OpenLLM-France/wikimedia huggingface dataset:
# Black-faced pitta

The black-faced pitta (Pitta anerythra) is a species of bird in the family Pittidae. It is found on Bougainville Island in Papua New Guinea (subspecies pallida), and Choiseul Island (subspecies nigrifrons) as well as Santa Isabel Island (nominate form) in the Solomon Islands. Its natural habitat is subtropical or tropical moist lowland forest. It is threatened by habitat loss and most certainly by introduced predators and/or competitors.
# Black Allied Workers' Union

The Black Allied Workers' Union (BAWU) was a national trade union federation in South Africa.
The federation was established on 27 August 1972, on the initiative of the South African Students' Organisation. It worked closely with the Black People's Convention, and was part of the Black Consciousness Movement. It argued for an independent trade union movement of and led by black workers. As such, it refused to work with the Trade Union Council of South Africa, which was led by white workers and had at times expelled unions of black workers, and while some members had links with the South African Congress of Trade Unions, BAWU's leadership disliked its non-racial approach.
Membership of BAWU's affiliated unions grew from 2,000 in 1974 to 6,000 in 1976, but then struggled as most of its leaders were banned in 1977. In 1978, many members in Durban and East London split to form the South African Allied Workers' Union. In 1980, the branches in Empangeni and Ladysmith split away to form the National Federation of Workers, followed by the Transvaal region, which became the General and Allied Workers' Union.
Despite the splits, BAWU claimed 51,000 members in 1981, organised in fifteen affiliates:
* Black Allied Air Railway Workers' Union
* Black Allied Building and Construction Workers' Union
* Black Allied Chemical and Petroleum Workers' Union
* Black Allied Electrical Workers' Union
* Black Allied Iron, Steel, Metal and Engineering Workers' Union
* Black Allied Meat Suppliers Workers' Union
* Black Allied Mines and Tunnel Workers' Union
* Black Allied Municipality Workers' Union
* Black Allied Nurses' Union
* Black Allied Rubber and Tyre Workers' Union
* Black Allied Shops and Offices Union
* Black Allied Sugar Cane Workers' Union
* Black Allied Teachers' Union
* Black Allied Transport and Goods Union
* Black Amalgamated Clothing and Textile Workers' Union
The federation moved into a loose alliance with the Inkatha Freedom Party, and in 1986 it was replaced by the United Workers' Union of South Africa.
# Black Alliance for Educational Options

Black Alliance for Educational Options (BAEO) was a nonprofit group supporting school voucher and charter school programs in the United States. It was one of the largest pro-voucher groups. The group's mission was to "actively support parental choice to empower families and to increase quality educational options for Black children".
Black Alliance for Educational Options' chairman in 2002, Howard Fuller, was a former schools superintendent in Milwaukee where the first voucher program in the U.S. was established. Gerard Robinson was the group's president until his appointment as Education Secretary for the state of Virginia. Harrison Blackmond became president of the group's Detroit chapter.
In 2013, the group opposed a Federal lawsuit seeking to block a voucher program in Louisiana. The group was also critical of the defunding of the D.C. Opportunity Scholarship Program. The group supports performance pay for teachers.
The group's board of directors has included:
* Dwight E. Evans
* Kevin P. Chavous
Funding support has come from the Bradley Foundation.
In October 2017, it was announced that BAEO was shutting down and on December 31, 2017, BAEO stated on their Facebook page, "Today is the last day for us."
# Bjorgum Farm Airport

Bjorgum Farm Airport (TC LID: CFD9) was located 2 nautical miles (3.7 km; 2.3 mi) north of Bjorgum Farm, Alberta, Canada. Camrose Airport is located nearby.
# Adam Basil

Adam Basil (born 14 April 1975) is a former Australian track and field athlete, specialising in 100m and 4 x 100 m relay.
Basil joined the Australian Institute of Sport in 2000. He represented Australia at the 1999 World Championships in Seville, Spain, 2003 World Championships in Paris, France and 1994 World Junior Championship in Lisbon, Portugal.
He was part of the 4x100m Australian team (Paul Di Bella, Steve Brimacombe & Matt Shirvington) that won a bronze medal at the 2001 World Championships in Edmonton, Canada and the 2001 Goodwill Games in Brisbane. In Edmonton the team originally placed fourth. The team was later awarded third place after the winning USA team was retrospectively disqualified due to illegal drug infringements.
At the 2003 National 100 m titles Basil placed third behind Patrick Johnson and Matt Shirvington.
He ran the 1st leg for Australia at the 2004 Summer Olympics in Athens in the 4x100m relay with Paul Di Bella, Patrick Johnson and Joshua Ross. The team qualified for the final where they finished 6th with a time of 38.56. This was the first time an Australian Men's 4x100m relay team had made an Olympic Final.
Adam was the strength and conditioning coach at the Melbourne Victory FC and part-time athletics coach at Melbourne Grammar School. In late 2013, he joined the St Kilda Football Club as High Performance coach.
Adam Basil completed his secondary education at Strathmore Secondary College and played junior amateur Australian Rules football at Strathmore Football Club where he won several premierships from under 10s until under 18s, typically dominant either as a central utility or potent forward. It was widely accepted that Adam would play professionally in what would become the Australian Football League but at 18yrs, Adam decided to pursue his dream of representing his country in track athletics.
# Black-clawed brush-furred rat

The black-clawed brush-furred rat (Lophuromys melanonyx) is a species of rodent in the family Muridae. It is found only in Ethiopia. Its natural habitat is subtropical or tropical high-altitude grassland. It is threatened by habitat loss.
# Blackwood Plateau

Blackwood Plateau is a part of the Blackwood River landscape between the Whicher Scarp and the Scott Coastal Plain in Southwest Australia.
It is also known as the Donnybrook sunkland.
# Black Sea shad

Black Sea shad is a common name for several fish in the genus Alosa which occur in the Black Sea and may refer to:
* Alosa immaculata
* Alosa maeotica
* Alosa tanaica
# Blackstalund

Blackstalund is a locality situated in Uppsala Municipality, Uppsala County, Sweden. It had 210 inhabitants in 2010.
# Blackburn Correctional Complex

Blackburn Correctional Complex (BCC) is a minimum-security state prison located near Lexington, Kentucky. It opened in 1972 and had a prison population of 594 as of 2007.
It is named for former Kentucky governor Luke P. Blackburn, who is known as the "father of prison reform in Kentucky."
# Bunce School

The Bunce School, near Allenspark, Colorado near the Continental Divide in Boulder County, Colorado, is a historic one-room schoolhouse built in 1888. It was listed on the National Register of Historic Places in 1986.
It is a 25 by 17 feet (7.6 m × 5.2 m) log building built upon stone piers. It was built by V.H. Rowley and J.H. Bunce.
When listed, it was one of only two surviving log rural schoolhouses in Boulder County. In 2013, it was asserted to be the only surviving log schoolhouse in the county.
A second contributing building on the property is an outhouse.
It is located off Colorado State Highway 7 about 3.8 miles (6.1 km) south of Allenspark.
# 1910 Virginia Orange and Blue football team

The 1910 Virginia Orange and Blue football team represented the University of Virginia as an independent during the 1910 college football season. Led by Charles B. Crawford in his first and only season as head coach, the Orange and Blue compiled a record of 6–2.

## Schedule

| Date | Time | Opponent | Site | Result | Attendance |
| September 24 | | William & Mary | Madison Hall FieldCharlottesville, VA | W 10–0 | |
| October 1 | | Randolph–Macon | Madison Hall FieldCharlottesville, VA | W 17–0 | |
| October 8 | | Roanoke | Madison Hall FieldCharlottesville, VA | W 21–0 | |
| October 15 | | St. John's (MD) | Madison Hall FieldCharlottesville, VA | W 29–0 | |
| October 22 | | VMI | Madison Hall FieldCharlottesville, VA | W 28–0 | |
| November 5 | 3:00 p.m. | vs. Carlisle | American League ParkWashington, DC | L 5–22 | |
| November 12 | | at Georgetown | Georgetown FieldWashington, DC | L 0–15 | 8,000 |
| November 24 | | vs. North Carolina | Broad Street ParkRichmond, VA (South's Oldest Rivalry) | W 7–0 | 12,000 |
# BodyMedia

BodyMedia was a medical and consumer technology company headquartered in Pittsburgh, Pennsylvania. Incorporated in 1999, BodyMedia developed wearable body monitoring systems. In April 2013, BodyMedia was acquired by Jawbone for an estimated $100 million.

## History
### Wearable device

BodyMedia staff published some of the first research on wearability of devices in 1998 and detecting activity context using accelerometers in 1999 at the 2nd and 3rd IEEE sponsored International Symposium on Wearable Computers. The BodyMedia informatics group made available a large anonymised human physiology data set for the 2004 International Conference on Machine Learning, running a Machine Learning Challenge. They published about their very large data set and data modeling methodology at the Innovative Applications of Artificial Intelligence conference in 2011 winning the IAAI Deployed Application award.

### Clinical history

Between 2001 and 2005, BodyMedia provided healthcare professionals with metabolic assessment and behavioral therapy products for the treatment of obesity, diabetes, and CVD. BodyMedia have been used in hundreds of clinical studies. The U.S. Food and Drug Administration (FDA) classifies BodyMedia as a Class II Medical Device.
BodyMedia was demonstrated to be accurate in comparison to the doubly labeled water method for measuring energy expenditure per day. The mean absolute-percent difference per-person per-day in Kcalories was less than 10%. It was also shown that the standard WHO GPAQ survey underestimates physical activity bouts of at least 10 minutes. The clinical and research software and armband were marketed under the "SenseWear" brand and have since been used e.g. to estimate exposure to air pollution in combination with other sensors.

### Consumer products

BodyMedia sold a consumer software product for armband hardware starting in 2001. A consumer web site using BodyMedia armbands was branded; run in the US by "Dot Fit". In the UK a consumer web site is branded and run by "Ki Performance".
# Cochylis aestiva

Cochylis aestiva is a species of moth of the family Tortricidae. It is found in northern Syria.
# Codd's theorem

Codd's theorem states that relational algebra and the domain-independent relational calculus queries, two well-known foundational query languages for the relational model, are precisely equivalent in expressive power. That is, a database query can be formulated in one language if and only if it can be expressed in the other.
The theorem is named after Edgar F. Codd, the father of the relational model for database management.
The domain independent relational calculus queries are precisely those relational calculus queries that are invariant under choosing domains of values beyond those appearing in the database itself. That is, queries that may return different results for different domains are excluded. An example of such a forbidden query is the query "select all tuples other than those occurring in relation R", where R is a relation in the database. Assuming different domains, i.e., sets of atomic data items from which tuples can be constructed, this query returns different results and thus is clearly not domain independent.
Codd's Theorem is notable since it establishes the equivalence of two syntactically quite dissimilar languages: relational algebra is a variable-free language, while relational calculus is a logical language with variables and quantification.
Relational calculus is essentially equivalent to first-order logic, and indeed, Codd's Theorem had been known to logicians since the late 1940s.
Query languages that are equivalent in expressive power to relational algebra were called relationally complete by Codd. By Codd's Theorem, this includes relational calculus. Relational completeness clearly does not imply that any interesting database query can be expressed in relationally complete languages. Well-known examples of inexpressible queries include simple aggregations (counting tuples, or summing up values occurring in tuples, which are operations expressible in SQL but not in relational algebra) and computing the transitive closure of a graph given by its binary edge relation (see also expressive power). Codd's theorem also doesn't consider SQL nulls and the three-valued logic they entail; the logical treatment of nulls remains mired in controversy. Additionally, SQL has multiset semantics as allowing duplicate rows. Nevertheless, relational completeness constitutes an important yardstick by which the expressive power of query languages can be compared.
# Caliothrips indicus

Caliothrips indicus is a species of thrips. It is a pest of millets.
# Athletics at the 2019 Pan American Games – Men's long jump

The men's long jump competition of the athletics events at the 2019 Pan American Games took place on 7 August at the 2019 Pan American Games Athletics Stadium. The defending Pan American Games champion is Jeff Henderson from the United States.

## Records

Prior to this competition, the existing world and Pan American Games records were as follows:
| World record | Mike Powell (USA) | 8.95 m | Tokyo, Japan | August 30, 1991 |
| Pan American Games record | Carl Lewis (USA) | 8.75 m | Indianapolis, United States | August 16, 1987 |

## Schedule

| Date | Time | Round |
| August 7, 2019 | 15:35 | Final |

## Results

All times shown are in meters.
| KEY: | q | Fastest non-qualifiers | Q | Qualified | NR | National record | PB | Personal best | SB | Seasonal best | DQ | Disqualified |

### Final

The results were as follows:
| Rank | Name | Nationality | #1 | #2 | #3 | #4 | #5 | #6 | Mark | Notes |
| | Juan Miguel Echevarría | Cuba | 8.09 | x | 8.06 | 8.27 | 7.26 | x | 8.27 | +0.3 |
| | Tajay Gayle | Jamaica | 7.97 | 8.17 | 8.10 | x | x | x | 8.17 | +0.3 |
| | Emiliano Lasa | Uruguay | 7.83 | 7.87 | x | 7.87 | 7.70 | x | 7.87 | +1.2 |
| 4 | Alexsandro Melo | Brazil | 7.77 | 7.70 | 7.66 | 7.63 | x | 7.75 | 7.77 | +0.6 |
| 5 | Tyrone Smith | Bermuda | x | x | 7.74 | 7.34 | x | – | 7.74 | +1.2 |
| 6 | Trumaine Jefferson | United States | x | 7.66 | – | – | – | – | 7.66 | +1.0 |
| 7 | Andwuelle Wright | Trinidad and Tobago | x | 7.62 | 7.51 | 7.55 | 7.61 | x | 7.62 | +0.5 |
| 8 | Adrian Riley | Jamaica | 7.57 | 7.36 | 7.25 | x | 7.28 | x | 7.57 | +0.8 |
| 9 | José Luis Mandros | Peru | 7.48 | 7.56 | x | | | | 7.56 | +0.5 SB |
| 10 | Quincy Breell | Aruba | x | 7.17 | 7.33 | | | | 7.33 | -0.1 |
| 11 | Emanuel Archibald | Guyana | 7.21 | 7.19 | 7.22 | | | | 7.22 | +0.2 |
| 12 | Maykel Massó | Cuba | x | 7.07 | 7.21 | | | | 7.21 | -0.2 |
| 13 | Daniel Pineda | Chile | x | 6.80 | 7.05 | | | | 7.05 | +0.2 |
# 1976 Marshall Thundering Herd football team

The 1976 Marshall Thundering Herd football team was an American football team that represented Marshall University as an independent during the 1976 NCAA Division I football season. In its second season under head coach Frank Ellwood, the team compiled a 5–6 record and was outscored by a total of 222 to 137. John "Fuzzy" Filliez and Billy Yanossy were the team captains. The team played its home games at Fairfield Stadium in Huntington, West Virginia.

## Schedule

| Date | Opponent | Site | Result |
| September 4 | at Morehead State | Jayne StadiumMorehead, KY | W (forfeit) |
| September 11 | No. 20 Miami (OH) | Fairfield StadiumHuntington, WV | W 21–16 |
| September 18 | at Illinois State | Hancock StadiumNormal, IL | W 23–13 |
| September 25 | Central Michigan | Fairfield StadiumHuntington, WV | L 7–22 |
| October 2 | at McNeese State | Cowboy StadiumLake Charles, LA | L 9–34 |
| October 16 | Dayton | Fairfield StadiumHuntington, WV | W 9–0 |
| October 23 | at Western Michigan | Waldo StadiumKalamazoo, MI | L 21–31 |
| October 30 | Akron | Fairfield StadiumHuntington, WV | W 13–0 |
| November 6 | Villanova | Fairfield StadiumHuntington, WV | L 10–23 |
| November 13 | at Toledo | Glass BowlToledo, OH | L 8–39 |
| November 20 | Southern Illinois | Fairfield StadiumHuntington, WV | L 16–44 |
| HomecomingRankings from AP Poll released prior to the game ||||
# Atkinson–Mingarelli theorem

In applied mathematics, the Atkinson–Mingarelli theorem, named after Frederick Valentine Atkinson and A. B. Mingarelli, concerns eigenvalues of certain Sturm–Liouville differential operators.
In the simplest of formulations let p, q, w be real-valued piecewise continuous functions defined on a closed bounded real interval, I = [a, b]. The function w(x), which is sometimes denoted by r(x), is called the "weight" or "density" function. Consider the Sturm–Liouville differential equation
| $-{\frac {d}{dx}}\left[p(x){\frac {dy}{dx}}\right]+q(x)y=\lambda w(x)y,$ | (1) |
where y is a function of the independent variable x. In this case, y is called a solution if it is continuously differentiable on (a,b) and (p y′)(x) is piecewise continuously differentiable and y satisfies the equation (1) at all except a finite number of points in (a,b). The unknown function y is typically required to satisfy some boundary conditions at a and b.
The boundary conditions under consideration here are usually called separated boundary conditions and they are of the form:
| $\alpha _{1}y(a)+\alpha _{2}y'(a)=0\qquad (\alpha _{1}^{2}+\alpha _{2}^{2}>0),$ | (2) |
| $\beta _{1}y(b)+\beta _{2}y'(b)=0\qquad (\beta _{1}^{2}+\beta _{2}^{2}>0),$ | (3) |
where the $\{\alpha _{i},\beta _{i}\}$, i = 1, 2 are real numbers. We define

## The theorem

Assume that p(x) has a finite number of sign changes and that the positive (resp. negative) part of the function p(x)/w(x) defined by $(w/p)_{+}(x)=\max\{w(x)/p(x),0\}$, (resp. $(w/p)_{-}(x)=\max\{-w(x)/p(x),0\})$ are not identically zero functions over I. Then the eigenvalue problem (1), (2)–(3) has an infinite number of real positive eigenvalues ${\lambda _{i}}^{+}$, $0<{\lambda _{1}}^{+}<{\lambda _{2}}^{+}<{\lambda _{3}}^{+}<\cdots <{\lambda _{n}}^{+}<\cdots \to \infty ;$ and an infinite number of negative eigenvalues ${\lambda _{i}}^{-}$, $0>{\lambda _{1}}^{-}>{\lambda _{2}}^{-}>{\lambda _{3}}^{-}>\cdots >{\lambda _{n}}^{-}>\cdots \to -\infty ;$ whose spectral asymptotics are given by their solution [2] of Jörgens' Conjecture [3]: ${\lambda _{n}}^{+}\sim {\frac {n^{2}\pi ^{2}}{\left(\int _{a}^{b}{\sqrt {(w/p)_{+}(x)}}\,dx\right)^{2}}},\quad n\to \infty ,$ and ${\lambda _{n}}^{-}\sim {\frac {-n^{2}\pi ^{2}}{\left(\int _{a}^{b}{\sqrt {(w/p)_{-}(x)}}\,dx\right)^{2}}},\quad n\to \infty .$
For more information on the general theory behind (1) see the article on Sturm–Liouville theory. The stated theorem is actually valid more generally for coefficient functions $1/p,\,q,\,w$ that are Lebesgue integrable over I.
# Coleophora albacostella

Coleophora albacostella is a moth of the family Coleophoridae. It is found in the United States, including Texas.
# Atoizu

Atoziu or Atoizü is a small hill town in the Zünheboto district, Nagaland.

## History

Atoziu has experienced the Naga Conflict for many years, which has impacted the education of the town.
On September 9, 2022, the Atoizu Police Outpost first established in 1974, was upgraded to the Atoizu Police Station.
# Atrichozancla cosymbota

Atrichozancla cosymbota is a moth in the family Lecithoceridae. It was described by Edward Meyrick in 1920. It is found in South Africa.
The wingspan is about 15 millimetres (0.59 in). The forewings are dark violet grey, suffusedly irrorated (sprinkled) with dark fuscous and with an obscure cloudy darker spot representing the second discal stigma, edged anteriorly by a small roundish ochreous-whitish spot. The hindwings are grey, darker towards the apex.
# Coleophora malatiella

Coleophora malatiella is a moth of the family Coleophoridae. It is found in Romania and Turkey.
# Cohors IV Aquitanorum equitata c.R.

Cohors quarta Aquitanorum equitata civium Romanorum ("4th part-mounted Cohort of Aquitani Roman citizens") was a Roman auxiliary mixed infantry and cavalry regiment. It was probably originally raised in the Julio-Claudian era, perhaps under Augustus after the subjugation of the Aquitani in 26 BC. Alternatively, it may have been raised in a later levy of Aquitani after 14 AD. Unlike most Gauls, the Aquitani were not Celtic-speaking but spoke Aquitanian, a now extinct non Indo-European language closely related to Basque. Some tribes in Aquitania were Celtic-speaking however, such as the Bituriges.
The regiment first appears in the datable epigraphic record in Germania Superior (Pfalz-Alsace) in 74 AD. It remained based in Germania Superior for all its recorded existence. Its last datable attestation is a building inscription of 210. The regiment's inscriptions have been found at the following Roman forts: Friedburg; Ingelheim; Mainz (210); Obenburg (162).
The names of 2 praefecti (regimental commanders) are preserved, one of whom, Lucius Petronius Florentinus, is recorded as from Saldas. Also recorded are a centurio (infantry officer), Ti. Iulius Niger, on a tombstone in St. Lizier in Aquitania, so presumably this soldier was from the original recruitment area of the regiment. The inscription is therefore probably early 1st century. The stone mentions Niger's brother, Dunomagius son of Toutannorix, clearly a Gaulish name. (Niger must have adopted a Roman name on becoming a Roman citizen). A regimental medicus (doctor) is recorded, M. Rubrius Zosimus from Ostia, the port of the city of Rome. The last name is Greek, as were many army medics. Finally, a cornicen (hornblower) is recorded (210).
The honorific title civium Romanorum (c.R. for short) was normally awarded by the emperor for valour to an auxiliary regiment as a whole. The award would include the grant of Roman citizenship to all the regiment's men, but not to subsequent recruits to the regiment. The regiment, however, would retain the prestigious title in perpetuity. Until 212, only a minority of the empire's inhabitants (inc. all Italians) held full Roman citizenship. The rest were denoted peregrini, a second-class status. Since the legions admitted only citizens, peregrini could only enlist in the auxilia. Citizenship carried a number of tax and other privileges and was highly sought-after. It could also be earned by serving the minimum 25-year term in the auxilia.
# Colasposoma auripes

Colasposoma auripes is a species of leaf beetles of East Africa and the Democratic Republic of the Congo, described by Martin Jacoby in 1894.

## Subspecies

There are two subspecies of C. auripes:
* Colasposoma auripes auripes Jacoby, 1894: nominotypical subspecies
* Colasposoma auripes kafakumbae Burgeon, 1941
# Attorney General Finlay

Attorney General Finlay may refer to:
* John Findlay (New Zealand politician) (1862–1929), Attorney-General of New Zealand
* Martyn Finlay (1912–1999), Attorney-General of New Zealand
* Robert Finlay, 1st Viscount Finlay (1842–1929), Attorney General for England and Wales
# Australian National Business Schools

The Australian National Business School consortium is a group of six Australian business schools sharing a common curriculum. They include:
* University of Western Australia
* University of Wollongong
* University of Tasmania
* Griffith University
* Deakin University
* University of Canberra