OpenLLM-France/wikimedia huggingface dataset:
# Nemophora

Nemophora is a genus of the fairy longhorn moth family (Adelidae). Among these, it belongs to subfamily Adelinae.

## Selected species

* Nemophora ahenea Stringer, 1930
* Nemophora albiciliellus (Staudinger, 1859)
* Nemophora amatella (Staudinger, 1892)
* Nemophora askoldella (Milliére, 1879)
* Nemophora assamensis Kozlov, 1997
* Nemophora associatella (Zeller, 1839)
* Nemophora augantha (Meyrick 1907)
* Nemophora barbatellus Zeller, 1847
* Nemophora basella (Eversmann, 1844)
* Nemophora belella (Walker, 1863)
* Nemophora bifasciatella Issiki, 1930
* Nemophora cassiterites (Meyrick, 1907)
* Nemophora chionites (Meyrick, 1907)
* Nemophora chrysoprasias (Meyrick 1907)
* Nemophora congruella (Zeller, 1839)
* Nemophora cupriacella (Hübner, 1819)
* Nemophora degeerella (Linnaeus, 1758)
* Nemophora divina (Caradja, 1939)
* Nemophora dumerilellus (Duponchel, 1839)
* Nemophora engraptes (Meyrick, 1907)
* Nemophora fasciella (Fabricius, 1775)
* Nemophora griseella Walsingham, 1880
* Nemophora humilis (Walsingham, 1891)
* Nemophora ischnodesma (Meyrick)
* Nemophora istrianella (Heydenreich, 1851)
* Nemophora japonica Stringer, 1930
* Nemophora karafutonis (Matsumura, 1932)
* Nemophora lapikiella Kozlov, 1997
* Nemophora magnifica Kozlov, 1997
* Nemophora metallica (Poda, 1761)
* Nemophora minimella (Denis & Schiffermüller, 1775)
* Nemophora molella (Hübner, 1816)
* Nemophora ochsenheimerella (Hübner, 1813)
* Nemophora parvella (Walker, 1863)
* Nemophora pfeifferella (Hübner, 1813)
* Nemophora raddei (Rebel, 1901)
* Nemophora raddella (Hübner, 1793)
* Nemophora seraphias (Meyrick, 1907)
* Nemophora staudingerella Christoph, 1881
* Nemophora stellata Hirowatari, 1995
* Nemophora sylvatica Hirowatari, 1995
* Nemophora umbripennis Stringer, 1930
* Nemophora violellus (Stainton, 1851)
# Many Farms High School

Many Farms High School (MFHS) is located in the heart of the Navajo reservation in Many Farms, Arizona, and 15 miles (24 km) northeast of Canyon De Chelly National Monument. It has 445 (yearly average) students and 35 faculty members along with a large support staff. It is a boarding school operated by the US Department of the Interior Bureau of Indian Education, with separate dormitories for male and female students. It opened its doors in 1969.

## Campus

It is co-located with the Many Farms Community School (formerly Chinle Boarding School), a K–8 boarding school. Before Diné College moved to Tsaile, it was situated on the Many Farms BIE school complex.
In 1991 there were problems with maintenance and upkeep in the dormitory for male students.

## Athletics and activities

The sports team is the "Lobos" ("wolves" in Spanish). It participates in American football, cross-country, volleyball, basketball, wrestling, baseball, softball and track and field, and is part of the Arizona Interscholastic Association. The school also has several clubs within the academic setting.
# 2024 Cassis Open Provence – Doubles

Dan Added and Jonathan Eysseric were the defending champions but only Added chose to defend his title, partnering Arthur Reymond. They lost in the quarterfinals to Jaime Faria and Henrique Rocha.
Faria and Rocha won the title after defeating Manuel Guinard and Matteo Martineau 7–6$^{(7–5)}$, 6–4 in the final.

## Seeds

* Anirudh Chandrasekar / Niki Kaliyanda Poonacha (semifinals)
* Manuel Guinard / Matteo Martineau (final)
* Jaime Faria / Henrique Rocha (champions)
* Antoine Escoffier / Luca Sanchez (quarterfinals)

## Draw
### Key

* Q = Qualifier
* WC = Wild card
* LL = Lucky loser
* Alt = Alternate
* SE = Special exempt
* PR = Protected ranking
* ITF = ITF entry
* JE = Junior exempt
* w/o = Walkover
* r = Retired
* d = Defaulted
* SR = Special ranking

### Draw

| First round | First round | First round | First round | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals | Semifinals | Semifinals | Final | Final | Final | Final |
| | | | | 1 | A Chandrasekar N Kaliyanda Poonacha | 7$^7$ | 7$^7$ | | | | | | | | | |
| WC | Paul Ambrosino David Couronne | 2 | 0 | | A Huertas del Pino C Huertas del Pino | 6$^3$ | 6$^4$ | | | | | | | | | |
| | A Huertas del Pino C Huertas del Pino | 6 | 6 | | | | | 1 | A Chandrasekar N Kaliyanda Poonacha | 4 | 7$^7$ | [6] | | | | |
| 3 | J Faria H Rocha | 6 | 6 | | | | | 3 | J Faria H Rocha | 6 | 6$^2$ | [10] | | | | |
| | D Cukierman R Stepanov | 3 | 2 | 3 | J Faria H Rocha | 6 | 6 | | | | | | | | | |
| | | | | | D Added A Reymond | 3 | 3 | | | | | | | | | |
| | | | | | | | | | | | | | 3 | J Faria H Rocha | 7$^7$ | 6 |
| | Constantin Bittoun Kouzmine Augusto Virgili | 4 | 5 | | | | | | | | | | 2 | M Guinard M Martineau | 6$^5$ | 4 |
| | D Pichler J Rodionov | 6 | 7 | | D Pichler J Rodionov | 6 | 7$^9$ | | | | | | | | | |
| | R Bertrand H Naw | 4 | 0 | 4 | A Escoffier L Sanchez | 3 | 6$^7$ | | | | | | | | | |
| 4 | A Escoffier L Sanchez | 6 | 6 | | | | | | D Pichler J Rodionov | 6 | 5 | [7] | | | | |
| | S Banthia Bruno Pujol Navarro | 6 | 6 | | | | | 2 | M Guinard M Martineau | 3 | 7 | [10] | | | | |
| | Fabien Salle Adrià Soriano Barrera | 4 | 4 | | S Banthia B Pujol Navarro | 3 | 4 | | | | | | | | | |
| WC | Hugo Cardinaud Pierre Antoine Tailleu | 2 | 1 | 2 | M Guinard M Martineau | 6 | 6 | | | | | | | | | |
| 2 | M Guinard M Martineau | 6 | 6 | | | | | | | | | | | | | |
# Mohieddin El-Sas

Mohieddin El-Sas (Arabic: محي الدين الساس; born 2 February 1950) is a Syrian wrestler. He competed in the men's Greco-Roman 48 kg at the 1972 Summer Olympics, losing one match and withdrawing from a second match.
# John Murton (footballer)

John Murton (21 June 1942 – 24 October 2021) was an Australian rules footballer who played with Collingwood in the Victorian Football League (VFL).
# Chardeneux

Chardeneux (French pronunciation:) is a village of Wallonia, part of the district of Bonsin, in the municipality of Somme-Leuze, located in the province of Namur, Belgium.
Chardeneux is a member of the Les Plus Beaux Villages de Wallonie ("The Most Beautiful Villages of Wallonia") association. The village has a Romanesque church and the village houses, from the 18th and 19th centuries, display a uniformity of style typical for the Condroz region.
# Abdelghani El Mansouri

Abdelghani El Mansouri (born 1942) is a Moroccan footballer. He competed in the men's tournament at the 1964 Summer Olympics.
# Janusz Grabowski

Janusz Roman Grabowski (born April 30, 1955 in Stalowa Wola, Poland) is a Polish mathematician working in differential geometry and mathematical methods in classical and quantum physics.

## Scientific career

Grabowski earned his MSc degree in mathematics in 1978 at the Faculty of Mathematics, Informatics and Mechanics of the University of Warsaw. His master thesis was awarded the first degree Marcinkowski Prize of the Polish Mathematical Society. In the period of 1978-2001 he worked at the University of Warsaw earning his PhD in 1982 and habilitation in 1993. He was giving courses in Calculus I, II, III, Functional Analysis, Lie algebras and Lie groups, Differential Geometry, etc.
Since 2001 he works in the Institute of Mathematics Polish Academy of Sciences as a full professor and the Head of the Department of Mathematical Physics and Differential Geometry. He is also a member of the Scientific Council of the Institute.
In 1988 and 1989 he was a fellow of the Alexander von Humboldt Foundation. After political changes in Eastern Europe in 1989 he started an intensive international collaboration. He was visiting professor in many European scientific institutions, e.g., the Erwin Schroedinger Institute in Vienna, the University of Naples, the University of Luxembourg, and several Spanish universities and . He acted also as an expert, panel member, and for several years as the chair of the mathematical panel evaluating grants of the European Research Council. He supervised four PhD students.

### Scientific activity

Professor Janusz Grabowski is an author of over 140 publications in top and very good international scientific journals with about 2000 citations indexed in the bases of the Web of Knowledge. Main results of his work include:
* Important results concerning Lie algebras of vector fields on smooth manifolds;
* A novel approach to double (and higher) vector bundles which drastically simplifies the theory;
* Introducing the concepts of graded bundle and homogeneity structure with applications;
* Defining the concept of general algebroid and the corresponding Lagrangian and Hamiltonian formalisms, including nonholonomic constraints;
* Results in the theory of Lie systems of differential equations;
* Vital achievements in the theory of Poisson and Jacobi structures;
* Geometry of quantum systems;
* Introducing the concept of $\mathbb {Z} _{2}^{n}$-supermanifold and proving fundamental results about their structure;
* Results in information geometry and applying geometric methods to studying the theory of quantum information and entanglement;
* A novel approach to contact geometry with applications to analytical mechanics.
# Karlo Žganec

Karlo Žganec (born 25 July 1995) is a Croatian professional basketball player, currently playing for Zadar in the Croatian League and ABA League.

## Playing career

On 26 July 2022, Žganec signed a contract with Zadar of the Croatian League for the 2022–23 season.
# Peregrine: Secundus

Peregrine: Secundus is a fantasy novel by American writer Avram Davidson, the second volume in his uncompleted Peregrine trilogy. It was originally published as two shorter works, the novelette "Peregrine: Alflandia" in The Magazine of Fantasy & Science Fiction v. 45, no. 2, August 1973, and the novella "Peregrine Perplexed" in Isaac Asimov's Science Fiction Magazine v. 4, no. 10, October 1980, which were combined to form the novel. It was first published in book form in paperback by Berkley Books in May 1981, and reprinted in September of the same year. It was reissued in trade paperback by Wildside Press in June 2000. The first ebook edition, which was also the first British edition, was issued by Gateway/Orion in December 2012. An audio edition was issued by Or All the Seas with Oysters Publishing in February 2022.

## Plot

In a fantastic, imaginary version of Eastern Europe during the decline of the Roman Empire in the sixth century, Peregrine, an exiled son of the king of Sapodilla, continues his quest to seek his fortune. The end of the previous novel left him transformed into an actual peregrine falcon; he now regains his humanity thanks to a spell cast by the King of Alfland's daughter. When the thieving dragon Smarasderagd despoils the king, Peregrine trails the beast to its hoard; both are ultimately called back by another spell. Afterwards, two old acquaintances of his own father make Peregrine lord of an isolated town, and he realizes that the dragon egg he carries may be about to hatch.

## Relation to other works

While the proposed final volume in the series, presumably to be titled Peregrine: Tertius, was never finished or published, the author's son Ethan Davidson wrote a concluding novelette, "Peregrine Parentus," based on his father's notes for the novel. It was published in the collection David&Son: Peregrine Parentus nd Other Tales (Ramble House, 2016).

## Reception

T. A. Shippey, discussing the Peregrine novels in Salem Press Encyclopedia of Literary, decries the incomplete status of the series and the "number of loose ends in the plot [that will] never quite [be]tied off: Peregrine keeps hearing the warning to 'burn the boards of beechwood with the baleful signs,' but readers never learn exactly what these are. He also discovers in a dragon's hoard what appears to be the Crown of the Kings of Ephtland, but he never reaches Ephtland (although that town is mentioned often) or wears the crown. He is trying simultaneously to trace the whereabouts of his elder brother, but though he hears of him, the two never meet. Possibly Avram Davidson meant in the end to have his hero overcome some baleful hex, rescue his brother, and be crowned King of Ephtland, but this never will be known."
The book was also reviewed by Chris Henderson in Whispers, March 1982.

## Awards

Peregrine: Secundus placed thirteenth in the 1982 Locus Award for Best Fantasy Novel.
# Kurek Formation

The Kurek Formation (Russian: Kurek Svita) is a late Oxfordian (Late Jurassic) geologic formation of the Kugitang Svita in Turkmenistan and Uzbekistan. Fossil sauropod tracks have been reported from the formation.

## Etymology

The formation is named after Mount Kurek (2,280 metres (7,480 ft)), near Langar, Uzbekistan.

## Description

The mudstones and limestones of the formation comprise a 2 centimetres (0.79 in) thick, massive micrite (mudstone) with sporadic and poorly preserved thin-walled bivalves. Also tracks were preserved at that were probably made in shallow water, showing, in some parts, ripple marks.

## Fossil content

Among the following fossils have been found in the Kurek Formation:
| Color key Taxon Reclassified taxon Taxon falsely reported as present Dubious taxon or junior synonym Ichnotaxon Ootaxon Morphotaxon | Notes Uncertain or tentative taxa are in small text; crossed out taxa are discredited. |

### Dinosaurs

Dinosaurs of the Kurek Formation :
| Genus | Species | Location | Stratigraphic position | Material | Notes | Images |
| Gissarosaurus | G. tetrafalangensis | | | | | |

### Ichnofossils

Ichnofossils of the Kurek Formation :
| Genus | Species |
| Megalosauripus | M. uzbekistanicus |
| Mirsosauropus | M. tursunzadei |
| Regarosauropus | R. manovi |
| Shirkentosauropus | S. shirkentensis |
| Therangospodus | T. pandemicus |

### Molluscs
#### Bivalves

Bivalves of the Kurek Formation :
| Genus | Species | Location | Stratigraphic position | Material | Notes | Images |
| Bivalvia Indet. | Indeterminate | | | | | |
# Abbas Irshad

Syed Abbas Irshad Naqvi, known as Khateeb-e-Inqilab, is a Shia orator (Zakir) from Lucknow, India.

## Family background

He is nephew of Tahir Jarwali.

## Religious activities

He is a zakir and recites the majalis (religious lectures to commemorate the Martyrdom of Imam Hussain) not only in India but globally, especially in Lucknow, Hyderabad, Kolkata, Bangalore, etc. He is also joint-secretary of All India Shia Personal Law Board. He has written a book on comparative religion titled Aitrafat Sahih Bukhari in Urdu published in 2005.

## Social activities
### Against homosexuality

In 2009 he attended in a special discussion organized by City Montessori School to put forth their views on the Delhi High Court's judgement of legalizing homosexual behaviour. The leaders of all religions faiths unanimously criticized the Delhi High Court's judgement and urged the Supreme Court of India, Central Government and all state governments to intervene and review this judgement. While talking to media Abbas Irshad Naqvi said that, "homosexual relations will crush all the relations that we own but we should enjoy it in other way".

### Against photo shoots at Bara Imambara complex

In 2019, he alongside other Shia clerics like Imam-e-Juma of Asafi Mosque Maulana Kalbe Jawad, senior cleric Maulana Agha Roohi, president of the Shia Moon Committee Maulana Saif Abbas, academic and cleric Maulana Kalbe Sibtain Noori, spokesperson of All India Shia Personal Law Board Maulana Yasoob Abbas, etc. signed the memorandum demanding the maintenance of sanctity and religious fibre of 235-year-old Bara Imambara precincts.

### Restoration of Imambara Sibtainabad

In 2020, he alongside other Shia clerics Maulana Kalbe Sadiq, Maulana Agha Roohi, Maulana Kalbe Jawad, Maulana Yasoob Abbas, Maulana Saif Abbas, etc. requested Archaeological Survey of India for immediate assessment and time-bound restoration of the centrally protected monument Imambara Sibtainabad.
# Visor

A visor (also spelled vizor) is a surface that protects the eyes, such as shading them from the sun or other bright light or protecting them from objects.
Nowadays many visors are transparent, but before strong transparent substances such as polycarbonate were invented, visors were opaque like a mask.
* The part of a helmet in a suit of armor that protects the eyes.
* A type of headgear consisting only of a visor and a band as a way to fasten it around the head.
* Any such vertical surface on any hat or helmet.
* Any such horizontal surface on any hat or helmet (called a peak in British English).
* A device in an automobile that the driver or front passenger can lower over part of the windshield to block the sun (sun visor).
* As masque costume, Henry VIII and his courtiers wore "visors of good proportion of physiognomy".

## Modern era

Some modern devices called visors are similar, for example:
* Visor (ice hockey)
Types of modern transparent visors include:
* The transparent or semi-transparent front part of a motorcycle helmet or riot helmet (sometimes shaded/tinted)
* The transparent or semi-transparent, heavily shaded/tinted, front part of a welding mask
* Safety face shields used in construction, industry, or medical settings
* An eyeshield to protect the eyes from sunlight on an American football helmet
* A shield to protect the eyes from sunlight on a flight helmet or space suit
* Green eyeshades, formerly worn by accountants and others engaged in vision-intensive, detail-oriented occupation.
# Bijective proof

In combinatorics, bijective proof is a proof technique for proving that two sets have equally many elements, or that the sets in two combinatorial classes have equal size, by finding a bijective function that maps one set one-to-one onto the other. This technique can be useful as a way of finding a formula for the number of elements of certain sets, by corresponding them with other sets that are easier to count. Additionally, the nature of the bijection itself often provides powerful insights into each or both of the sets.

## Basic examples
### Proving the symmetry of the binomial coefficients

The symmetry of the binomial coefficients states that
    ${n \choose k}={n \choose n-k}.$
This means that there are exactly as many combinations of k things in a set of size n as there are combinations of n − k things in a set of size n.
The key idea of the bijective proof may be understood from a simple example: selecting k children to be rewarded with ice cream cones, out of a group of n children, has exactly the same effect as choosing instead the n − k children to be denied ice cream cones.

## Other examples

Problems that admit bijective proofs are not limited to binomial coefficient identities. As the complexity of the problem increases, a bijective proof can become very sophisticated. This technique is particularly useful in areas of discrete mathematics such as combinatorics, graph theory, and number theory.
The most classical examples of bijective proofs in combinatorics include:
* Prüfer sequence, giving a proof of Cayley's formula for the number of labeled trees.
* Robinson-Schensted algorithm, giving a proof of Burnside's formula for the symmetric group.
* Conjugation of Young diagrams, giving a proof of a classical result on the number of certain integer partitions.
* Bijective proofs of the pentagonal number theorem.
* Bijective proofs of the formula for the Catalan numbers.
# Resource Monitor

Resource Monitor, a utility in Windows Vista and later, displays information about the use of hardware (CPU, memory, disk, and network) and software (file handles and modules) resources in real time. Users can launch Resource Monitor by executing resmon.exe (perfmon.exe in Windows Vista).
The Vista and later Resource Monitor heavily leverages the Event Tracing for Windows (ETW) facilities introduced in Windows 7; the counter setup (event tracing session) used by the Resource Monitor can provide logging as well.

## Features

The Resource Monitor window includes five tabs:
* Overview
* CPU
       displays column lists of Processes, Services, Associated Handles and Associated Modules; charts of CPU Usage (separate for every core)
* Memory
       displays overall Physical Memory consumption and separate consumption of every Process; charts of Used Physical Memory, Commit Charge and Hard Faults/sec
* Disk
       displays Processes with Disk Activity and Storage; charts of Disk Usage (KB/sec) and Disk Queue Length
* Network
       displays Processes with Network Activity, TCP Connections and Listening Ports; charts of Network Usage (separate for every adapter) and TCP Connections

## Ways to start the application

* Choose Start→Type to search "Resource Monitor".
* Start Windows Task Manager→select Performance tab→Click the "Open Resource Monitor" link at the lower left corner.
* Choose Start→All Programs→Accessories→System Tools→Resource Monitor.
* %windir%\system32\perfmon.exe /res
* %windir%\system32\resmon.exe
# Abderrahmane Mahjoub

Abderrahmane Mahjoub or Abderrahmane Belmahjoub (Arabic: عبد الرحمن بلمحجوب; 25 April 1929 – 31 August 2011) was a French and Moroccan international football midfielder.
Known as Prince du Parc (Prince of the Park) in his playing days for his dominant control of the midfield, he was regarded as one of the best Arab players of his generation, and one of the few who graced the sports fields of Europe in the 1950s and 1960s.

## Career

Born in Casablanca, the young Mahjoub began playing on the streets of his home city with his brother Mohamed, who later played for Olympique Marseille in the late 1940s. Abderrahmane started his career with the Union Sportive Athlétique Casablanca in 1948, where he spent three seasons before moving to Europe to join RC Paris of the French first division, but it was his performances for OGC Nice in 1953 that caught the eye of French selectors making his international debut against Luxembourg in a World Cup Qualifier. He stepped out at the Parc des Princes stadium in Paris in the blue of France alongside his Nice teammate Moroccan-born Just Fontaine. The midfielder was an instant success on his first appearance, assisting in the first goal in an 8–0 rout in only the second minute of the game, Mahjoub went on to play six other occasions for France including a 3–2 win over Mexico at the 1954 FIFA World Cup in Switzerland along with another Arab, Algerian Abdelaziz Bentifour.
After a season with Nice, where he was part of a French Cup winning side beating Larbi Ben Barek’s Olympique Marseille in the final, he rejoined Racing Club spending six successful seasons at the Paris club, reaching high as third place in the French first division in two consecutive seasons in 1958 and 1959. At the age of 31, the club thought the Moroccan’s best years were behind him, and let him go but he proved all his critics wrong by guiding SO Montpellier to the 1961 French Second Division title, and promotion to the top flight. Racing Club eventually bought back the player for a final season in 1963, before he returned to play for Wydad Casablanca, where he was later coach.
One of the greatest moments in his career came in a memorable 1962 World Cup Qualifier; when Abderrahman captained his native country Morocco against the star-studded Spain national team of Alfredo Di Stefano, Ferenc Puskás, and Francisco Gento, before stepping onto the pitch he told his teammates to look at the flags of the two nations, planted in the ground at the same height “I want you to be like these flags, on the same level as the Spaniards”. Spain knocked out the Moroccan side but everyone at the time admired the Moroccan side for their style of play and their effort against the Spaniards. Abderrahman would later go on to coach the Moroccan national team.
In 2006, he was selected by CAF as one of the best 200 African football players of the last 50 years. He died on 31 August 2011.
# Neville Withers

Neville Withers is a former Australian rules footballer who played with Collingwood in the Victorian Football League (VFL).
# Abdelkebir Ouaddar

Abdelkebir Ouaddar (Arabic: عبد الكبير ودار, born 15 July 1962) is a Moroccan equestrian. He competed at the 2016 Summer Olympics in the individual jumping event, where he tied for 50th place. He was the flag-bearer for Morocco at the Parade of Nations.
Ouaddar also participated at the 2014 World Equestrian Games in Normandy, France, where he placed 13th individually and 27th teamwise.
He competed at the 2020 Summer Olympics.