OpenLLM-France/wikimedia huggingface dataset:
# River Lee Diversion

The River Lee Diversion is located in the Lea Valley, close to Enfield Lock and to the north east corner of the King George V Reservoir.

## History

As its name implies, the River Lea was diverted to accommodate the construction of the Chingford Reservoirs and the Banbury Reservoir.

## Course

Before skirting the eastern boundary of the King George V Reservoir, the river is joined by the River Lee Flood Relief Channel. The man-made, steep, concrete-banked water flows under Lea Valley Road (A110 road), before forming a boundary with the William Girling Reservoir. It flows under the North Circular Road at the Lea Valley Viaduct before skirting the western perimeter of the Banbury Reservoir, then flows close and parallel to the River Lee Navigation, passing to the west of the Lockwood Reservoir. It continues past Stonebridge Lock and Tottenham Lock, then merges with the River Lee Navigation below Ferry Lane (A503 road).

## Water supply

The river feeds water to some of the reservoirs in the Lee Valley Reservoir Chain.

## Ecology

The clean, well-oxygenated, concrete-lined, fast-flowing water provides the ideal environment for the barbel. Also, of note is the fish-eating bird the goosander which feeds in the river.

## Access

Access is limited as the river mainly flows through Thames Water property.
# Whitfield County

Whitfield County may refer to:
* Whitfield County, Georgia
* USS Whitfield County (LST-1169), a 1954 United States Navy landing ship tank
* Whitfield County School District, Georgia
# Stenalia parvula

Stenalia parvula is a beetle in the genus Stenalia of the family Mordellidae. It was described in 1967 by Ermisch.
# Telecommunications in San Marino

This article provides an outline of the telecommunications infrastructure in San Marino.

## Telephone
### San Marino Telecom (SMT)

Founded in 2005, is owned by Simon Murray, and operates on the mobile and fixed-line telephony market.

### Telecom Italia San Marino (TISM)

It is the main telecommunications company in the Republic, founded in 1992 as Intelcom and former monopolist of the Sammarinese telephony market. It offers mobile and fixed-line telephony services, Internet data center services and top-level domain registration authority (.sm).

### Telefonia Mobile Sammarinese (TMS)

Created in 1999, it is 51% controlled by Telecom Italia San Marino, from which it uses the infrastructure for its mobile telephony services.

### Telenet

Created in 1999, it is the second fixed-line telephone operator in the Republic, and offers alternative Internet services to those offered by the former monopolist Telecom Italia San Marino.

## Television and radio

San Marino has only one television station, San Marino RTV, which is owned by a company with the same name. In 1997, there were approximately 9,000 television sets in the country.
San Marino has two radio networks, Radio San Marino and Radio San Marino Classic, also owned by San Marino RTV. In 1997, there were approximately 16,000 radios in San Marino.

## Internet

In 2010 there were 17,000 Internet users in San Marino. San Marino's Internet domain is .sm.
# Leaseweb

Leaseweb is a Dutch cloud computing and web services company with offices in the continents of Europe, Asia, and North America.
Leaseweb is a subsidiary of OCOM, an internet services company headquartered in Amsterdam, the Netherlands.

## History

Leaseweb was founded in 1997 by Dutch pilots Con Zwinkels and Laurens Rosenthal.
In 1998, Leaseweb acquired its first servers and set up their first office in Utrecht. By 2005 the company owned 5,000 servers, a number that had doubled to 10,000 two years later.
In 2007, Leaseweb relocated the company headquarters to the Amsterdam area. In 2010, Leaseweb acquired German hosting provider Netdirekt. In 2016, Leaseweb acquired the Illinois based Nobis Technology Group, and its Ubiquity Hosting operations. In 2018, Leaseweb USA acquired ServInt, a Northern Virginia-based web hosting and managed hosting services for cloud IT operations. In 2021, Leaseweb acquired iWeb, and their Canadian data centres, from INAP for an undisclosed amount. In February 2023, Leaseweb rebranded their Canadian operations under the name Leaseweb Canada.

## Leaseweb Network

The company operates eighteen data centers in Europe, Asia and the United States. Leaseweb peers with Internet exchanges in Amsterdam, Stockholm, Warsaw, Budapest, Vienna, Frankfurt, Dusseldorf, Zurich, Brussels, Paris, Luxembourg, London, Madrid, Washington DC, New York, Miami, Chicago, Atlanta, Dallas, Phoenix, Los Angeles, Palo Alto, Seattle, San Jose, Hong Kong and Singapore.

## Network and datacenters

The company operates 26 datacenters in Europe, North America, Asia and the Oceania. Leaseweb peers with Internet exchanges in Amsterdam, Frankfurt, London, New York City, Brussels, Stockholm, Madrid, Zurich, Düsseldorf, Paris, Warsaw, Budapest, Milan, Vienna, Prague, Luxembourg, Bucharest, Bratislava, Copenhagen, Oslo, Ashburn, Miami, Chicago, Dallas, Palo Alto and Los Angeles. Leaseweb's network consists of 55 Points-of-Presence and 33 Internet Exchanges across the globe. The network has a bandwidth capacity of 5.9 Tbit/s with peak traffic about 2.5 Tbit/s and reports uptime of 99.9999%
# Rue Molière

The Rue Molière is a short street in central Paris, in the 1st arrondissement. It begins at the Avenue de l'Opéra, near the Comédie-Française, and ends at the Rue de Richelieu with the Fontaine Molière.
It has borne several names, including the Rue de la Fontaine-Molière, the Rue Traversière-Saint-Honoré before 1843, earlier the Rue Traversine or Traversante, and in 1625 the Rue de la Brasserie or Rue du Bâton-Royal. It is notable for collège Jean-Baptiste-Poquelin, named after the playwright Jean-Baptiste-Poquelin, the real name of Molière.
# Rue Marbeuf

The Rue Marbeuf is a street in the 8th arrondissement of Paris. It starts at no. 20 Avenue George V and ends at no. 39 Avenue des Champs-Élysées. It is 460 m long and 16 m wide. The original Berluti store is at 26, rue Marbeuf.
# Communauté de communes de la Morinie

The Communauté de communes de la Morinie is a former intercommunality in the Pas-de-Calais département, in northern France. It was created in January 1994. It was merged into the Communauté d'agglomération du Pays de Saint-Omer in January 2017.

## Composition

It comprised the following 8 communes:
* Bellinghem
* Clarques
* Delettes
* Ecques
* Heuringhem
* Mametz
* Rebecques
* Thérouanne
# Rune Klakegg

Rune Klakegg (born 19 April 1955 in Skien, Norway) is a Norwegian jazz pianist and composer, the older brother of guitarist Bjørn Klakegg, and known from a number of recordings and jazz bands including Oslo 13, Cutting Edge, Fuzzy Logic, Out to Lunch and Søyr.

## Career

Klakegg played within and composed music for bands like Cutting Edge, "Søyr", Fuzzy Logic, and "Out to Lunch". He led his own Rune Klakegg Trio (from 1986) with Frank Jakobsen (drums) and Olaf Kamfjord (bass) on the album Anaerobics (1991). Later they were replaced by Edvard Askeland (bass) and Helge Nordbakken (drums). He has also contributed on releases by Espen Rud, Susanne Fuhr, Morten Halle, Guttorm Guttormsen, Bjørn Kjellemyr, Alfred Janson, Sigurd Janson and Per Eriksen.
He has also composed music to texts by the poet Jacob Sande, released on the album Sundslegen, herja og naken (2006) with Lars Klevstrand, Bjørn Klakegg and Jan Olav Renvåg. Klakegg has played within "Øvrevoll spelemannslag" with Ragnar Heyerdahl, Eilif Moe and Kjetil Sandum, and they reseased the album Spillegal (2006). He also contributes on an album with Tine Asmundsen Band, Elin Ødegaard (2000), Lars Martin Myhre (2001, 2006) and within Guro Gravem Johansen Trio, play in trio with Carl Størmer and Jan Olav Renvåg, and has toured with Brit Bildøen, Bjarne Magnus Jensen and Johannes Martens. With Roy Nikolaisen he played in the Quartet "Changes".
In 1995 he was awarded "Work of the Year" by "NOPA" Prize for the tune "Pamplemousse". Klakegg has taught jazz piano at Foss videregående skole and was editor of "Jazznytt" (1984–87). He lives in Skien (2012) and teaches at Skien videregående skole.
Klakegg's Romantic Notions (2012) is his debut in the acoustic piano trio format, with bassist Jan Olav Renvåg and drummer Roger Johansen, and serves nine of their own later compositions with certain pianistic hand and eloquent improvisations.

## Discography
### Solo albums

* 1991: Anaerobics (Odin Records), R.K. Trio (Frank Jakobsen & Olaf Kamfjord)
* 1996: Fuzzy Logic (Curling Legs)
* 2012: Romantic Notions (Curling Legs), R.K. Trio (Jan Olav Renvåg & Roger Johansen)

### Collaborative works
#### Within Out to Lunch

* 1988: Out to Lunch (Odin Records)
* 1995: Kullboksrytter (Curling Legs)

#### Within Søyr

* 1987: Vectors (Hot Club Records)
* 1994: Bussene lengter hjem (Curling Legs), with Elin Rosseland
* 1997: Med kjøtt og kjærlighet (Curling Legs), with Eldbjørg Raknes
* 2001: Alene hjemme (Curling Legs)

#### With other projects

* 2000: I Will Wait For You (Via Music), with Elin Ødegaard
* 2006: Sundslegen, Herja Og Naken (Tylden & Co), with Lars Klevstrand, Bjørn Klakegg & Jan Olav Renvåg
* 2006: Spillegal
# Rudis rattail

The rudis rattail, Coryphaenoides rudis, is a fish of the family Macrouridae, found around the world in tropical and subtropical oceans, at depths between 600 and 2,300 m. Its length is between 30 and 40 cm, although FishBase gives lengths of up to 1.1 m.
# Rudträsket

Rudträsket is a lake in Stockholm County, Södermanland, Sweden.
* This article about a location in Stockholm County, Sweden is a stub. You can help Wikipedia by expanding it.
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# Rudolf Lehmann

Rudolf Lehmann may refer to:
* Rudolf Lehmann (artist) (1819–1905)
* R. C. Lehmann (1856–1929), Member of Parliament, writer and poet
* Rudolf Lehmann (SS officer) (1914–1983)
* Rudolf Lehmann (military judge) (1890–1955), Judge Advocate-General of the OKW, defendant in the High Command Trial
# Conformal family

In theoretical physics, a conformal family is an irreducible representation of the Virasoro algebra. In most cases, it is uniquely determined by its primary field or the highest weight vector. The family contains all of its descendant fields.
# The Expandables

The Expandables is a Canadian home renovation television series produced by Tricon Films & Television, which premiered January 8, 2015 on HGTV Canada. The series is also slated to air on DIY Network in the United States.
Hosted by contractor Rob Evans and designer Mia Parres, the series features the duo meeting with homeowners whose living spaces are not meeting their needs. Each of the hosts then comes up with a renovation plan to improve the functionality of the home, which are presented to the homeowners. After the homeowners make their choice of which plan to pursue, the hosts collaborate to finish the renovation and design work.
The series premiered in Australia on September 14, 2015 on LifeStyle Home.
# The Doves' Nest

The Doves' Nest and Other Stories is a 1923 collection of short stories by the writer Katherine Mansfield, published by her husband John Middleton Murry after her death.
Murry wrote in his introductory note that this volume contains all the complete stories, and several fragments of stories, which she wrote at the same time as, or after, those published in The Garden Party and Other Stories

## Stories

* "The Doll's House" (1922) (set in New Zealand)
* "Honeymoon" (1923)
* "A Cup of Tea" (1922)
* "Taking the Veil" (1923)
* "The Fly" (1922)
* "The Canary" (1923)
* "A Married Man's Story" (1923)
* "The Doves' Nest"
* "Six Years After" (set in New Zealand)
* "Daphne"
* "Father and the Girls"
* "All Serene"
* "A Bad Idea"
* "A Man and his Dog"
* "Such a Sweet Old Lady"
* "Honesty"
* "Susannah"
* "Second Violin" (set in London)
* "Mr. and Mrs. Williams"
* "Weak Heart" (set in New Zealand)
* "Widowed" (set in London)
# Rufus of Metz

Rufus of Metz was, according to some sources, bishop of Metz for 29 years. He has been made a Catholic saint with his feast day on November 7.
In the ninth century his relics were transferred to Gau-Odernheim in Rhenish Hesse, Diocese of Mainz.
In the view of the Catholic Encyclopedia of 1913, his history is legendary:
    His name was inserted at a later date in an old manuscript of the "Martyrol. Hieronym." (ed. cit., 140).
# Conchobhar Mac Curtain

Cornelius Curtain (Irish Gaelic: Conchobhar Mac Curtain) (1660–1724) was a Captain of Infantrymen in the Royal Irish Army of King James II. English records do list him on two occasions as a "gentleman", meaning a landowner. He is listed as being present at the siege of Limerick, the Raid on Newry in County Down, as well as the king’s defeat at the Battle of the Boyne. Mac Curtain's rank is listed as "Captain", in the service of Major General Alexandre de Rainier de Droue, Marquis de Boisseleau’s Infantry division in 1690. His home township is listed twice, once as "Mellyforttown", and later as "Mallyfanstowne", both times this township is said to be in northern County Cork. The former rendering of the name appears to be an archaic phrasing of the township now known as Mallow. No historic record notes this township, so it is unclear. In a French record of his great-grandson, he is called Cornelius Curtain of Muckrooa, County Cork. However, this locale is not identifiable at all. Mac Curtain is listed as among those pardoned by William III and Mary II in 1690, and appeared to temporarily hold onto his landholdings. The English record does not specify if this pardon was requested, or just granted to the natives as means of reconciliation following the Williamite War. Whatever the case may be, the peace is short lived, as Mac Curtain had left Ireland with the Jacobite Army of 19,000 Irishmen under the Earl of Lucan in 1691. He appears to have returned in Ireland in 1696 during the Jacobite attempt to depose the Williamite government. For this, Mac Curtain was placed under royal attaint in 1696 (the state confiscation of his property and civil liberties).
He was the son of Phellim Curtain, an ensign in the army of Charles I, and brother to William Curtain and nephew to Fr. Cornelius Curtain, both Gaelic poets. He was also great-great grandson of Eachmilidh Macartan.

## Descendants

1st Marriage: - Catherine O’Donovan, daughter of Donal IV O'Donovan and Elizabeth Tonson,
* Cornelius Curtain, who married Joanna Coppinger of Cork City in 1722, and was the ancestor of French MacCurtains, Including Cornelius MacCurtain, Sieur de Kainlis, Edmond Roche, 1st Baron Fermoy, as well as Florimond-Benjamin MacCurtain, Baron de Kainlis.
* Mary Curtain
* Gabriel Curtain,
2nd Marriage: - Joanne Quinn, daughter of Donough Quinn and Judith O'Riordan
* John, had issue.
* Simon Curtain, married Catherine Mansfield in 1718, had issue.
* Hanora Curtain, married James MacMahon, had issue.
* Anne Curtain,
* Bartholomew Curtain, had issue.
* Catherine Curtain,
* William Curtain
# Complex-oriented cohomology theory

In algebraic topology, a complex-orientable cohomology theory is a multiplicative cohomology theory E such that the restriction map $E^{2}(\mathbb {C} \mathbf {P} ^{\infty })\to E^{2}(\mathbb {C} \mathbf {P} ^{1})$ is surjective. An element of $E^{2}(\mathbb {C} \mathbf {P} ^{\infty })$ that restricts to the canonical generator of the reduced theory ${\widetilde {E}}^{2}(\mathbb {C} \mathbf {P} ^{1})$ is called a complex orientation. The notion is central to Quillen's work relating cohomology to formal group laws.
If E is an even-graded theory meaning $\pi _{3}E=\pi _{5}E=\cdots$, then E is complex-orientable. This follows from the Atiyah–Hirzebruch spectral sequence.
Examples:
* An ordinary cohomology with any coefficient ring R is complex orientable, as $\operatorname {H} ^{2}(\mathbb {C} \mathbf {P} ^{\infty };R)\simeq \operatorname {H} ^{2}(\mathbb {C} \mathbf {P} ^{1};R)$.
* Complex K-theory, denoted KU, is complex-orientable, as it is even-graded. (Bott periodicity theorem)
* Complex cobordism, whose spectrum is denoted by MU, is complex-orientable.
A complex orientation, call it t, gives rise to a formal group law as follows: let m be the multiplication
    $\mathbb {C} \mathbf {P} ^{\infty }\times \mathbb {C} \mathbf {P} ^{\infty }\to \mathbb {C} \mathbf {P} ^{\infty },([x],[y])\mapsto [xy]$
where $[x]$ denotes a line passing through x in the underlying vector space $\mathbb {C} [t]$ of $\mathbb {C} \mathbf {P} ^{\infty }$. This is the map classifying the tensor product of the universal line bundle over $\mathbb {C} \mathbf {P} ^{\infty }$. Viewing
    $E^{*}(\mathbb {C} \mathbf {P} ^{\infty })=\varprojlim E^{*}(\mathbb {C} \mathbf {P} ^{n})=\varprojlim R[t]/(t^{n+1})=R[\![t]\!],\quad R=\pi _{*}E$,
let $f=m^{*}(t)$ be the pullback of t along m. It lives in
    $E^{*}(\mathbb {C} \mathbf {P} ^{\infty }\times \mathbb {C} \mathbf {P} ^{\infty })=\varprojlim E^{*}(\mathbb {C} \mathbf {P} ^{n}\times \mathbb {C} \mathbf {P} ^{m})=\varprojlim R[x,y]/(x^{n+1},y^{m+1})=R[\![x,y]\!]$
and one can show, using properties of the tensor product of line bundles, it is a formal group law (e.g., satisfies associativity).
# The Eichmann Show

The Eichmann Show is a 2015 British BBC TV drama film produced by Laurence Bowen and Ken Marshall and directed by Paul Andrew Williams.
It is based on the true story of how American TV producer Milton Fruchtman and blacklisted TV director Leo Hurwitz came to broadcast the trial of one of World War II's most notorious Nazis, Adolf Eichmann, in 1961.

## Plot

In 1961, former Nazi Adolf Eichmann is captured by Israeli agents and put on trial. American television producer Milton Fruchtman fervently believes that the trial, with its witness accounts of Nazi atrocities, should be televised to show the world the evils of the Holocaust, and to combat any resurgence of Nazism, and joins forces with blacklisted director Leo Hurwitz. Despite death threats, reluctance to cooperate from several networks, and even resistance from the Israeli prime minister, David Ben-Gurion, who fears a 'show trial', the pair persist and move their cameras into the courtroom. Edited daily and shown in some three dozen countries, the 'Eichmann Show' becomes the first ever global television documentary.

## Cast

* Martin Freeman as Milton Fruchtman
* Anthony LaPaglia as Leo Hurwitz
* Rebecca Front as Mrs Landau
* Andy Nyman as David Landor
* Nicholas Woodeson as Yaakov Jonilowicz
* Ben Addis as Ron Huntsman
* Caroline Bartleet as Judy Gold
* Ed Birch as Millek Knebel
* Zora Bishop as Eva Fruchtman
* Dylan Edwards as Roy Sedwell
* Nathaniel Gleed as Tommy Hurwitz
* Ben Lloyd-Hughes as Alan Rosenthal
* Vaidotas Martinaitis as Adolf Eichmann
* Nell Mooney as New York Times Journalist's Wife
* Solomon Mousley as Perry
* Anna-Louise Plowman as Jane Hurwitz
* Ian Porter as New York Times Journalist
* Justin Salinger as David Arad
* Samuel West as Narrator

## Postscript

The film postscript reads: "After adjourning on the 14th August, the judges declared Eichmann responsible for the terrible conditions on board the trains to Auschwitz, and for obtaining Jews to fill those trains. Eichmann was also found guilty of crimes against humanity, war crimes and crimes against Poles, Slovenes and Gypsies. Adolf Eichmann was hanged on the 31 May 1962. His ashes were cast into the sea. The daily films produced and directed by Milton Fruchtman and Leo Hurwitz constitute the world's first ever global television documentary series. It was the first time the horror of the Nazi death camps had been heard on television, from the mouths of 112 eye witnesses and survivors. For his work on the Eichmann trial, Milton Fruchtman won a Peabody Award together with Capital Cities Broadcasting Corporation, and he went on to have a successful career in American television. Leo Hurwitz continued to make documentary films. He went on to become Professor of Film and Chairman of the Graduate Institute of Film and Television at New York University."
# The Eiffel Tower and Other Mythologies

The Eiffel Tower and Other Mythologies is a collection of essays by the French literary theorist Roland Barthes. It is a companion volume to his earlier book, Mythologies, and follows the same format of a series of short essays which explore a range of cultural phenomena, from the Tour de France to laundry detergents.
# The Eiger Sanction

The Eiger Sanction may refer to
* The Eiger Sanction (novel), a 1972 thriller novel by Trevanian, the pen name of Rodney William Whitaker
* The Eiger Sanction (film), the 1975 film adaptation of Trevanian's novel
# Consequences (Dave Burrell album)

Consequences is a live album released by jazz pianist Dave Burrell in duet with drummer Billy Martin of Medeski, Martin & Wood. It was recorded on October 10, 2005 at the University of Pennsylvania's Houston Hall in Philadelphia, Pennsylvania. It was released on June 13, 2006 by the label Amulet.
Burrell and Martin perform quite forcefully throughout the show, leading to a style that is "not mildly avant-garde; it is very avant-garde."

## Track listing

* "Monsoon" (Burrell) – 18:36
* "New Species" (Martin) – 10:10
* "Moonbows" (Martin) – 9:21
* "Suspension" (Burrell) – 11:30
* "Kuliana" (Martin) – 9:06

## Personnel

* Dave Burrell — piano
* Billy Martin — percussion, cover design
* Yalitza Ferreras — package design
* Katsuhiko Naito — mastering, mixing

## Reception

Professional ratings :
| Review scores ||
| Source | Rating |
| Allmusic | |
| The Penguin Guide to Jazz Recordings | |
Allmusic reviewer Alex Henderson comments that the album is not for the light of heart in jazz and who haven't been exposed to avant-garde. However, he does say that those who do appreciate the genre "will find a lot to enjoy about Burrell's inspired outside duets with Martin." Allaboutjazz.com reviewer Robert Iannapollo says the playing "shows Burrell’s creativity still flowing freely."
# The Funeral Sciences

The Funeral Sciences is the debut album by Schoolyard Heroes. It was released in 2003 on Control Group/TCG. All songs are written by Schoolyard Heroes.

## Track listing

* "Curse of the Werewolf" – 3:14
* "All-You-Can-Eat Cancer" – 3:54
* "The Mechanical Man vs. the Robot From the Outer Limits" – 2:09
* "Dawn Of The Dead" – 2:45
* "Blood-Spattered Sundress" – 2:45
* "Attack of the Puppet People" – 2:49
* "Bury the Tooth of the Hydra and a Skeleton Army Will Arise" – 3:19
* "The Klaw" – 2:21
* "Michael Dudakoff: American Ninja" – 3:32
* "Contra" – 2:01
* "Boyfriend" – 2:43
* "Sincerely Yours, Jonathan Harker" – 5:24
* This article about a punk rock album from the 2000s is a stub. You can help Wikipedia by expanding it.
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# Rumstick

Rumstick may refer to:
* Ezra Rumstick
* Rumstick (card game), English name for the game of Romestecq
# Sitana laticeps

Sitana laticeps, the broad-headed fan-throated lizard, is a species of agamid lizard. It is endemic to India.
# The Circus of Life

The Circus of Life may refer to:
* The Circus of Life (1926 film), a German silent film
* The Circus of Life (1917 film), an American silent drama film
# Scotto

Scotto is a given name and a surname (the patronymic is Scotti), generally Italian. Notable people with the surname include:
* Scotto, 13th-century troubadour
* Anthony M. Scotto (1934-2021), American mobster
* Aubrey Scotto (1895–1953), American film director
* Carolina Scotto (born 1958), Argentine educator
* Daniel Scotto (1952–2018), American financial analyst
* Darío Scotto (born 1969), Argentine retired footballer
* Emilio Scotto (born 1954), Argentine motorcycle rider
* Girolamo Scotto (c. 1505–1572), Venetian music printer and composer
* Renata Scotto (1934–2023), Italian soprano
* Rosanna Scotto (born 1958), American news anchor
* Vincent Scotto (1876–1952), French composer
It is also the nickname of: