OpenLLM-France/wikimedia huggingface dataset:
# Schönow (Angermünde) station

Schönow (Angermünde) station is a railway station in the Schönow district of the municipality of Passow, located in the Uckermark district in Brandenburg, Germany.
# To Deal with Things

To Deal With Things is an EP by Scottish indie folk musician King Creosote, released on 27 August 2012 on Domino Records. Produced by Paul Savage, the EP features full band re-recordings of three tracks from Creosote's vinyl-only album, That Might Be It, Darling (2010). The EP's title is taken from the track, "Ankle Shackles".
The EP was subsequently compiled with I Learned from the Gaels (2012) and It Turned Out for the Best (2012) to create the full-length album, That Might Well Be It, Darling (2013).

## Reception

Professional ratings :
| Review scores ||
| Source | Rating |
| This Is Fake DIY | 8/10 |
This Is Fake DIY gave the EP a positive review. Praising the track, "Ankle Shackles", Hugh Morris wrote: "Ankle Shackles", the 12-minute opening track, is a perfect example of Anderson's ability to build tension and atmosphere with such simple melodies. His soft, Scottish accent cracking at the high notes is enough to induce goosebumps, but it's the unexpected drums that'll really get you."

## Track listing

* "Ankle Shackles" - 11:41
* "The Right Form" - 4:13
* "What Exactly Have You Done?" - 4:56
# Louis de Béchameil, Marquis of Nointel

Louis de Béchameil, marquis de Nointel (1630–1703) was a French financier and patron of the arts.

## Life

Son of Jean-Baptiste Béchameil, Louis was a rich tax farmer and superintendent to the house of the Duke of Orléans; he was intendant of Brittany and of the généralité of Tours. In 1697, Béchameil bought the marquisat of Nointel and later became Louis XIV's head steward.
Following a reorganisation of the Brittany kingdom's Chamber of Accounts of 1669, a commission (1680) was set up and led by Béchameil de Nointel, as an intendant where he wrote a report to attest what he saw. This document, which mentions the frauds of the Chamber's deposits, shows the favors given to the crown and tries to end such abuses, led to a new law proposed by Charles Colbert to the Brittany Chamber in 1681. In 1698, Béchameil published another document focusing on the fiscal system.
Béchameil was an art lover who was directed by the King to found the academy at Angers, for which he delivered the opening address and served as director. He was a patron of Watteau, who painted a series of arabesque panels with figures for the hôtel de Nointel, Paris, doubtless, from the nature of the allegories, for a small dining chamber.
Béchameil and his wife, Marie Colbert (d. April 3, 1686) had two children, Marie Louise Béchameil de Nointel (1661 – April 2, 1740) and Louis Béchameil de Nointel (1649 – December 31, 1718).

## Béchamel sauce

The white sauce called béchamel sauce (Fr. sauce béchamel) acquired its name from him for he perfected an older sauce made from cream originally made by François Pierre de la Varenne (1615–1678), the cook of the marquis d'Uxelles. The sauce was dedicated to Béchameil to flatter him, at which the Duke of Escars commented:
   "That fellow Béchameil has all the luck! I was serving breast of chicken à la crème more than 20 years before he was born, but I have never had the chance of giving my name to even the most modest sauce."
   (« Est-il heureux, ce petit Béchameil ! J’avais fait servir des émincés de blancs de volaille à la crème plus de vingt ans avant qu’il fût au monde et, voyez, pourtant je n’ai jamais eu le bonheur de pouvoir donner mon nom à la plus petite sauce! »)
# Lowjee railway station

Lowjee is a railway station on the Central line of the Mumbai Suburban Railway network. It is on the Karjat–Khopoli route. Dolavli is the previous station and Khopoli is the next station.
* This article about a railway station in the Indian state of Maharashtra is a stub. You can help Wikipedia by expanding it.
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# Toiano, Vinci

Toiano is a village in Tuscany, central Italy, administratively a frazione of the comune of Vinci, Metropolitan City of Florence. At the time of the 2001 census its population was 213.
Toiano is about 43 km from Florence and 2 km from Vinci.
# Tolnanémedi

Tolnanémedi is a village in Tolna county, Hungary.
# Tolnau

Tolnau:
* German name of the Tolna County
* German name of Tolna, a town in Tolna County
* German name of Vértestolna
# Kanipe

Kanipe may refer to:
* 84447 Jeffkanipe, a main-belt asteroid named after Jeff Kanipe
* Jeff Kanipe (born 1953), an American science writer
# Kimberleyeleotris

Kimberleyeleotris is a genus of fishes in the family Eleotridae endemic to Australia, where they are only known from rivers in the Kimberley region of Western Australia.

## Species

The recognized species in this genus are:
* Kimberleyeleotris hutchinsi Hoese & G. R. Allen, 1987 (Mitchell gudgeon)
* Kimberleyeleotris notata Hoese & G. R. Allen, 1987 (Drysdale gudgeon)
# The Trees Are Dead & Dried Out Wait for Something Wild

Professional ratings :
| Review scores ||
| Source | Rating |
| Blistering | Mixed |
| Drowned in Sound | 9/10 |
| MusicOMH | Positive |
The Trees Are Dead & Dried Out Wait for Something Wild is the debut album by British progressive metal band Sikth, released on 18 August 2003 by Unparalleled Records. The album was produced by the band and Andrew Scarth.

## Background

Sikth was formed in 1999 by vocalists Tristan Lucey and Mikee Goodman along with Dan Weller, Graham 'Pin' Pinney, and Jamie Hunter. The band's lineup would be cemented in 2001 with the addition of Justin Hill, James Leach, and Dan 'Loord' Foord; Lucey and Hunter would depart from the band around the same time.
The band released its first EP, Let the Transmitting Begin, in early 2002 through Infernal Records. The initial release featured the songs "Such the Fool", "If You Weren't So Perfect", and "Hold My Finger"; all three songs would be re-recorded for The Trees Are Dead & Dried Out. Shortly after the EP's release, Sikth was signed to Unparalleled Carousel/Gut Records, who would release the band's second EP How May I Help You? on 23 September 2002. How May I Help You? featured the title track, "Suffice", and a cover of "Tupelo", originally by Nick Cave and the Bad Seeds.

## Release

The Trees Are Dead & Dried Out Wait for Something Wild was initially released on 18 August 2003 through Unparalleled Carousel in the UK. The album's first single, "Scent of the Obscene", was released on 27 October 2003 and featured a cover of the Iron Maiden song "Wrathchild" as its b-side. Second single, "Peep Show", was released in December 2003.

## Personnel
### Sikth

* Dan Weller – guitar, piano
* Graham "Pin" Pinney – guitar
* James Leach – bass
* Mikee W. Goodman – vocals, lyrics, synthesizer
* Justin Hill – vocals
* Dan "Loord" Foord – drums, percussion

### Other personnel

* Andrew Scarth – audio engineering
* Colin Richardson – mixing
* Paul Hoare and Jakob Nygard – additional mixing
* Vlado Meller – mastering
* Dick Beetham – additional mastering, editing and compiling
* Paul Chessell – art direction and design
* Jana Leon and Patrick Ryan – photography
# Thomas Sébillet

Thomas Sébillet (1512–1589) was a French jurist, an essayist and a neo-Platonist grammarian. He is now remembered for his Art Poétique (Poetic Art) from 1548, on French verse. He was strongly contradicted later by Joachim du Bellay, whose art poétique became normative. This "decapitation of richesse" led to a centralisation of language, too (additionally to the concentration of political power).
Equally advocate in Parliament, he was a favourite of Michel de l'Hospital, Étienne Pasquier and Pierre de l'Estoile.

## Works

* Art poetique franc̜ois. Pour l'instruction dés jeunes studieus, & encor peu avancéz en la pöesie franc̜oise (1548) Online text (in French)
* La Louenge des femmes, invention extraite du commentaire de Pantagruel, sur l'Androgyne de Platon (1551) Online text (in French)
* Contramours. L'antéros ou contr amour, de Messire Baptiste Fulgose, jadis duc de Gennes. Le dialogue de Baptiste Platine, contre les folles amours. Paradoxe contre l'amour, traduction de l'ouvrage de Battista Fregoso (1453-1504), doge de Gênes (1581)
# Lower Turners Marsh, Tasmania

Lower Turners Marsh is a rural locality in the local government areas of Launceston and George Town in the Launceston and North-east regions of Tasmania. It is located about 34 kilometres (21 mi) south-east of the town of George Town. The 2016 census determined a population of 37 for the state suburb of Lower Turners Marsh.

## History

Lower Turners Marsh was gazetted as a locality in 1964.

## Geography

Pipers River forms a small section of the eastern boundary.

## Road infrastructure

Route B83 (Pipers River Road) passes through from south-east to north. The C811 route (Bangor Road) starts at an intersection with B83 and exits to the east. The C812 route (Old Bangor Tram Road) starts at an intersection with B83 and runs west through the locality before exiting.
# List of ambassadors of Saudi Arabia to Peru

The Ambassador of Saudi Arabia to Peru is the official representative of the Kingdom of Saudi Arabia to the President and Government of Peru. The ambassador and the embassy staff work at the Saudi Embassy in Miraflores, Lima.

## List of ambassadors

| No. | Name | Observations | Start of term | End of term | Appointer |
| - | Ahmad Hamad Al-Hamoud | Ambassador on special mission. | 2013 | 2013 | Abdullah |
| 1 | Sahal Mustafa Ergesous (سهل بن مصطفى عرقسوس) | First ambassador to Peru, started as a chargé d'affaires. | 2013 | 2016 | Abdullah |
| 2 | Munir bin Ibrahim al-Punjabi (منير بن إبراهيم البنجابي) | | 2016 | 2018 | Salman |
| 3 | Waleed Bin Abdullah Y. Mokeem | Presented his credentials on December 28, 2018. | 2018 | 2022 | Salman |
| 4 | Hassan Mohammed Alansari | Presented his credentials on September 29, 2022. | 2022 | Incumbent | Salman |
# Lambert summation

In mathematical analysis and analytic number theory, Lambert summation is a summability method for summing infinite series related to Lambert series specially relevant in analytic number theory.

## Definition

Define the Lambert kernel by $L(x)=\log(1/x){\frac {x}{1-x}}$ with $L(1)=1$. Note that $L(x^{n})>0$ is decreasing as a function of $n$ when $0<x<1$. A sum $\sum _{n=0}^{\infty }a_{n}$ is Lambert summable to $A$ if $\lim _{x\to 1^{-}}\sum _{n=0}^{\infty }a_{n}L(x^{n})=A$, written $\sum _{n=0}^{\infty }a_{n}=A\,\,(\mathrm {L} )$.

## Abelian and Tauberian theorem

Abelian theorem: If a series is convergent to $A$ then it is Lambert summable to $A$.
Tauberian theorem: Suppose that $\sum _{n=1}^{\infty }a_{n}$ is Lambert summable to $A$. Then it is Abel summable to $A$. In particular, if $\sum _{n=0}^{\infty }a_{n}$ is Lambert summable to $A$ and $na_{n}\geq -C$ then $\sum _{n=0}^{\infty }a_{n}$ converges to $A$.
The Tauberian theorem was first proven by G. H. Hardy and John Edensor Littlewood but was not independent of number theory, in fact they used a number-theoretic estimate which is somewhat stronger than the prime number theorem itself. The unsatisfactory situation around the Lambert Tauberian theorem was resolved by Norbert Wiener.

## Examples

* $\sum _{n=1}^{\infty }{\frac {\mu (n)}{n}}=0\,(\mathrm {L} )$, where μ is the Möbius function. Hence if this series converges at all, it converges to zero. Note that the sequence ${\frac {\mu (n)}{n}}$ satisfies the Tauberian condition, therefore the Tauberian theorem implies $\sum _{n=1}^{\infty }{\frac {\mu (n)}{n}}=0$ in the ordinary sense. This is equivalent to the prime number theorem.
* $\sum _{n=1}^{\infty }{\frac {\Lambda (n)-1}{n}}=-2\gamma \,\,(\mathrm {L} )$ where $\Lambda$ is von Mangoldt function and $\gamma$ is Euler's constant. By the Tauberian theorem, the ordinary sum converges and in particular converges to $-2\gamma$. This is equivalent to $\psi (x)\sim x$ where $\psi$ is the second Chebyshev function.
# Labidi

Labidi may refer to:
* Khemais Labidi, Tunisian footballer
* Massin Kevin Labidi, atheist activist
* Meherzia Labidi Maïza, Tunisian politician
* Mohsen Labidi, Tunisian footballer
* Nadia Labidi, Algerian filmmaker
* Najma Kousri Labidi, Tunisian activist
* Samir Labidi, Tunisian politician
* Sofiane Labidi, Tunisian footballer
* Wahid Labidi
* Zakarie Labidi, French footballer
# Ebersberg station

Ebersberg station is a railway station in the municipality of Ebersberg, located in the Ebersberg district in Upper Bavaria, Germany.
The station is called "Ebersberg (Oberbay) Bf" for regional trains except S-train. The name within the S-train system is "Ebersberg".
# Tolna variegata

Tolna variegata is a species of moth of the family Noctuidae first described by George Hampson in 1905. It is found in South Africa.
# Kimberlin

Kimberlin is a surname of German origin. Notable people with the surname include:
* Charles Kimberlin Brain (1931–2023), eminent South African paleontologist
* Kimberlin Brown (born 1961), Emmy Award-nominated American actress
* Brett Kimberlin (born 1954) perpetrator of the Speedway Bombings
* Cynthia Tse Kimberlin, American ethnomusicologist
* Kevin Kimberlin, chairman of the venture capital firm, Spencer Trask & Co.
* Wade A. Kimberlin (born 1970), science-fiction author
# Stora Skogssjön

Stora Skogssjön is a lake in Stockholm County, Södermanland, Sweden. It lies just north of the smaller Lilla Skogssjön.
* This article about a location in Stockholm County, Sweden is a stub. You can help Wikipedia by expanding it.
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# Fanøya

Fanøya is an island in Kinn Municipality in Vestland county, Norway. The island lies about 10 kilometres (6.2 mi) northwest of the town of Florø in a large group of inhabited islands, referred to as the Batalden islands. Fanøya, the most populous island in the group, is 1.6 kilometres (0.99 mi) north of the island of Skorpa, about 600 metres (2,000 ft) south of the island of Batalden, and about 4 kilometres (2.5 mi) southwest of the island of Hovden. The Batalden Chapel is located on Fanøya.
# Love Ranch Formation

The Love Ranch Formation is a geologic formation in southern New Mexico. It was likely deposited during the late Paleocene and early Eocene epochs.

## Description

The formation consists of boulder conglomerate interbedded with calcareous reddish siltstone and poorly-sorted, coarse-grained, arkosic sandstone. The lower beds tend to be more coarse. The formation is exposed in the western foothills of the San Andres Mountains and Organ Mountains. The formation unconformably overlies the McRae Formation and is conformably overlain by the Palm Park Formation or Rubio Peak Formation.
The formation is interpreted as alluvial fans and stream and playa deposits of sediments eroded from the Laramide Rio Grande uplift. This uplift dates to the latest Cretaceous and was initially tilted gently to the northeast, where McRae Formation beds accumulated in a shallow Love Ranch basin. Tectonism paused for perhaps 10 million years, producing an unconformity that separates the McRae from the Love Ranch Formation. The clasts within the conglomerate beds of the formation record the progressive erosion of beds from the uplift backwards in time, from Cretaceous volcanic clasts at the base of the formation to Precambrian clasts in its upper beds. The formation covered all but the highest ground in the uplift, which was subsequently completely buried by volcaniclastics and flows of the Mogollon-Datil volcanic field.
Palynomorphs from a buried section of the formation suggest its age is late Paleocene to early Eocene.

## Fossils

The only fossils found in the formation are plant fragments.

## History of investigation

The formation was first named by F.E. Kottlowski and coinvestigators in 1956 for exposures near the headquarters of Love Ranch, northeast of Las Cruces, New Mexico.
# Streambank froglet

The streambank froglet or Flinders Ranges froglet (Crinia riparia) is a small, locally common, Australian ground-dwelling frog, of the family Myobatrachidae.

## Description

The streambank froglet is a small frog (2.5 centimetres measured from snout to posterior). The colouring can be red, brown, tan, to drab olive green colour with many shades in between. Like its relatives Crinia signifera, this frog is of extremely variable markings, with great variety usually found within confined populations. The dorsal and ventral surfaces are very variable. The dorsal surface may be smooth or warty. The tympanum of this frog is not visible. The colour under the throat is pale grey, the ventral surface backwards from the front legs is white with granular, mottled black.

## Distribution

The streambank froglet is found only in the area around the Flinders Ranges and Gammon Ranges National Parks of central South Australia. It is found most often under rocks in springfed waterholes or cobbled pools in intermittently flowing streambeds.

## Ecology and behaviour

Because of the seasonality of the rain, and periodic flooding, the tadpoles of these frogs have sucker mouthparts and a streamlined, flattened profile adapted to hold on to the rocks even in canyons where water can be funneled into flowing very rapidly. The call of the male is a barely audible 'creeeak-crek' described as sounding like a creaking hinge.
The diet of the species consists of small insects, much smaller in comparison to their size to most frogs.
# USS Sims

Three ships in the United States Navy have been named USS Sims for William Sowden Sims. Additionally, one other ship was named Admiral W. S. Sims for the same man.
* The destroyer USS Sims (DD-409), served in World War II, sunk by the Japanese, 1942
* The destroyer escort USS Sims (DE-154), commissioned 1943, decommissioned 1946.
* The Knox-class frigate USS W. S. Sims (DE-1059) (later FF-1059), commissioned 1970, decommissioned 1991.
* The transport vessel USS Admiral W. S. Sims (AP-127)
# USS Thrasher

USS Thrasher may refer to:
* USS Thrasher (SS-26), which served before World War I, was renamed G-4 before she was launched.
* USS Thrasher was a civilian motorboat commissioned during World War I eventually renamed to only her hull number, SP-546.
* USS Thrasher (AMS-203), was a Bluebird-class minesweeper that served during the early Cold War.
# Love Recipe

Love Recipe (Chinese: 料理情人夢) is a 2011 Taiwanese romance drama written by Lu Huixin, Yang Huiwen and directed by Huang Keyi (黃克義). It stars Kenji Wu, Li Jiaying, Emma Wu(Gui Gui) and Rhydian Vaughan as the main characters in the drama.

## Synopsis

Fu Yongle (Kenji Wu) is a handsome and easygoing young man. He has a great talent for cooking food and he had a happy childhood. However, unfortunately his parents died and he was adopted by his father's best friend. Fu Yongle doesn't give up his cheerful character because of the misfortune. He tries to restore his father's canteen, and along the way he encounters a lot of surprises, including his true love.

## Cast

| Actor | Character |
| Emma Wu(Gui Gui)（吳映潔） | Wang Meiya （王美亞） |
| Kenji Wu | Fu Yongle (傅永樂) |
| Li Jiaying (李佳穎) | Li Anan （黎安安） |
| Rhydian Vaughan（鳳小岳） | He Xia (何夏) |

## Music
### Theme Song

* 愛的秘方 – Kenji Wu (Opening)
* 一半一半 – Kenji Wu (Ending)

## Reception

China Television ratings :
| Original broadcast date | Episode number | Average | Timeslot rank |
| 4 September 2011 | 1 | 0.87 | 2 |
| 11 September 2011 | 2 | 0.67 | 3 |
| 18 September 2011 | 3 | 0.51 | 3 |
| 25 September 2011 | 4 | 0.52 | 3 |
| 2 October 2011 | 5 | 0.42 | 4 |
| 9 October 2011 | 6 | 0.30 | 4 |
| 16 October 2011 | 7 | 0.24 | 4 |
| 23 October 2011 | 8 | 0.29 | 4 |
| 30 October 2011 | 9 | 0.18 | 4 |
| 6 November 2011 | 10 | 0.24 | 4 |
| Average | | 0.41 | |
# Stoneleigh Cricket Club

Stoneleigh Cricket Club is one of the oldest cricket clubs in Warwickshire, England. It was voted by Wisden Cricketer the most beautiful ground in England in 2003.
The club was formed in 1839 by Chandos Leigh, 1st Baron Leigh and the ground was established in front of the West Wing of Stoneleigh Abbey for the benefit of his sons William Henry Leigh and Edward Chandos Leigh so that they might continue to play cricket in the summer on returning home from Harrow School.
One of the oldest fixtures recorded is a match played between Stoneleigh CC v Harrow School in 1847 at Harrow. A match was played against Rugby School in 1849 at Rugby School. This match is still annually played between Stoneleigh CC and Rugby School
Sons of William Henry Leigh, 2nd Baron Leigh continue to play cricket through the 1860s and 1870s. Fixture Cards dated 1868 and 1869 have been found.
One of the most famous matches was played in September 1872 at Stoneleigh Abbey between the I Zingari and The Gentleman of Warwickshire to celebrate the coming of age of Lord Leigh's eldest son Gilbert Leigh.
Today the club is a thriving club with a Junior Team now established.
# Lovecraft's Providence and Adjacent Parts

Lovecraft's Providence and Adjacent Parts is a book by Henry L. P. Beckwith, Jr. detailing sites in Providence, Rhode Island related to H. P. Lovecraft. It was first published by Donald M. Grant, Publisher, Inc. in 1979 in an edition of 1,000 copies. The book grew out of a bus tour of Providence that Beckwith held as part of the World Fantasy Convention and is still a useful for handbook for those who visit Lovecraft-related sites around Providence.
The book offers detailed information on locations frequented by Lovecraft in his correspondence and stories. Such specific locations include St. John's churchyard, where Edgar Allan Poe and Lovecraft both visited. Lovecraft and his friends Adolphe de Castro and Robert H. Barlow composed acrostics in memoriam to Poe while visiting the churchyard. The book also provides details on structures of note such as the house on Benefit St, Providence which provided the inspiration for Lovecraft's story "The Shunned House."
As an early study of Lovecraft geography, the book's influence precedes its publication, with Beckwith being acknowledged by L. Sprague de Camp for his assistance in de Camp's 1976 Lovecraft: A Biography, and continues to this day in Faye Ringel's 2017 chapter on Early American Gothic in The Cambridge Companion to Gothic Fiction.The book is cited in the work of most scholars in the field, such as S.T. Joshi, Leslie S. Klinger, and Peter Cannon.
A revised and expanded edition was published by Grant in 1986 and again in 1990 for Lovecraft's centennial.