OpenLLM-France/wikimedia huggingface dataset:
# Beans & Greens

Beans & Greens is the fifth album by American jazz vibraphonist Freddie McCoy which was recorded in 1967 for the Prestige label.

## Reception

Professional ratings :
| Review scores ||
| Source | Rating |
| Allmusic | |
Allmusic rated the album 2 stars.

## Track listing

All compositions by Freddie McCoy except where noted.
* "Beans & Greens" – 4:30
* "Tony's Pony 3:40
* "A Whiter Shade of Pale" (Gary Brooker, Keith Reid, Matthew Fisher) – 4:04
* "I Was Made To Love Her" (Stevie Wonder, Lula Mae Hardaway, Henry Cosby, Sylvia Moy) – 2:05
* "You Keep Me Hangin' On" (Lamont Dozier, Brian Holland, Eddie Holland) – 3:00
* "Take My Love (And Shove It Up Your Heart)" – 3:20
* "Sixth Avenue Stroll" – 5:20
* "Makin' Whoopee" (Walter Donaldson, Gus Kahn) – 4:20
* "Doxy" (Sonny Rollins) – 2:50
* Recorded at Van Gelder Studio in Englewood Cliffs, New Jersey on October 2, 1965 (tracks 2-6) and October 4, 1967 (tracks 1 & 7-9)

## Personnel

* Freddie McCoy – vibraphone
* Wilbur "Dud" Buscomb, Edward David Williams – trumpet (tracks 2-6)
* JoAnne Brackeen – piano
* Wally Richardson – guitar (tracks 2-6)
* Dave Blume – organ
* Joseph Macho (tracks 2-6) Don Payne (tracks 1 & 7-9) – electric bass
* Ray Lucas – drums
# Giovanni Battista Ambrosiani

Giovanni Battista Ambrosiani (born 2 July 1772, Milan – 19 February 1832, Karlberg Palace) was an Italian ballet dancer. He arrived in Stockholm in 1795 and was taken on by the Royal Swedish Ballet as its premier danseur, then as its ballet master from 1823 to 1827. He was also dance master and gymnastics master at the Military Academy Karlberg until 1834. He notably created ballets for operas like Il turco in Italia by Rossini, Preciosa by Weber and Fernand Cortez by Spontini.
# Giancarlo Gloder

Giancarlo Gloder (born 10 May 1945) is an Italian speed skater. He competed at the 1968 Winter Olympics and the 1972 Winter Olympics.
# Orthogonal basis

In mathematics, particularly linear algebra, an orthogonal basis for an inner product space $V$ is a basis for $V$ whose vectors are mutually orthogonal. If the vectors of an orthogonal basis are normalized, the resulting basis is an orthonormal basis.

## As coordinates

Any orthogonal basis can be used to define a system of orthogonal coordinates $V.$ Orthogonal (not necessarily orthonormal) bases are important due to their appearance from curvilinear orthogonal coordinates in Euclidean spaces, as well as in Riemannian and pseudo-Riemannian manifolds.

## In functional analysis

In functional analysis, an orthogonal basis is any basis obtained from an orthonormal basis (or Hilbert basis) using multiplication by nonzero scalars.

## Extensions
### Symmetric bilinear form

The concept of an orthogonal basis is applicable to a vector space $V$ (over any field) equipped with a symmetric bilinear form ⁠$\langle \cdot ,\cdot \rangle$⁠, where orthogonality of two vectors $v$ and $w$ means ⁠$\langle v,w\rangle =0$⁠. For an orthogonal basis ⁠$\left\{e_{k}\right\}$⁠: $\langle e_{j},e_{k}\rangle ={\begin{cases}q(e_{k})&j=k\\0&j\neq k,\end{cases}}$ where $q$ is a quadratic form associated with $\langle \cdot ,\cdot \rangle :$ $q(v)=\langle v,v\rangle$ (in an inner product space, ⁠$q(v)=\Vert v\Vert ^{2}$⁠).
Hence for an orthogonal basis ⁠$\left\{e_{k}\right\}$⁠, $\langle v,w\rangle =\sum _{k}q(e_{k})v_{k}w_{k},$ where $v_{k}$ and $w_{k}$ are components of $v$ and $w$ in the basis.

### Quadratic form

The concept of orthogonality may be extended to a vector space over any field of characteristic not 2 equipped with a quadratic form ⁠$q(v)$⁠. Starting from the observation that, when the characteristic of the underlying field is not 2, the associated symmetric bilinear form $\langle v,w\rangle ={\tfrac {1}{2}}(q(v+w)-q(v)-q(w))$ allows vectors $v$ and $w$ to be defined as being orthogonal with respect to $q$ when ⁠$q(v+w)-q(v)-q(w)=0$⁠.
# Gianfranco Stella

Gianfranco "Franco" Stella (born 20 December 1938) is a former Italian cross country skier. He competed in the 15 km and 30 km events at the 1964, 1968 and 1972 Winter Olympics with the best result of 13th place in the 15 km in 1998. Stella won a bronze medal in the 4×10 km relay at the 1966 FIS Nordic World Ski Championships in Oslo.
Stella also won the 1971 Trofeo Mezzalama ski mountaineering event together with his brothers Aldo and Roberto as well as in the 1973 edition together with Aldo and Palmiro Serafini, and finished second in the military team category together with Aldo and Leo Vidi in the 1975 edition of the same competition, which was carried out as the first World Championship of Skimountaineering.
Further notable results:
* 1964: 3rd, Italian men's championships of cross-country skiing, 50 km
* 1966: 3rd, Italian men's championships of cross-country skiing, 30 km
* 1968:
** 1st, Italian men's championships of cross-country skiing, 30 km
** 1st, Italian men's championships of cross-country skiing, 15 km
* 1970: 2nd, Italian men's championships of cross-country skiing, 15 km
* 1972: 2nd, Italian men's championships of cross-country skiing, 15 km
# Giannantonio Sperotto

Giannantonio Sperotto (born November 7, 1950, in Breganze) is an Italian former professional footballer.
He played for 5 seasons (66 games, 8 goals) in the Serie A for Vicenza Calcio, A.S. Varese 1910, S.S.C. Napoli, F.C. Catanzaro and A.S. Roma.
# Olchówka, Podlaskie Voivodeship

Olchówka is a village in the administrative district of Gmina Narewka, within Hajnówka County, Podlaskie Voivodeship, in north-eastern Poland, close to the border with Belarus. It lies approximately 6 kilometres (4 mi) north-east of Narewka, 23 km (14 mi) north-east of Hajnówka, and 53 km (33 mi) south-east of the regional capital Białystok.
# Chromium(II) oxide

Chromium(II) oxide (CrO) is an inorganic compound composed of chromium and oxygen. It is a black powder that crystallises in the rock salt structure. Hypophosphites may reduce chromium(III) oxide to chromium(II) oxide:
    H$_3$PO$_2$ + 2 Cr$_2$O$_3$ → 4 CrO + H$_3$PO$_4$
It is readily oxidized by the atmosphere. CrO is basic, while CrO$_3$ is acidic, and Cr$_2$O$_3$ is amphoteric.
CrO occurs in the spectra of luminous red novae, which occur when two stars collide. It is not known why red novae are the only objects that feature this molecule; one possible explanation is an as-yet-unknown nucleosynthesis process.
# Syskey

The SAM Lock Tool, better known as Syskey (the name of its executable file), is a discontinued component of Windows NT that encrypts the Security Account Manager (SAM) database using a 128-bit RC4 encryption key.
Introduced in the Q143475 hotfix for Windows NT 4.0 SP3, the tool was removed in Windows 10's Fall Creators Update in 2017 because its method of cryptography is considered insecure by modern standards and the fact that the tool has been widely employed in scams as a form of ransomware. Microsoft officially recommended use of BitLocker disk encryption as an alternative.

## History

Introduced in the Q143475 hotfix included in Windows NT 4.0 SP3, Syskey was intended to protect against offline password cracking attacks by preventing the possessor of an unauthorized copy of the SAM file from extracting useful information from it.
Syskey can optionally be configured to require the user to enter the key during boot (as a startup password) or to load the key onto removable storage media (e.g., a floppy disk or USB flash drive).
In mid-2017, Microsoft removed syskey.exe from future versions of Windows. Microsoft recommends using "BitLocker or similar technologies instead of the syskey.exe utility."

## Security issues
### The "Syskey Bug"

In December 1999, a security team from BindView found a security hole in Syskey that indicated that a certain form of offline cryptanalytic attack is possible, making a brute force attack appear to be possible. Microsoft later issued a fix for the problem (dubbed the "Syskey Bug"). The bug affected both Windows NT 4.0 and pre-RC3 versions of Windows 2000.

### Use as ransomware

Syskey is commonly abused by technical support scammers to lock victims out of their own computers in order to coerce them into paying a ransom.
# Michael Waidner

Michael Waidner (born on December 20, 1961, in Mühlacker) is a German computer scientist. He is director of the Fraunhofer Institute for Secure Information Technology [de] and ATHENE, the largest research institute for IT security in Europe. He is also professor of security in information technology at the department of computer science of the Technische Universität Darmstadt.
He is known for his work in IT security, privacy, cryptography and dependability.

## Life

Waidner studied computer science at the University of Karlsruhe and received his doctorate in computer science in 1991. The title of his dissertation was "Byzantine distribution without cryptographic assumptions despite any number of errors". From 1994 to 2006, he headed research in IT security and data protection at IBM Research - Zurich and was one of the initiators of the Zurich Information Security Center at ETH Zurich. He then moved to IBM in New York, where he was IBM Chief Technology Officer for Security and chairman of the IBM Security Architecture Board until September 2010.
Since 2010, Waidner is professor at the department of computer science of the Technische Universität Darmstadt and director of the Fraunhofer Institute for Secure Information Technology in Darmstadt. Waidner is also director of ATHENE, the largest research institute for IT security in Europe. He is a visiting professor at the Hebrew University of Jerusalem.
Since 2017, Waidner has also been chief digital officer of Darmstadt.

## Publications

* Steiner, Michael & Tsudik, Gene & Waidner, Michael. (1999). Diffie-Hellman Key Distribution Extended to Group Communication. Proceedings of the ACM Conference on Computer and Communications Security. DOI: 10.1145/238168.238182.
* Steiner, Michael & Tsudik, Gene & Waidner, Michael. (2000). Key Agreement in Dynamic Peer Groups. IEEE Transactions on Parallel and Distributed Systems. DOI: 11.10.1109/71.877936.
* Asokan, N. & Schunter, Matthias & Waidner, Michael. (1997). Optimistic protocols for fair exchange. Proceedings of the 4th ACM Conference on Computer and Communications Security (CCS '97). ACM, New York, NY, US, 7–17. DOI: 10.1145/266420.266426.
* Asokan, N. & Shoup, Victor & Waidner, Michael. (1998). Optimistic Fair Exchange of Digital Signatures. DOI: 10.1007/BFb0054156.

## Awards

He is a Fellow of the IEEE and ACM Distinguished Scientist.
# John Yeackle

John Frederick Yeackle (1940–2011) was an American professional watercolorist for over 30 years, and recognized as one of the Nation's top wildlife artists. Known primarily for his watercolor paintings of the American wild turkey. Born in 1940 in Birmingham, Alabama, John Yeackle died in 2011 in Florida. Yeackle's mentors were artists Winslow Homer, William Russell Flint, and Edward J. Fitzgerald.

## Early life

John Yeackle lived the first decade of his life in the Birmingham, Alabama area. In 1950, Yeackle's family moved to Sanford, Florida, where they developed Seminole Fish Camp, on the Wekiva River. John Yeackle spent much of his life near the Wekiva River in central Florida, and it was the subject of many of his watercolor paintings . It was in that region where John Yeackle developed a love of Nature and the wilderness environment, which combined with his Dutch, German and Native Americans heritage.
In 1958, John Yeackle graduated from Seminole High School, and then attended Southern Union State Community College in Wadley, Alabama. In 1962, he graduated from Troy State University, then was employed as a microbiologist for the State of Alabama until 1973. Afterwards, John Yeackle and his family moved to Longwood, Florida, where he then became a full-time artist at age 33.

## Art career

National & International Artwork
Ducks Unlimited, National Wild Turkey Federation, Quail Unlimited, Safari Club International, and The Nature Conservancy have used John Yeackle's sporting and wildlife scenes to represent their various wildlife and conservation efforts.
Publications that featured John Yeackle's artwork:
US Art, Sporting Classics, Gray's Sporting Journal, Waterfowl & Wetlands, Wildlife Art News, Florida Wildlife, Florida Audubon, and the American Veterinarian Medical Association Journal.
Exhibitions & Shows that featured John Yeackle's artwork:
Southeastern Wildlife Exposition, Waterfowl Festival, Ward Foundation National Wildlife Art Show, Oklahoma Wildlife Arts, Florida Wildlife Exposition, and many others.
Art Galleries that featured John Yeackle's artwork:
McBride Gallery in Annapolis, Maryland, Ocmulgee Arts in Macon, Georgia, Country Pride in Franklin, North Carolina, Fast Frame in Auburn, Alabama, Fredlund Gallery in Winter Park, Florida, and Mosquito Creek Outdoors in Apopka, Florida.
# Donald R. Eastman III

Donald R. Eastman III is an American academic administrator who served as the fourth President of Eckerd College from 2001 to 2020.

## Education

Eastman enrolled at Emory University in Atlanta, Georgia in 1963, but soon transferred to the University of Tennessee in Knoxville, where he was a member of Omicron Delta Kappa and received a Bachelor of Arts degree in 1968. He earned a PhD from the University of Florida and also attended Harvard University. While an undergraduate at Emory, he became a member of the Phi Delta Theta fraternity, and he continued his active membership in the Fraternity while at Tennessee.

## Career

From 1989 to 1990, Eastman was the Executive Director of University Communications at Cornell University. From 1991 to 1998, he served as the Vice President for University Relations at the University of Georgia. In 2001 he became the President of Eckerd College.
At the beginning Eastman's tenure as President of Eckerd College, the institution has been warned that it might lose its accreditation. Eastman was criticized for insensitive remarks regarding rape. However, by the end of his presidency, Eastman was credited with doubling applications for admission to Eckerd, providing more student housing, and improving the college's stature after its financial scandals.
In November 2019, Eastman announced that he would retire from his position. Eastman officially retired on June 30, 2020, having served the second-longest term of any Eckerd College president. Eastman was succeeded as president by Damián J. Fernández, the previous chancellor of Penn State Abington.
# Mueang Sa Kaeo district

Amphoe Mueang Sa Kaeo (Thai: เมืองสระแก้ว) is the capital district (amphoe mueang) of Sa Kaeo province, eastern Thailand.

## Geography

Neighboring districts are (from the north clockwise) Khon Buri of Nakhon Ratchasima province, Watthana Nakhon and Khao Chakan of Sa Kaeo, and Kabin Buri and Na Di of Prachinburi province.
The Sankamphaeng Range mountainous area is in the northern section of this district, within its forested hills at the boundary between Sa Kaeo and Prachinburi Province is the Pang Sida National Park.

## History

In 1909 the minor district (king amphoe) Sa Kaeo was established as a subordinate of Kabin Buri district. It was upgraded to a full district on 23 July 1958. When in 1993 the new province Sa Kaeo was created, the district became the capital district of the province and was therefore renamed Mueang Sa Kaeo.

## Administration

The district is divided into eight sub-districts (tambons), which are further subdivided into 124 villages (mubans). Sa Kaeo itself has town status (thesaban mueang) and covers parts of tambons Sa Kaeo and Tha Kasem. There are also two sub-district municipalities (thesaban tambons): Tha Kasem and Sala Lamduan both covering parts of the same-named tambons. There are a further eight tambon administrative organizations (TAO).
| No. | Name | Thai | Villages | Pop. |
| 01. | Sa Kaeo | สระแก้ว | 18 | 19,432 |
| 02. | Ban Kaeng | บ้านแก้ง | 15 | 13,115 |
| 03. | Sala Lamduan | ศาลาลำดวน | 15 | 12,736 |
| 04. | Khok Pi Khong | โคกปี่ฆ้อง | 18 | 12,496 |
| 05. | Tha Yaek | ท่าแยก | 14 | 12,345 |
| 06. | Tha Kasem | ท่าเกษม | 12 | 13,412 |
| 08. | Sa Khwan | สระขวัญ | 20 | 16,456 |
| 11. | Nong Bon | หนองบอน | 12 | 07,100 |
Missing numbers are tambon now forming Khao Chakan District.
# Mitiaro (electorate)

Mitiaro is a Cook Islands electoral division returning one member to the Cook Islands Parliament. Its current representative is Tangata Vavia, who has held the seat since 1994.
The electorate consists of the island of Mitiaro.

## Members of Parliament for Mitiaro

Unless otherwise stated, all MPs terms began and ended at general elections.
| Name | Party | Elected | Left Office | Reason |
| Tangata Vavia | Democrat | 1994, 1999, 2004, 2006 | (incumbent) | |

## Election results
### 2006 election

Cook Islands general election, 2006: Mitiaro :
| Party | Party | Candidate | Votes | % |
| | Democratic | Tangata Vavia | 65 | 58.0 |
| | Cook Islands | Travel Tou Ariki | 47 | 42.0 |
| Turnout | Turnout | Turnout | 112 | 94.1 |

### 2004 election

Cook Islands general election, 2004: Mitiaro :
| Party | Party | Candidate | Votes | % |
| | Democratic | Tangata Vavia | 65 | 52.4 |
| | Cook Islands | Travel Tou Ariki | 59 | 47.6 |
| Turnout | Turnout | Turnout | 124 | 96.9 |
# Fightin' 5

The Fightin' 5 are a Charlton Comics Special Forces paramilitary team, similar to DC Comics' Blackhawks. They debuted in Fightin' 5 #28 (July 1964), and were created by Joe Gill and Bill Montes.

## Publication history

The Fightin' 5 comic started in July, 1964 with issues #28 (continuing the numbering of the 1959 Charlton series Space War), and ran until #41 in January 1967. After the cancellation, the characters starred in a backup feature in Peacemaker. Toward the end of the original series, the team took on a disastrous mission which resulted in the death of Irv, while team leader Hank lost an eye and arm. During the Peacemaker run the team added an ex-Soviet agent named Sonya to the group, and Hank was relegated to the role of tactician and organizer.
From 1981 to 1982, Charlton committed to a partial reprint of the series, running from issue #42 through issue #49. When the Charlton Comics Group was dissolved, the trademark and indica of these characters was purchased by Canadian publisher Roger Broughton. Broughton issued one reprint series, under the title The Power of Five.

## Fictional team biography

These five men were recruited by the CIA in the fall of 1963, during the height of the Cold War. This team consisted of five commandos, their initials spelling out, "FIGHT". The five undertook missions around the world fighting international terrorists, despotic rulers, and thwarting Communist agents. They wore bright blue BDU's with red berets. They usually flew around in a modified Convair B-58 Hustler Supersonic Bomber and used many different military-use weapons systems as well as James Bond-like gadgets to accomplish their missions.

## Membership

* FF1: Frenchie the Fox - A rather stereotypical French American and ex-US Navy underwater demolitions expert.
* FF2: Irv "The Nerve" David - A decorated former Israeli commando, member of Haganah and private investigator.
* FF3: Granite Gallero - A former mercenary and weapons expert.
* FF4: Hank Hennessey - A career US Army Captain in the Special Forces and Vietnam War veteran.
* FF5: Tom-Tom - A former professional wrestler.
# Shadow Fighters

Shadow Fighters were a group of superpowered and non-superpowered DC Comics characters brought together, under the supervision of Amanda Waller, for the sole purpose of battling Eclipso in the Eclipso comic series. They were brought together in issue #11 (September 1993) and disbanded through attrition in issue #13 (November 1993). They were created by Robert Loren Fleming and Audwynn Jermaine Newman.

## History

Eclipso's takeover of a small, South American country is investigated originally by the small team of Bruce Gordon, Mona Bennet and the noted explorer Cave Carson. Cave is attacked by Eclipso's forces, has both his legs broken and is left outside the border of the country.
The slightly mad hero Creeper, along with Bruce and Mona, have several adventures inside Eclipso's country, from which they barely escape.
In #13, the fight against Eclipso has gained new members, led by the former Suicide Squad leader Amanda Waller. A portion of the group are sent to Eclipso's stronghold. Creeper, Peacemaker, Dr. Midnight II, Major Victory I, Commander Steel, the second Wildcat and Manhunter all are killed. It is later revealed that the Manhunter slain was a 'ringer', another man brought in to fight under the costume. The only survivor of the strike force is Nemesis, at least at the time. Despite parts of his body being found, Creeper would return from his murder.
Another, smaller team is sent in to retrieve the bodies, which had been collected in one spot for Eclipso's amusement. His rage at seeing the bodies gone leads him to murder an innocent slave.
Nightshade and Chunk join with Nemesis. Assisted by Doctor Bennet, the father of Bruce's wife, they persist in their observation of Eclipso's territory. Eclipso lobs a nuclear missile at their base, destroying it completely. However, the small group escapes via one of Nightshade's portals, opened onto the floor of the United Nations. Midway through the portal, Bennet is kidnapped by Eclipso, but manages to survive this ordeal.
The literal appearance of the Fighters on the floor of the U.N. (and the accidental squashing of an innocent Eclipsed ambassador) soon leads to a renewed effort against Eclipso. The surviving Shadow Fighters lead a much larger team of heroes back into Eclipso's territory, driving him out person by person.

## Members

* Amanda Waller - supervisor, not a field operative.
* Bruce Gordon
* Cave Carson - injured, abandoned.
* Chunk
* Creeper - originally dies, since reappeared.
* Doctor Bennet
* Major Victory - killed in action.
* Mona Bennet - field operative
* Peacemaker - originally KIA, reappeared in Blue Beetle #3
* Doctor Midnight - KIA
* Wildcat - KIA
* Commander Steel - KIA
* Manhunter - KIA, a Mark Shaw ringer.
* Nemesis
* Will Magnus

## Resources

* DCU Guide: Eclipso #11
* DCU Guide: Eclipso #12
* DCU Guide: Eclipso #13
# Norberto von Baumann

Norberto von Baumann (born 27 November 1964) is an Argentine cross-country skier. He competed in the men's 15 kilometre event at the 1984 Winter Olympics.
# Josef Steiner

Josef Steiner (born 24 September 1950) is an Austrian long-distance runner. He competed in the marathon at the 1980 Summer Olympics.
# Trilussa - Storia d'amore e di poesia

Trilussa - Storia d'amore e di poesia is a 2013 Italian television film directed by Lodovico Gasparini. It was broadcast in two parts on 11 and 12 March 2013 on Rai 1.

## Plot

This historical biographical TV series is based on the life of the Italian poet Trilussa.

## Cast

* Michele Placido as Trilussa
* Monica Guerritore as Rosa
* Renato Scarpa as Pio XI
* Valentina Corti as Giselda
* Rodolfo Laganà as Rapiselli
* Emanuele Bosi as Arturo
* Stelvio Cipriani as Marcello

## Location

The series is filmed in Rome's most famous spots, such as:
* Palazzo Venezia
* Galleria Sciarra
* Villa Borghese
* Campidoglio
* Trastevere
* Palazzo Sacchetti
* Piazza Campitelli
* Piazza Costaguti
* Via dell'Arco dei Cenci
# Epitaph of Plassey

Epitaph of Plassey is the debut EP by Bangladeshi metal band Severe Dementia. It was released on April 8, 2007, by Demonstealer Records. It is considered to be the first death metal record in Bangladesh. It was highly influential in the "East Bengal Extreme Metal" scene.

## Overview

The drum tracks of the EP was recorded in Sound Garden Studio while the vocals, guitars and bass were recorded in Rock Relic Studio. It was released by Demonstealer Records in India. The sound was engineered by Saimum Hassan Nahian and Raef al Hasan Rafa. Artworks and digital illustration was done by Dhanad Islam.

## Track listing

All the tracks written by Severe Dementia.

## Personnel

* Ahmed Shawki - lead vocals
* "Schizo" Saimum Hassan Nahian - guitars
* Arefin Ahmed Sazeed - bass
* "Rhino" Raef al Hasan Rafa - drums