OpenLLM-France/wikimedia huggingface dataset:
# The Warm Moods

The Warm Moods is an album by American jazz saxophonist Ben Webster featuring tracks recorded in 1960 for the Reprise label. The album was the label's first non-Frank Sinatra release.

## Reception

Professional ratings :
| Review scores ||
| Source | Rating |
| Allmusic | |
| Los Angeles Times | |
| The Rolling Stone Jazz Record Guide | |
| The Penguin Guide to Jazz Recordings | |
In the Los Angeles Times, Leonard Feather wrote The Warm Moods demonstrated why Webster was "among the immortals", commenting that his tenor saxophone playing "makes every song seem beautiful, whether the task is easy (as in 'Nancy,' 'There's No You,' 'But Beautiful,' 'It Was So Beautiful') or near impossible (as in 'The Sweetheart of Sigma Chi' and 'The Whiffenpoof Song')." Scott Yanow wrote in his review for AllMusic: "even when simply stating the melody, Webster brings out unexpected beauty in the songs. His tone has never been accurately duplicated".

## Track listing

* "The Sweetheart of Sigma Chi" (Bryan Stokes, Dudley Vernor) - 2:23
* "Stella by Starlight" (Ned Washington, Victor Young) - 2:59
* "With Every Breath I Take" (Ralph Rainger, Leo Robin) - 3:02
* "Accent on Youth" (Vee Lawnhurst, Tot Seymour) - 2:57
* "But Beautiful" (Johnny Burke, Jimmy Van Heusen) - 2:50
* "Time After Time" (Sammy Cahn, Jule Styne) - 3:08
* "Nancy (With the Laughing Face)" (Van Heusen, Phil Silvers) - 3:09
* "I'm Beginning to See the Light" (Duke Ellington, Don George, Johnny Hodges, Harry James) - 2:44
* "It Was So Beautiful" (Harry Barris, Arthur Freed) - 3:21
* "The Whiffenpoof Song" (Tod Galloway, Meade Minnigerode, George S. Pomeroy) - 2:23
* "It's Easy to Remember" (Lorenz Hart, Richard Rodgers) - 3:08
* "There's No You" (Tom Adair, Hal Hopper) - 3:16

## Personnel

* Ben Webster - tenor saxophone
* Donn Trenner - piano
* Alfred Lustgarten, Lisa Minghetti - violin
* Cecil Figelski - viola
* Armond Kaproff - cello
* Don Bagley - bass
* Frank Capp - drums
# Tirathaba rosella

Tirathaba rosella is a species of moth of the family Pyralidae. It was described by George Hampson in 1898. It was described from Assam, India.
The wingspan is about 34 mm. The forewings are pale reddish brown, irrorated (sprinkled) with black scales and with an indistinct blackish antemedial line, very oblique from the costa to the middle of the cell, then angled inwards below the cell. There are four or five black points below the subcostal nervure towards the end of the cell and a very indistinct postmedial line. There is also a prominent marginal series of black points. The hindwings are dull reddish-pink.
# Evening brown

Evening brown may refer to:
* Melanitis, a genus of tropical and subtropical satyr butterflies
* Melanitis leda, a species in that genus native to Africa, India, Indochina, Oceania, and the Pacific Islands
# Too Much, Too Little, Too Late (EP)

Too Much, Too Little, Too Late is a 1998 EP and single by the British power pop band Silver Sun. The title track is a cover of the John Vallins song that was a US No. 1 hit for Johnny Mathis and Deniece Williams. It was the biggest commercial success to date for the band reaching No. 20 on the UK Singles Chart.
The B-side of the single and the two bonus tracks on the CD version are also cover versions: "Xanadu" is originally by Rush, "You Made Me Realise" is by My Bloody Valentine and "I'm a Dick" is originally by the Muffs.

## Track listing

7-inch single, cassette
* "Too Much, Too Little, Too Late" (N.Kipner, J.Vallins) – 3:43
* "Xanadu" (Geddy Lee, Alex Lifeson, Neil Peart) – 4:02
CD single
* "Too Much, Too Little, Too Late" (N.Kipner, J.Vallins) – 3:43
* "Xanadu" (Geddy Lee, Alex Lifeson, Neil Peart) – 4:02
* "You Made Me Realise" (Kevin Shields) – 3:26
* "I'm a Dick" (Kim Shattuck) – 1:40

## Personnel

* James Broad - lead vocals, electric/acoustic guitar
* Paul Smith - electric guitar, piano
* Richard Kane - bass, electric guitar, percussion, backing vocals, Moog, autoharp
* Richard Sayce - drums, percussion, vocals
* Al Clay - producer
# HD 33564 b

HD 33564 b is an extrasolar planet located approximately 68 light-years away in the constellation of Camelopardalis. This planet orbits around F6V star HD 33564. The planet has an eccentric orbit, ranging in distance from 0.737 AU at periastron to 1.497 AU at apastron.
HD 33564 b is a gas giant in a habitable zone of its star. Based on a probable 10$^{−4}$ fraction of the planet mass as a satellite, it can have a Mars-sized moon with habitable surface. On the other hand, this mass can be distributed into many small satellites as well.
# Vega de Viejos

Vega de Viejos or La Vega de los Viejos (Leonese: La Veiga de Vieḷḷus) is a locality located in the municipality of Cabrillanes, in León province, Castile and León, Spain. As of 2020, it has a population of 42.

## Geography

Vega de Viejos is located 92km northwest of León, Spain.
# The Tra-La Days Are Over

The Tra-La Days Are Over is a 1973 album by American singer-songwriter Neil Sedaka.

## Overview

The album was the second to be produced at Strawberry Studios in England in collaboration with Graham Gouldman, Lol Creme, Kevin Godley and Eric Stewart, who had formed the band 10cc since their first joint venture with Sedaka on Solitaire (1972).
The album, which consolidated his return to popularity after his lengthy absence from the charts, yielded two hit singles for Sedaka, "Standing on the Inside" (No 26 in the UK and No 10 in Australia, June 1973) and "Our Last Song Together" (No 31 in the UK, August 1973). The latter track commemorates the ending of his partnership with lyricist Howard Greenfield; the album title is taken from a line in this song.
Another song, "Love Will Keep Us Together", became a US No.1 for Captain & Tennille in 1975. Their version peaked at No.32 in Britain. The Captain & Tennille acknowledged Sedaka's authorship as well as his early-1970s comeback by working the phrase "Sedaka is back" into the song's fadeout.
On the liner notes to The Tra-La Days Are Over Sedaka added the dedication: "Thanks to Mike Curb for letting me have my way."

## Release

In 1982 Polydor Records, which had by this time acquired the rights to The Tra-La Days Are Over, re-issued the album as part of their "Special Price Series".
In 1991 Polydor re-released the album on CD, the first CD issue for this album. In 2004 they reissued the album again in the UK, this time as part of Universal Music's 50th Anniversary Archive Collection.
In April 2012 the program from The Tra-La Days Are Over was re-released in combination with the program from the 1975 album "Overnight Success" on CD by BGO Records.

## Track listing

(all music by Neil Sedaka)

### Side one

* "Little Brother" (lyrics by Phil Cody)
* "Standing on the Inside" (lyrics by Sedaka)
* "Alone in New York in the Rain" (lyrics by Cody)
* "Caribbean Rainbow" (lyrics by Cody)
* "Let Daddy Know" (lyrics by Howard Greenfield)
* "Suspicions" (lyrics by Cody)

### Side two

* "Love Will Keep Us Together" (lyrics by Greenfield)
* "The Other Side of Me" (lyrics by Greenfield)
* "Rock and Roll Wedding Day" (lyrics by Cody)
* "For Peace and Love" (lyrics by Cody)
* "Our Last Song Together" (lyrics by Greenfield)

## Singles

Four singles were issued from this album:
* "Standing on the Inside" (ranked #26 on the UK charts) b/w "Let Daddy Know" (MGM label)
* "Suspicions" b/w "Alone In New York In The Rain"
* "Our Last Song Together" (ranked #31 on the UK charts) b/w "I Don't Know What I Like About You" (MGM label)
* "Love Will Keep Us Together" b/w "Rock and Roll Wedding Day" (Polydor label, released in France)

## Personnel

Source:
* Neil Sedaka – piano, organ, electric piano, vocals
* Lol Creme – guitar, vocals
* Eric Stewart – guitar, vocals, recording engineer
* Graham Gouldman – bass, guitar, vocals
* Kevin Godley – drums, percussion, vocals
# Tirathaba rufivena

Tirathaba rufivena, the coconut spike moth, greater coconut spike moth or oil palm bunch moth, is a moth of the family Pyralidae. It is found from south-east Asia to the Pacific islands, including Malaysia, the Cook Islands, the Philippines and the tropical region of Queensland, Australia. They are considered as a minor pest.

## Description

Its wingspan is about 26–30 millimetres (1–1+1⁄4 in). More or less developed annuli at middle and end of the cell connected by a white streak, sometimes with a spot in base of cell also joined by the white streak. The inner margin, vein 1, the interno-median interspace and veins beyond lower angle of cell streaked with crimson. A dark marginal line. The hindwings are plain pale yellow or orange yellow.

## Ecology and attack

The larvae are an agricultural pest that feeds on Cocos nucifera, Nypa fruticans, Elaeis guineensis, Musa species, and Phaseolus species. Usually the caterpillar attacks male flowers where infestation causes abortion of young and results in underdeveloped fruits. A severe attack can wilt the plant and delay plant development. They are not borers, and only show external feeding.

## Control

Biological control is the most effective method of controlling both larval and egg stages. Many different strains of parasites and pathogens are used. The pathogens such as Beauveria bassiana, and Metarhizium anisopliae are also used in many regions. An ichneumonid Venturia palmaris are experimented in Malaysia, where they attack larva in November and December.
Agrophylax basifulva, a tachinid fly, is a known parasitoid used in Fiji which has not been successfully used elsewhere because of difficulties in rearing sufficient numbers. Another unsuccessful potential biocontrol is the entomoparasitic nematode Steinernema feltiae.
Other than that, hand picking and other traditional methods are used in many countries.
# Dorbod

Dorbod may refer to:
* Dörbet, a tribe of the Oirat people
* Dorbod Mongol Autonomous County, in Heilongjiang, China
* Dorbod Banner, a banner (county equivalent) in the Ulanqab region of Inner Mongolia, China
# Ricla

Ricla is a municipality located in the province of Zaragoza, Aragon, Spain. According to the 2004 census (INE), the municipality has a population of 2,653 inhabitants.
# Tough Nuts: Australia's Hardest Criminals

Tough Nuts: Australia's Hardest Criminals is an Australian documentary television series narrated by Tara Moss. The series profiles a different Australian criminal in each episode from their childhood through to adulthood. The series features dramatised reconstructions of their most notorious crimes and interviews with persons who knew the criminals including former police officers, convicted criminals and their friends, together with forensic psychologists opinions.
The series was created and produced by the production company The Full Box and first screened on the Crime and Investigation Network in June 2010. A second season was screened in 2011. The series has been sold internationally.
Tough Nuts was nominated for Most Outstanding Documentary at the 2011 ASTRA awards.
The Nine Network bought the two seasons and re-branded the series as Australian Crime Stories which was broadcast in 2016 and 2017.
The Seven Network released the original series via video on demand on 7plus in 2019.

## Episodes
### Season 1 (2010)

| # | Title | Original air date |
| 01 | "Chris Flannery – Rentakill Incorporated" | 24 June 2010 (2010-06-24) |
| 02 | "Chow Hayes – A Killers's Eyes" | 29 July 2010 (2010-07-29) |
| 03 | "Alphonse Gangitano – Saturday Night Gangster" | 26 August 2010 (2010-08-26) |
| 04 | "Dennis Allen – Mr Death Is Dead" | 30 September 2010 (2010-09-30) |
| 05 | "Russell ‘Mad Dog’ Cox – The Man No Jail Could Hold" | 28 October 2010 (2010-10-28) |
| 06 | "Michael Sayers – The Ringer Gets Rung" | 25 November 2010 (2010-11-25) |
| 07 | "Raymond ‘Ray Chuck’ Bennett – Criminal Mastermind" | 30 December 2010 (2010-12-30) |
| 08 | "Lenny McPherson – Mr Big" | 27 January 2011 (2011-01-27) |

### Season 2 (2011)

| # | Title | Original air date |
| 01 | "Nikolai Radev - The Invader" | 29 June 2011 (2011-06-29) |
| 02 | "Stan Smith - The Enforcer" | 28 July 2011 (2011-07-28) |
| 03 | "Ray Denning - The Runner" | 25 August 2011 (2011-08-25) |
| 04 | "Tilly Devine - Madam Razor" | 27 September 2011 (2011-09-27) |
| 05 | "Jockey Smith - Public Enemy Number One" | 27 October 2011 (2011-10-27) |
| 06 | "Dino Dibra - The Sunshine Boy" | 24 November 2011 (2011-11-24) |
| 07 | "Stewart John Regan – The Magician" | 29 December 2011 (2011-12-29) |
| 08 | "George Freeman – The King Of Sydney" | 26 January 2012 (2012-01-26) |
# Brookwood High School

Brookwood High School may refer to:
* Brookwood High School (Alabama)
* Brookwood High School (Georgia)
* Brookwood High School (Ontario, Wisconsin)
* Brookwood School
# HD 211415

HD 211415 is a double star in the constellation Grus. With an apparent visual magnitude of 5.33, it is visible to the naked eye. The annual parallax shift is 72.54 mas, which yields a distance estimate of 45 light years. It has a relatively high proper motion, traversing the celestial sphere at the rate of 93.4 mas per year, and is moving closer to the Sun with a radial velocity of −13 km/s.
As of 1994, the two members of this system have an angular separation of 2.884″ along a position angle of 34.935°. Their projected separation is 39.8 AU. The pair are most likely gravitationally-bound with an orbit is probably being viewed nearly edge-on and a semimajor axis of around 100 AU.
HD 211415 was identified in September 2003 by astrobiologist Margaret Turnbull from the University of Arizona in Tucson as one of the most promising nearby candidates for hosting life based on her analysis of the HabCat list of stars. It is a G-type main-sequence star with a stellar classification of G0 V.
# Vandrico

Vandrico, or Vandrico Solutions Inc. was a Canadian technology company located in North Vancouver, British Columbia. The company develops and licenses software for industrial and commercial operations worldwide. In 2013, Vandrico helped pioneer the use of wearable technology in traditional industries, such as mining. The company is best known for its database of wearable technology and its Connected Worker software platform that enables ease of interoperability between legacy and new enterprise systems.

## Wearables in Industrial Operations

On January 28, 2014 Vandrico announced a joint project with Motion Metrics International to extend their existing Payload Monitoring systems into wearable devices.
On July 14, 2016 Vandrico announced a partnership with Deloitte to increase employee efficiency using wearable technology using their Connected Worker platform.
May 2017 Vandrico launched its enterprise deployment-ready v4.0 of the Connected Worker(CW) software platform. CW is an open data platform, easily interoperable with disparate systems and new devices. It is meant to ease innovation for traditional industries like mining, oil & gas, utilities and construction.
May 2018 Vandrico supports many safe productivity use cases in industrial operations including automated work order dispatch, short interval control, ventilation on demand and fatigue management. Its killer use case is bringing worker biometrics visually and seamlessly into real-time operational intelligence and correlating that data across disparate systems.

## Media Attention

On February 13, 2014 Vandrico launched their wearable technology database which was featured by TechCrunch the following day, and subsequently re-blogged many times by other publications.
In the summer of 2013 Vandrico received media attention for their work as one of the first Canadian companies to develop software for Google Glass.

## Acquisition

The company was acquired by an undisclosed buyer early in 2019.
# Fas associated factor family member 2

Fas associated factor family member 2 is a protein that in humans is encoded by the FAF2 gene.

## Function

The protein encoded by this gene is highly expressed in peripheral blood of patients with atopic dermatitis (AD), compared to normal individuals. It may play a role in regulating the resistance to apoptosis that is observed in T cells and eosinophils of AD patients. [provided by RefSeq, Jul 2008].
# Jakob Henrik Zidén

Jakob Henrik Zidén (31 October 1785 – 27 October 1808) was a Finnish officer, acclaimed for his bravery in the defence of Kuopio in 1808–09. He died near Iisalmi in the Battle of Koljonvirta between the Swedes and Russians in 1808 which was a Swedish victory.
Zidén was born in Marttila; his father, the provost Jakob Zidén, was of West Finnish descent and his mother, Kristina Elisabet Fahlberg, was from a Swedish family. He started his military career in 1797 at the age of 11, as a driver in the Turku provincial regiment. After studying in Turku, he withdrew in 1801, but by 1804 he had re-enlisted and that year was promoted to feldwebel.
He distinguished himself in the Finnish War, particularly in the Battle of Haistila on 17 March 1808, and was promoted to ensign in the newly organised Vasa regiment. He was reportedly "not very precise in his duties", but he again distinguished himself with his bravery in the attack on Kuopio that June, and was mentioned in dispatches by Löwenhjelm. In the Battle of Koljonvirta on 27 October 1808, he led his platoon in the attack against the Russians but was mortally wounded in the forehead by grapeshot.
Zidén was awarded medals of bravery in both silver and gold, and his name was included on the Virta Monument raised in 1885. He is also the subject of a poem, "Löjtnant Zidén", in Johan Ludvig Runeberg's The Tales of Ensign Stål (Runeberg promoted him to lieutenant).
He was married to Albertina Kreander, who remarried after his death to Johan Ithimaeus, a paymaster.
# Dowling Creek

Dowling Creek may refer to:
* Dowling Creek (British Columbia), Canada
* Dowling Creek (Missouri), United States
# Richwoods Township, Washington County, Missouri

Richwoods Township is an inactive township in Washington County, in the U.S. state of Missouri.
Richwoods Township was erected in 1852, taking its name from Richwoods, Missouri.
# Eva Fleischer

Eva Fleischer, also Eva Fleischer-Fischer (5 May 1922, Wrocław – 8 January 2016, Leipzig) was a German opera contralto and professor at the University of Music and Theatre Leipzig.

## Life

Born in Breslau, Fleischer studied at the Musikhochschule Leipzig, where she became a lecturer in 1951. From 1959 to 1966 she belonged to the ensemble of the Leipzig Opera. In the 1960s she was the subject of several oil paintings by Bernhard Heisig. From 1966 to 1982 she was professor at the Musikhochschule Leipzig.
She was married to the pianist Rudolf Fischer.
Fleischer died in Leipzig at age 93.

## Awards

* 2nd Prize in the Singing category of the International Johann Sebastian Bach Competition 1950
* Nationalpreis der DDR III. Klasse für Kunst und Literatur 1958 ("for her interpretation of German and international classical and progressive songs, expressing her commitment to our State and to the construction of socialism".)
* Robert Schumann Prize of the City of Zwickau (1983).
# John Ferguson (Australian politician)

John Ferguson (15 March 1830 – 30 March 1906) was a Scottish-born Australian politician. Born in Kenmore, Perthshire, he received a primary education before becoming a carpenter. He migrated to Australia in 1855, becoming a goldminer and carpenter, and then a builder and contractor at Rockhampton in Queensland.
He served on Rockhampton Council, including a period as mayor in 1880–1881. In 1881 he was elected to the Legislative Assembly of Queensland for Rockhampton, holding the seat until 1888. In 1894 he was appointed to the Queensland Legislative Council. He successfully contested the Australian Senate in the 1901 federal election for the Free Trade Party, but did not resign his seat in the Legislative Council. (Holding seats in both state and federal legislatures simultaneously was not yet forbidden by the Commonwealth Electoral Act 1902.)
Ferguson's interest remained in state politics and he seldom attended the Senate due to old age and illness, leading to his seat being declared vacant on 6 October 1903, shortly before the 1903 federal election, which Ferguson did not contest. He continued in the Legislative Council until his death in 1906. Ferguson was buried in the Waverley Cemetery.
# Veneziano (surname)

Veneziano is an Italian surname or given name derived from Venice, Italy, and may refer to:

## People

* Agostino Veneziano (c.1490-c.1540), nickname of prolific Italian engraver Agostino de' Musi
* Antonio Veneziano (1543-1593), Italian poet from Sicily, considered among the greatest poets who also wrote in Sicilian
* Antonio Veneziano, Italian painter
* Battista Franco Veneziano (before 1510-1561), Italian Mannerist painter and printmaker in etching
* Corrado Veneziano (born 1958), Italian painter, visual artist, television and theater director
* Domenico Veneziano (c.1410-1461), Italian painter of the early Renaissance, active mostly in Perugia and Tuscany
* Donato Veneziano, 15th-century Italian painter
* Gabriele Veneziano (born 1942), Italian theoretical physicist and one of the "fathers of string theory"; discovered Veneziano amplitude
* Giuseppe Veneziano (born 1971), Italian painter
* Hassan Veneziano, Venetian slave and Algiers regent
* Jacometto Veneziano (1460s-1497), Italian painter and illuminator
* Lorenzo Veneziano, 14th-century Italian painter
* Paolo Veneziano (died after 1358), Italian medieval painter from Venice (also often referenced as Veneziano Paolo)
* Stefano Veneziano, 14th-century Italian painter

## Fictional

* Angelina Veneziano, character on The Young and the Restless.
* Italy Veneziano, character from Hetalia: Axis Powers
# Fay's trisecant identity

In algebraic geometry, Fay's trisecant identity is an identity between theta functions of Riemann surfaces introduced by Fay (1973, chapter 3, page 34, formula 45). Fay's identity holds for theta functions of Jacobians of curves, but not for theta functions of general abelian varieties.
The name "trisecant identity" refers to the geometric interpretation given by Mumford (1984, p.3.219), who used it to show that the Kummer variety of a genus g Riemann surface, given by the image of the map from the Jacobian to projective space of dimension $2^{g}-1$ induced by theta functions of order 2, has a 4-dimensional space of trisecants.

## Statement

Suppose that
* $C$ is a compact Riemann surface
* $g$ is the genus of $C$
* $\theta$ is the Riemann theta function of $C$, a function from $\mathbb {C} ^{g}$ to $\mathbb {C}$
* $E$ is a prime form on $C\times C$
* $u$, $v$, $x$, $y$ are points of $C$
* $z$ is an element of $\mathbb {C} ^{g}$
* $\omega$ is a 1-form on $C$ with values in $\mathbb {C} ^{g}$
The Fay's identity states that
${\begin{aligned}&E(x,v)E(u,y)\theta \left(z+\int _{u}^{x}\omega \right)\theta \left(z+\int _{v}^{y}\omega \right)\\-&E(x,u)E(v,y)\theta \left(z+\int _{v}^{x}\omega \right)\theta \left(z+\int _{u}^{y}\omega \right)\\=&E(x,y)E(u,v)\theta (z)\theta \left(z+\int _{u+v}^{x+y}\omega \right)\end{aligned}}$
with
${\begin{aligned}&\int _{u+v}^{x+y}\omega =\int _{u}^{x}\omega +\int _{v}^{y}\omega =\int _{u}^{y}\omega +\int _{v}^{x}\omega \end{aligned}}$