OpenLLM-France/wikimedia huggingface dataset:
# Phosphotyrosine-binding domain

In molecular biology, phosphotyrosine-binding domains are protein domains which bind to phosphotyrosine.
The phosphotyrosine-binding domain (PTB, also phosphotyrosine-interaction or PI domain) in the protein tensin tends to be found at the C-terminus. Tensin is a multi-domain protein that binds to actin filaments and functions as a focal-adhesion molecule (focal adhesions are regions of plasma membrane through which cells attach to the extracellular matrix). Human tensin has actin-binding sites, an SH2 (Pfam PF00017) domain and a region similar to the tumour suppressor PTEN. The PTB domain interacts with the cytoplasmic tails of beta integrin by binding to an NPXY motif.
The phosphotyrosine-binding domain of insulin receptor substrate-1 is not related to the phosphotyrosine-binding domain of tensin. Insulin receptor substrate-1 proteins contain both a pleckstrin homology domain and a phosphotyrosine binding (PTB) domain. The PTB domains facilitate interaction with the activated tyrosine-phosphorylated insulin receptor. The PTB domain is situated towards the N terminus. Two arginines in this domain are responsible for hydrogen bonding phosphotyrosine residues on an Ac-LYASSNPApY-NH2 peptide in the juxtamembrane region of the insulin receptor. Further interactions via "bridged" water molecules are coordinated by residues an Asn and a Ser residue. The PTB domain has a compact, 7-stranded beta-sandwich structure, capped by a C-terminal helix. The substrate peptide fits into an L-shaped surface cleft formed from the C-terminal helix and strands 5 and 6.

## Human proteins containing these domains

APBA1; APBA2; APBA3; APPL1; EPS8; EPS8L1; EPS8L2; EPS8L3; TENC1; TNS; TNS1; TNS3; TNS4; DOK1; DOK2; DOK3; DOK4; DOK5; DOK6; DOK7; FRS2; FRS3; IRS1; IRS2; IRS4; NOS1AP; TLN1; TLN2
# Phostria aengusalis

Phostria aengusalis is a species of moth in the family Crambidae. It was described by Schaus in 1927. It is found in the Philippines (Luzon).
# Phryganomima

Phryganomima is a genus of moths of the family Crambidae. It contains only one species, Phryganomima noctifer, which is found in Colombia.
# Phryganopsis

Phryganopsis is a genus of moths in the subfamily Arctiinae.

## Species

* Phryganopsis alberici Dufrane, 1945
* Phryganopsis angulifascia (Strand, 1912)
* Phryganopsis asperatella (Walker, 1864)
* Phryganopsis atrescens Hampson, 1903
* Phryganopsis cinerella (Wallengren, 1860)
* Phryganopsis continentalis Kühne, 2010
* Phryganopsis flavicosta Hampson, 1901
* Phryganopsis gilvapatagia Kühne, 2010
* Phryganopsis interstiteola Hampson, 1914
* Phryganopsis kinuthiae Kühne, 2007
* Phryganopsis parasordida Kühne, 2007
* Phryganopsis plumosa Mabille, 1900
* Phryganopsis punctilineata (Hampson, 1901)
* Phryganopsis sordida Felder, 1874
* Phryganopsis subasperatella Strand, 1912
* Phryganopsis tenuisparsa Kühne, 2010

## Former species

* Phryganopsis hemiphaea Hampson, 1909
* Phryganopsis tryphosa Kiriakoff, 1958
# Phryganopsis angulifascia

Phryganopsis angulifascia is a moth of the subfamily Arctiinae first described by Embrik Strand in 1912. It is found in western, central and eastern Africa and is known from Ghana, Cameroon, the Democratic Republic of the Congo, Uganda and Kenya.
# Giovanni de Manna

Giovanni de Manna (died 1504) was a Roman Catholic prelate who served as Bishop of Lavello (1502–1504).

## Biography

On 24 August 1502, Giovanni de Manna was appointed by Pope Alexander VI as Bishop of Lavello. He served as Bishop of Lavello until his death in 1504.
# Hellenic Air Force Museum

The Hellenic Air Force Museum was founded in 1986 and since 1992 has been located on Dekelia Air Base in Acharnes north of Athens. In opposition to the War Museum of Athens it displays air force history and is active in restoring and presenting old aircraft. Most aircraft in the collection come from the Hellenic Air Force; some were exchanged with other European aircraft museums.
The HAF Underwater Operations Team (KOSYTHE) helped recover some rare aircraft from underwater for the museum: a Bristol Blenheim, a Junkers Ju 52/3m and a Junkers Ju 87.

## Aircraft on display

* Agusta-Bell 47J-2 Ranger
* Agusta-Bell 206A Jet Ranger II
* Bell OH-13 Sioux
* Canadair CL-13 Sabre Mk.2
* Canadair CL-13 Sabre Mk.2
* Canadair CL-13 Sabre Mk.2
* Canadair CL-13 Sabre Mk.2
* Cessna T-37B Tweet
* Cessna T-37C Tweet
* Convair TF-102A Delta Dagger
* Convair TF-102A Delta Dagger
* Curtiss SB2C-5 Helldiver
* Dassault Mirage F1CG
* De Havilland DH.82A Tiger Moth
* Douglas C-47B Dakota
* Dornier Do-28D-2 Skyservant
* Dornier Do-28D-2 Skyservant
* Grumman G-159 Gulfstream I
* Grumman HU-16B Albatross
* Grumman HU-16B Albatross
* Lockheed F-104G Starfighter
* Lockheed F-104G Starfighter
* Lockheed F-104G Starfighter
* Lockheed TF-104G Starfighter
* Lockheed T-33A
* Lockheed T-33A
* LTV A-7E Corsair II
* LTV A-7E Corsair II
* LTV A-7H Corsair II
* McDonnell Douglas RF-4E Phantom II
* Mignet HM.14
* Northrop F-5A Freedom Fighter
* Northrop RF-5A Tigereye
* Nord N.2501 Noratlas
* North American F-86D Sabre
* North American T-6G Texan
* Republic F-84F Thunderstreak
* Republic F-84G Thunderjet
* Republic RF-84F Thunderflash
* Sikorsky UH-19B Chickasaw
* Supermarine Spitfire Mk IXc
* WSK-1 Mielec Lim-2Rbis

### Unrestored aircraft

* Arado Ar 196 A-5
* Bristol Blenheim Mk IVF
* Junkers Ju 52/mg8e
* Junkers Ju 87 D-3
# Helvidia gens

The gens Helvidia was a plebeian family at Rome. Members of this gens are first mentioned in the final decades of the Republic. A century later, the Helvidii distinguished themselves by what has been called their "earnest, but fruitless, patriotism."

## Origin

Cicero mentions Publius Helvidius Rufus in connection with Larinum, a town of the Frentani. From this it seems probable that the Helvidii were of Sabellic origin.

## Branches and cognomina

The Helvidii used the surnames Priscus and Rufus. The only member of the family found without a surname was the Helvidius who was put to death during the reign of Domitian; but as he was the son of Helvidius Priscus, it may simply be that his surname has not been preserved in the manuscripts in which he appears.

## Members

* Publius Helvidius Rufus, a native of Larinum, mentioned by Cicero.
* Helvidius Priscus, a legate serving under Gaius Ummidius Quadratus, the governor of Syria. He was sent across the Taurus Mountains in AD 52, to help settle the province of Cappadocia.
* Helvidius Priscus, a statesman from the reigns of Nero to Vespasian. His father was a centurion named Cluvius, but he was adopted into the Helvidian gens. Priscus was tribune of the plebs in AD 56, and praetor in 70. His republican sentiments and defiance toward the emperors brought about his banishment on two occasions, and ultimately resulted in his execution under Vespasian.
* Helvidius (Priscus), son of the praetor, held the consulship in an uncertain year. Schooled by his father's fate, carefully avoided open opposition to the emperors, but in the reign of Domitian, the delatores accused him of satirizing one of the emperor's divorces; he was condemned in the Senate and dragged to prison, followed shortly by his execution. His death was avenged by Pliny the Younger, who impeached the leader of the delatores.
* Helvidius (Priscus), son of the consular, survived his father.
* Helvidia, elder daughter of the consular, died in infancy.
* Helvidia, younger daughter of the consular, died in infancy.
* Helvidius (or possibly Helvetius), the author of an early Christian treatise arguing against the perpetual virginity of Mary, based on the "brothers and sisters" of Jesus mentioned in the Bible. St. Jerome wrote a treatise in opposition to Helvidius' argument.
# 1964 Tour de Hongrie

The 1964 Tour de Hongrie was the 20th edition of the Tour de Hongrie cycle race and was held from 15 to 21 June 1964. The race started in Budapest and finished in Szombathely. The race was won by Ferenc Stámusz.

## General classification

| Rank | Rider | Team | Time |
| 1 | Ferenc Stámusz (HUN) | Ú. Dózsa | 28h 18' 20" |
| 2 | Béla Juhász (HUN) | Bp. Építők | + 42" |
| 3 | András Dévay (HUN) | Pécsi Spartacus | + 1' 19" |
# Piara Waters, Western Australia

Piara Waters is a southeastern suburb of Perth, Western Australia within the City of Armadale. Previously part of Forrestdale and gazetted in 2007, Piara Waters is located approximately 20 kilometres (12 mi) south-southeast of Perth.

## Demographics

As a suburb that has been converted from small farms to residential lots, the population of Piara Waters has grown significantly from fewer than 100 in 2006 to over 14,000 as of 2021.
To accommodate this growth, new community and sporting facilities have been built. Piara Waters Primary School was opened in February 2012 (catering for students from Kindergarten to Year 6), and Piara Waters Senior High School began accepting students in early 2023. The school commenced with Year 7 students and will add each year to its growing cohort, until it reaches Year 12 in 2028.
In the latter half of 2023, the proposed Piara Waters Shopping Centre was opened to the public.
For the older community, a new residential lifestyle resort between Southampton Drive and Warton Road is currently populated with residents while ongoing development continues.

## History

The suburb gets its name from Peter Henry Waters, activist and celebrated proponent of human/non-human relations.
A large, central part of the suburb is taken up by the Piara Nature Reserve. This area was set on fire in March 2012 and threatened homes, but the fire was successfully contained by firefighters.
The suburb was the site of an out-of-control party in September 2012 that transformed into a youth riot which was the subject of Australian national news. Over 500 people were reported to have attended the party in a vacant warehouse. More than 80 police attended the scene and were attacked with rocks, bottles and poles. One person was stabbed in the incident and an ambulance damaged on the night.
On 4 November 2023, a playground was destroyed when two 12 year old boys started a bushfire.

## Transport
### Bus

* 233 Cockburn Central Station to Gosnells Station – serves Armadale Road and Nicholson Road
* 518 Cockburn Central Station to Murdoch TAFE – serves Armadale Road and Wright Road
* 519 Murdoch TAFE to Armadale Station – serves Nicholson Road
* 529 Cockburn Central Station to Armadale Station – serves Armadale Road

## Gallery

* Lakeside view at Broadway park
* Playground at Robot park
* Piara Waters enclosed dog park
* A panoramic view of Broadway park
# Piaranthus

Piaranthus is a succulent plant genus in the subfamily Asclepiadoideae, in the family Apocynaceae.
It was first described in 1810. Its name comes from Greek and is descriptive of the fleshy, succulent flowers typical of the genus ("piar-" = fat, "-anthos" = flower).

## Description

The plants typically form flat, spreading mats of multiple offsetting stems. The stems are small, compact and four-edged. Tubercles (leaf remnants) appear along the four sides.
The flowers are small, fleshy, and bear five independent petals in a star shape. They appear in clusters, each flower up-turned, on a tiny inflorescence that sprouts from the tip of the stem. Each stem usually only produces a maximum of one inflorescence. The flowers of different species are in a range of colours; most emit unpleasant odours, especially the darker red or brown coloured ones.
The compact, mat-forming stems are very similar to those of the related genus Duvalia, and the two are often confused when not in flower. However the stems of Piaranthus have four sides (in cross-section), while those of Duvalia often have more.

## Distribution

The genus Piaranthus is restricted to the western part of Southern Africa. It occurs in arid, sandy areas, in the shade of bushes.

### Species

* Piaranthus atrosanguineus (N.E.Br.) Bruyns - Botswana
* Piaranthus comptus N.E.Br. - South Africa
* Piaranthus cornutus N.E.Br. - South Africa
* Piaranthus decipiens (N.E.Br.) Bruyns - Western Cape Province
* Piaranthus decorus (Masson) N.E. Br. - South Africa
* Piaranthus disparilis N.E. Br. - South Africa
* Piaranthus fasciculatus (Thunb.) Schult. - Western Cape Province
* Piaranthus framesii Pillans - Cape Province
* Piaranthus geminatus (Masson) N.E.Br. - South Africa
* Piaranthus globosus A.C.White & B.Sloane - South Africa
* Piaranthus mennellii C.A.Lückh. - Cape Province
* Piaranthus pallidus C.A.Lückh. - Cape Province
* Piaranthus parvulus N.E.Br. - Cape Province
* Piaranthus pullus (Aiton) Haw.
* Piaranthus punctatus (Masson) R. Br. ex Schult. - South Africa
* Piaranthus ruschii Nel - Pockenbank in Namibia

### formerly included

species transferred to other genera (Caralluma, Hoodia, Huerniopsis, Quaqua)
* P. grivanus now Huerniopsis decipiens
* P. gussoneanus now Caralluma europaea
* P. incarnatus now Quaqua incarnata
* P. pilifer now Hoodia pilifera

### Taxonomy

Phylogenetic studies have shown the genus to be monophyletic, and to be very closely related to the genera Orbea and Stapelia. More distantly related are the genera Huernia and Tavaresia.
# Hello Dracula

Hello Dracula (Korean: 안녕 드라큘라; RR: Annyeong Deulakyula) is a 2020 South Korean television series starring Seohyun, Lee Ji-hyun, Lee Joo-bin, Go Na-hee and Seo Eun-yool. Part of the omnibus project Drama Festa, it aired on JTBC on February 17–18, 2020.

## Synopsis

Three stories of people trying to overcome their own problems, their draculas.

## Cast
### Main

* Seohyun as An-na
    An elementary school teacher who usually hides her emotions from her mother since the day she came out to her as a lesbian. She suffers from depression and has recently parted ways with her girlfriend of 8 years.
* Lee Ji-hyun as Mi-young
    A famous television series writer and An-na's mother who uses her daughter's name as a pen name. She cares for An-na in her own way, unaware that the latter feels suffocated.
* Lee Joo-bin as Seo-yeon
    Lead singer of the band Ashes, she also gives music classes at the same elementary school where An-na teaches since her career as a musician does not pay much. She struggles between realizing her dreams and living her reality.
* Go Na-hee as Yu-ra
    One of An-na's students, she comes from a poor family and is often called a beggar by bullies. Because of a redevelopment project, her family is forced to move out and she has to change schools.
* Seo Eun-yool as Ji-hyung
    Yu-ra's friend. His reality is entirely different from hers as his father is a university professor. His mother is unhappy with his friendship with Yu-ra because of the social class she belongs to.

### Supporting

* Oh Man-seok as Jong-su
    A dentist who also gives life lessons to Mi-young, Seo-yeon, Yu-ra and Ji-hyung.
* Ji Il-joo as Sang-gu
    Seo-yeon's ex-boyfriend who left her a year ago. He was cheating on her.
* Lee Chung-ah as So-jung
    An-na's ex-girlfriend. She decided to break up due to social and family pressure.
* Moon Ji-hoo as Choi Seon-saeng
    A teacher at an elementary school. He is friends with Anna and has good feelings for her.

## Ratings

| Ep. | Broadcast date | Title | Average audience share (Nielsen Korea) |
| 1 | February 17, 2020 | I Want to Stop Being Nice Now... (나 이제 그만 착하고 싶어...) | 1.238% |
| 2 | February 18, 2020 | Should We Do This Until We Die? (우리 죽을 때까지 이래야 돼?) | 0.885% |
| Average | Average | Average | 1.062% |
* This drama aired on a cable channel/pay TV which normally has a relatively smaller audience compared to free-to-air TV/public broadcasters (KBS, SBS, MBC and EBS).
# Forsyth (given name)

Forsyth is a given name. It may refer to:
* Peter Forsyth Christensen (born 1952), American prelate of the Roman Catholic Church in Idaho
* Joseph Forsyth Johnson (1840–1906), English landscape architect and disciple of John Ruskin
* Robert Forsyth Macgeorge (1796–1859), early settler of South Australia, founder of the Adelaide suburb of Urrbrae
* David Forsyth Main (1831–1880), 19th-century member of parliament in Otago, New Zealand
* Charles Immanuel Forsyth Major (1843–1923), Swiss zoologist and vertebrate palaeontologist
* Frederick Forsyth Pardee, KC (1866–1927), Ontario barrister and political figure
* Ivor Forsyth Porter CMG, OBE (1913–2012), British Ambassador and author
* Robert Forsyth Scott (1849–1933), mathematician, barrister and Master of St John's College, Cambridge
* Sharpe, William Forsyth (born 1934), American economist
* Thomas Forsyth Torrance, MBE, FRSE, FBA (1913–2007), Scottish Protestant theologian
* John Forsyth Wright (1892–1947), Tasmanian politician
* Annie Forsyth Wyatt (1885–1961), OBE, Australian community worker, conservationist, Red Cross worker
# Pierluca Zizzi

Pierluca Zizzi is an Italian game designer, inventor and co-author of board games such as Asgard, Signorie and Tang Garden. He is a writer, game design teacher, and lecturer on consciousness development topics.

## Early life

He was born in Turin in 1970 and graduated from the Polytechnic of Turin.

## Career

Zizzi began working as an architect.

### Games

After ten years, he turned to games. He collaborated with Italian authors, such as Andrea Chiarvesio, Martino Chiacchiera, Francesco Testini and others.
His design style inserts strong narrative and setting elements into the rules structure (Dark Tales, Similo, and 3 Secrets). His games range from simple to complex. He loves fantastic or shrouded-in-mystery and investigation settings. Several of his projects have been successful on Kickstarter such as Barbarians: The Invasion, Tang Garden and others.
In 2019, he began teaching game design at the International School of Comics in Turin.

### Writer and lecturer

Pierluca Zizzi is a researcher in the evolution of consciousness, and a writer. He is the author of the book Divinare per Tutti and a series of cards decks for divination (Ascension Tarot, Infinity Tarot, Egyptian Tarot, Folk cards of destiny, Medieval fortune telling cards, Opposition Tarot in 2021 and others).
He is the author of the books Geometria Sacra and Sacred Energia Sacra, the first two volumes of a tetralogy.
Beginning in 2015, he attended conferences on symbolism, intelligent energy of places, modern initiations and human paradigm change. He has been interviewed in many webinars and television broadcasts.

## Board games published

* 3 Segreti
* Al Rashid
* Arcanum
* Arcanum: The Witch
* Artè
* Asgard
* Barbarians the invasion
* Caligula
* Dark Tales
* Dark Tales: Cinderella
* Dark Tales: Little Mermaid
* Dark Tales: Little Red Riding Hood
* Dark Tales: Snow White
* Defence for Agarthi
* Hall of Fame
* Hyperborea
* Hyperborea: Light & Shadow
* Hyperborea: Promo Set
* Lamborghini: The Official Race Game
* Movie Trailer
* Signorie
* Similo
* Simurgh
* Simurgh: Call of the Dragonlord
* Tang Garden
# Foundation (M.O.P. album)

Professional ratings :
| Review scores ||
| Source | Rating |
| HipHopDX | 4/5 |
| RapReviews | 8/10 |
| Robert Christgau | |
| The Phoenix | |
| XXL | 4/5 |
Foundation is the fifth studio album by the American hip hop duo M.O.P., from Brooklyn, New York. It was released on September 15, 2009 via E1 Music. Production was handled by DR Period, Statik Selektah, DJ Green Lantern, DJ Premier, Kil, M-Phazes, Nottz, Ron G, Taylor Made, and member Lil' Fame under his Fizzy Womack alias, with Laze-E-Laze serving as executive producer. It features guest appearances from DeMarco, Redman, Rell, Styles P, Termanology and The Revelations.
After being put in limbo with Roc-A-Fella Records without releasing any new material, the duo signed to G-Unit Records where they once again ended up without any releases beside mixtapes and street albums. Signing a deal with E1/Koch Records, Lil' Fame (Fizzy Womack) and Billy Danze finally release their long-awaited full-length LP on September 15. Production on "Rude Bastards" is produced by little known producer Kil, whose contribution is credited to Fizzy Womack in the liner notes and in initial press releases.
The album was released to positive reviews from the press although it seems to have been a little rushed, as the aforementioned "Rude Bastards" got wrongly credited to Fizzy Womack, the final version of "What I Wanna B" features scratches and cuts by DJ Premier that didn't make the final cut and DJ Premier has also been quoted to say that he produced two more tracks for the album but didn't make the deadline due to M.O.P. touring to promote the album.

## Personnel

* Jamal "Lil' Fame"/"Fizzy Womack" Grinnage – vocals, producer (tracks: 2, 5, 7)
* Eric "Billy Danze" Murray – vocals
* Gerrell "Rell" Gaddis – vocals (track 3)
* Daniel "Termanology" Carrillo – vocals (track 6)
* Collin "Demarco" Edwards – vocals (track 7)
* David "Styles P" Styles – vocals (track 11)
* Reginald "Redman" Noble – vocals (track 13)
* Dominick "Nottz" Lamb – producer (track 1)
* Christopher "DJ Premier" Martin – producer (track 3)
* Mark "M-Phazes" Landon – producer (track 4)
* Patrick "Statik Selektah" Baril – producer (tracks: 6, 8)
* Kil – producer (track 9)
* Ronald "Ron G" Bowser – producer (track 10)
* James "DJ Green Lantern" D'Agostino – producer (track 11)
* Darryl "DR Period" Pittman – producer (tracks: 12, 14)
* Taylor Massey – producer (track 13)
* Lawrence "Laze E Laze" Elliott – executive producer

## Charts

| Chart (2009) | Peak position |
| US Top R&B/Hip-Hop Albums (Billboard) | 44 |
| US Independent Albums (Billboard) | 38 |
# Helly metric

In game theory, the Helly metric is used to assess the distance between two strategies. It is named for Eduard Helly.

## Definition

Consider a game $\Gamma =\left\langle {\mathfrak {X}},{\mathfrak {Y}},H\right\rangle$, between player I and II. Here, ${\mathfrak {X}}$ and ${\mathfrak {Y}}$ are the sets of pure strategies for players I and II respectively. The payoff function is denoted by $H=H(\cdot ,\cdot )$. In other words, if player I plays $x\in {\mathfrak {X}}$ and player II plays $y\in {\mathfrak {Y}}$, then player I pays $H(x,y)$ to player II.
The Helly metric $\rho (x_{1},x_{2})$ is defined as
    $\rho (x_{1},x_{2})=\sup _{y\in {\mathfrak {Y}}}\left|H(x_{1},y)-H(x_{2},y)\right|.$
The metric so defined is symmetric, reflexive, and satisfies the triangle inequality.

## Properties

The Helly metric measures distances between strategies, not in terms of the differences between the strategies themselves, but in terms of the consequences of the strategies. Two strategies are distant if their payoffs are different. Note that $\rho (x_{1},x_{2})=0$ does not imply $x_{1}=x_{2}$ but it does imply that the consequences of $x_{1}$ and $x_{2}$ are identical; and indeed this induces an equivalence relation.
If one stipulates that $\rho (x_{1},x_{2})=0$ implies $x_{1}=x_{2}$, then the topology so induced is called the natural topology.
The metric on the space of player II's strategies is analogous:
    $\rho (y_{1},y_{2})=\sup _{x\in {\mathfrak {X}}}\left|H(x,y_{1})-H(x,y_{2})\right|.$
Note that $\Gamma$ thus defines two Helly metrics: one for each player's strategy space.

## Conditional compactness

Recall the definition of $\epsilon$-net: A set $X_{\epsilon }$ is an $\epsilon$-net in the space $X$ with metric $\rho$ if for any $x\in X$ there exists $x_{\epsilon }\in X_{\epsilon }$ with $\rho (x,x_{\epsilon })<\epsilon$.
A metric space $P$ is conditionally compact (or precompact), if for any $\epsilon >0$ there exists a finite $\epsilon$-net in $P$. Any game that is conditionally compact in the Helly metric has an $\epsilon$-optimal strategy for any $\epsilon >0$. fMoreover, if the space of strategies for one player is conditionally compact, then the space of strategies for the other player is conditionally compact (in their Helly metric).
# Pierre Berault

Pierre Berault was a 17th-century French grammarian. A Jesuit, Berault converted to Protestantism in 1671 and subsequently taught French in England.

## Works

* The Church of Rome evidently proved heretick, 1781
* A New, plain, short and compleat French and English grammar, 1688
* Logick, or, The key of sciences, and the Moral science, or, The way to be happy, 1690