. In the 1880s, when Red Square and the neighbourhood were being overhauled in the neo-Russian style, the Moscow City Duma decided to commission an impressive building for its headquarters. During the competition that followed in 1887, architect Dmitry Chichagov (1835–94) (Dmitry Chechulin) emerged as the winner. He would build the upper two stories.
Building work was begun three years later, with some remains of the early 18th-century Kitai-gorod Mint incorporated into the new structure. After the Russian Revolution of 1917, the duma was disbanded and the large building was handed over to the Lenin Museum. As a consequence of this decision, opulent pre-revolutionary halls were either plastered or painted over, either to not to distract the visitor's attention from the personal effects of the deceased communist leader exhibited there or as a negation of pre-revolutionary bourgeois culture.
Following the fall of communism, the Moscow City Duma was reinstated but preferred to keep its headquarters in a modest building of the former Moscow Soviet on Petrovka Street. The pre-revolutionary city hall is currently employed to exhibit the vast collections of the State Historical Museum.

## Architecture

Although frequently hailed as a central piece of the Muscovite Revival, Chichagov's design is in reality a hybrid of two styles favoured by the Muscovite bourgeoisie of the 1880s — Russian Revival and Neo-Renaissance.
In keeping with their tastes, the building retains the forms of Muscovite antiquity required to prepare a passerby for the medieval solemnity of the Kremlin and Red Square. The roof is reminiscent of the Terem Palace, an early 17th-century structure which may be found in the nearby Kremlin, whereas the exuberant form of ornamentation used in abundance for the façade suggests certain motifs from the adjacent State Historical Museum and the Iberian Gate.
Despite all these references to the Russian Middle Ages, the principal hall and other interiors used to be liberally seasoned with Italianate elements. The strictly symmetrical ground plan of Chichagov's building is also typical of Western architecture, as is the ornamental monotony of the façade, which fronts the Hotel Moskva, sprawling on the opposite side of Revolution Square.
# Leeuwarderadeel

Leeuwarderadeel (Dutch: ; West Frisian: Ljouwerteradiel) is a former municipality in the northern Netherlands. Its capital was Stiens.

## History

On 1 January 2018 it merged with the municipality of Leeuwarden.

## Population centres

* Bartlehiem
* Britsum
* Cornjum
* Finkum
* Hijum
* Jelsum
* Oude Leije
* Stiens

### Topography

Dutch Topographic map of the municipality of Leeuwarderadeel, June 2015.

## Bartlehiem

The hamlet of Bartlehiem is partially in Leeuwarderadeel partially in Ferwerderadiel and partially in Tytsjerksteradiel.
# Coachmakers Arms, Hammersmith

The Coachmakers Arms is a former pub at 135 King Street, Hammersmith, London.

## History

It was built before 1874, and was a Charrington Brewery pub, as can be seen by "CHARRINGTON'S ENTIRE" in a large tiled panel the breadth of the pub, now painted over. It was extended into the shop next door by Charrington themselves.
In the 1980s, it had become the Penny Farthing, and by 2001 was a predominantly gay venue with music and cabaret at the weekends. This was one of several renamings before it closed in 2002 and became Autumn House, and then a Chinese restaurant, Gourmet Buffet, and Buddha Kitchen. It was to have become Tiger Bills by Christmas 2015.
# Mathematical Olympiad Cell

The Mathematical Olympiad Cell (MO Cell) is a body of permanent faculty devoted to organizing and conducting the mathematical Olympiads in India, in particular, the Indian National Mathematical Olympiad and the International Mathematical Olympiad Training Camp. The MO Cell has three main members:
* B.J. Venkatachala
* Prithwijit De
* N.V. Tejaswi (who replaced C.R. Pranesachar after he retired in April, 2013)
There are a number of other faculty who work part-time in conjunction with the MO Cell by sending problems for the Olympiads, participating in training activities, going as Leader/Deputy Leader, and participating in regional co-ordination.
The members of the MO Cell used to operate solely from the Indian Institute of Science, Bangalore, based on an agreement, and Prof. Venkatachala still does so. The two new members, Dr. De and Dr. Tejaswi, function from the HBCSE, where the IMO Training Camp is also held and from where co-ordination for the outgoing team is managed.
# Khok Salung railway station

Khok Salung railway station is a railway station located in Khok Salung Subdistrict, Phatthana Nikhom District, Lopburi Province. It is a class 3 railway station located 176.55 km (109.7 mi) from Bangkok railway station. From November until January of the following year, the Pa Sak Jolasid Dam excursion train from Bangkok runs across the Pa Sak Jolasid Reservoir viaduct and terminates at this station, using it as a switchback for the locomotive for the return trip to dam. During that time, the train will stop for about 30 minutes, so passengers will get off the carriages to use the restroom and buy local products from the folks as souvenirs or for lunch.
# Possil railway station

Possil railway station was situated on Balmore Road, in the north of Glasgow, Scotland and served the Possilpark and Parkhouse areas of the city.

## History

Part of the Lanarkshire and Dunbartonshire Railway, it served as the terminus for passenger services, but allowed for through services for the transport of freight. Services ran from Rutherglen to Possil, via Glasgow Central Railway.
There was a goods yard at the site of the station, which was closed as part of the Beeching Axe. A scrapyard now occupies the site, although the station building and goods shed are still standing. The building has a slightly similar design to the now extinct Botanic Gardens structure on the Glasgow Central Railway. It has the company monogram "CR" carved in the stone above the two windows on the building's left frontal facade. It was in use as a bookmakers for many years in the 80s and 90s but by 2006, it was empty and falling into disrepair. It is now protected as a category C(S) listed building.
| Preceding station | Historical railways | Historical railways | Historical railways | Following station |
| Maryhill Central Line and station closed | | Caledonian Railway Lanarkshire and Dunbartonshire Railway | | Terminus |
| Terminus | | Caledonian Railway Hamiltonhill Branch | | Springburn Park Goods Line and station closed |

## Gallery

* Looking east towards Possil Station in 2006
* Stonework detailing Caledonian Railway ownership
* Looking west towards Possil Station in 2007
# Zerlina Maxwell

Zerlina Maxwell (born November 16, 1981) is an American cable television host, political analyst, commentator, speaker, and writer. She writes and speaks about culture, gender inequity, sexual consent, racism, and similar topics from a liberal perspective. She describes herself as a survivor of sexual assault and a "survivor activist".

## Education

Maxwell holds a J.D. degree from Rutgers Law School and a B.A. in international relations from Tufts University.

## Career

Maxwell worked as a field organizer for the 2008 Obama presidential campaign, and was director of Progressive Media for the 2016 Hillary Clinton campaign. She is the current director of Progressive Programming for SiriusXM, and hosts a weekly radio show on SiriusXM, Signal Boost. In September 2017, Maxwell interviewed Hillary Clinton for a SiriusXM Progress Town Hall. In October 2020, Maxwell began hosting the daily news show Zerlina on Peacock TV. On September 6, 2022, Maxwell announced her show would air its last episode on September 15, and that she would be leaving her position on MSNBC.
Maxwell has appeared frequently on CNN, Fox News, and MSNBC as a commentator and has written for The Washington Post, Jet, The American Prospect, Black Enterprise, CNN.com, The Huffington Post, Salon, and Ebony. Her Twitter account was named by The New York Times as a "Twitter Voice to Follow" in 2012, as one of "Salon's Twitter 50" in 2012, and one of Time's 140 Best Twitter Feeds of 2014. The Cut magazine's Kaitlin Menza said that Maxwell "has built a career around expressing her political opinions with wit and intelligence."

## Personal life

In 2014, Maxwell disclosed that she was sexually assaulted by a roommate's boyfriend. The incident took place in her dorm room when she was a college student. She also expressed concerns about support she received from the university when she reported the incident.
# Sables verts de l'Aube

The Sables verts de l'Aube is a geologic formation in France. It preserves fossils dating back to the Cretaceous period.
# Jock Stein Friendship Cup

Jock Stein Friendship Cup is an exhibition football match held in Cliftonhill Stadium, Coatbridge, Scotland.
This competition was started to recognise the contribution of Jock Stein to both contestants, Albion Rovers and Celtic Stein began his senior footballing career with Albion Rovers in 1942, and in the 1950s played for several years with Celtic, captaining the side to a league & cup double in 1954. He is of course most famous for his managerial career later on at Celtic.
While the principal aim of the Jock Stein Friendship Cup is to honour Stein's memory, the annual challenge match is also one of several initiatives aimed at raising awareness of Albion Rovers in the club's home town of Coatbridge. The club and the Albion Rovers Supporters Trust have engaged with Coatbridge youths and families in various ways; notably through summer coaching sessions and a Christmas Party for local children, and the promotion of awareness-raising initiatives such as the Kick-Out Bigotry campaign.
Celtic usually play its XI team, often composed mainly of reserves or U19 players, and have won each of the nine challenge matches held to date, although two finals were drawn at full-time and went to penalty kicks.

## Winners

| Year | Champions | Runner-up | Score |
| 2006 | Celtic | Albion Rovers | 3–2 |
| 2007 | Celtic | Albion Rovers | 1–1 4–2 (ps) |
| 2008 | Celtic | Albion Rovers | 4–1 |
| 2009 | Celtic | Albion Rovers | 0–0 5–4 (ps) |
| 2010 | Celtic | Albion Rovers | 3–3 5–4 (ps) |
| 2016 | Celtic | Albion Rovers | 1–0 |
| 2017 | Celtic | Albion Rovers | 7–0 |
| 2018 | Celtic | Albion Rovers | 8–0 |
| 2019 | Celtic | Albion Rovers | 3–0 |
# Rasiowa–Sikorski lemma

In axiomatic set theory, the Rasiowa–Sikorski lemma named after Helena Rasiowa and Roman Sikorski is one of the most fundamental facts used in the technique of forcing. In the area of forcing, a subset E of a poset (P, ≤) is called dense in P if for any p ∈ P there is e ∈ E with e ≤ p. If D is a set of dense subsets of P, then a filter F in P is called D-generic if
    F ∩ E ≠ ∅ for all E ∈ D.
Now we can state the Rasiowa–Sikorski lemma:
    Let (P, ≤) be a poset and p ∈ P. If D is a countable set of dense subsets of P then there exists a D-generic filter F in P such that p ∈ F.

## Proof of the Rasiowa–Sikorski lemma

Let p ∈ P be given. Since D is countable, D = { D$_i$ | i ∈ N }, i.e., one can enumerate the dense subsets of P as D$_1$, D$_2$, ... and, by density, there exists p$_1$ ≤ p with p$_1$ ∈ D$_1$. Iterating that, one gets ... ≤ p$_2$ ≤ p$_1$ ≤ p with p$_i$ ∈ D$_i$. Then G = { q ∈ P | ∃i. q ≥ p$_i$ } is a D-generic filter.
The Rasiowa–Sikorski lemma can be viewed as an equivalent to a weaker form of Martin's axiom. More specifically, it is equivalent to MA(ℵ$_0$) and to the axiom of countable choice.

## Examples

* For (P, ≤) = (Func(X, Y), ⊇), the poset of partial functions from X to Y, reverse-ordered by inclusion, define D$_x$ = { s ∈ P | x ∈ dom(s) }. Let D = { D$_x$ | x ∈ X }. If X is countable, the Rasiowa–Sikorski lemma yields a D-generic filter F and thus a function F: X → Y.
* If we adhere to the notation used in dealing with D-generic filters, { H ∪ G$_0$ | P$_{ij}$P$_t$ } forms an H-generic filter.
* If D is uncountable, but of cardinality strictly smaller than 2$^{ℵ0}$ and the poset has the countable chain condition, we can instead use Martin's axiom. However, Martin's axiom is not provable in ZFC.
# Leanne Guinea

Leanne Guinea (born 12 February 1985 in Melbourne) is an Australian slalom canoeist who competed at the international level from 2008 to 2011. She won a silver medal in the C1 event at the 2010 ICF Canoe Slalom World Championships in Tacen.

## World Cup individual podiums

| Season | Date | Venue | Position | Event |
| 2010 | 21 Feb 2010 | Penrith | 3rd | C1 |
| 2010 | 27 Jun 2010 | La Seu d'Urgell | 3rd | C1 |
| 2010 | 3 Jul 2010 | Augsburg | 2nd | C1 |
| 2011 | 25 Jun 2011 | Tacen | 2nd | C1 |
| 2011 | 2 Jul 2011 | L'Argentière-la-Bessée | 3rd | C1 |
    $^1$ Oceania Canoe Slalom Open counting for World Cup points