OpenLLM-France/wikimedia huggingface dataset:
# Neue Bachgesellschaft

The Neue Bachgesellschaft, or New Bach Society, is an organisation based in Leipzig, Germany, devoted to the music of the composer Johann Sebastian Bach. It was founded in 1900 as the successor to the Bach Gesellschaft, which between 1850 and 1900 produced a complete edition of Bach's works, publishing many pieces for the first time. On completion of these collected works (the Bach-Ausgabe), the original Society dissolved itself.
The new Society approved three enduring projects:
* the annual edition of a Bach-Jahrbuch (Bach yearbook)
* biannual (today: annual) Bachfeste (Bach festivals). The venues of the Bachfest have mainly been in Germany, but the 2012 Festival had an international dimension, being held in Görlitz-Zgorzelec on the German-Polish border.
* the founding of a Bach museum. In 1907 the Society opened the first museum dedicated to Bach at Eisenach, the town where he was born. This Bachhaus is managed by the Bachhaus Eisenach gemeinnützige GmbH, a registered charitable company, with the New Bach Society as its sole associate.
The Society has not been directly involved in publishing scores in the way that its predecessor was. However, in 1950 it recommended that the second complete edition of Bach's music be undertaken, the Neue Bach-Ausgabe (NBA, in English: New Bach Edition). The project was a joint venture of musicologists in Göttingen, West Germany, and Leipzig, East Germany, in order to stress that the common cultural heritage was indivisible.
# Weda (bug)

Weda is a genus of turtle bugs in the family Pentatomidae. There are at least three described species in Weda.

## Species

* Weda parvula (Van Duzee, 1904)
* Weda stylata Barber and Sailer, 1953
* Weda tumidifrons Barber and Sailer, 1953
# Ehretioideae

Ehretioideae is a subfamily of the flowering plant family Boraginaceae.

## Genera

* Bourreria P.Browne
* Cortesia Cav.
* Ehretia P.Browne
* Halgania Gaudich.
* Ixorhea Fenzl
* Lepidocordia Ducke
* Menais Loefl.
* Patagonula L.
* Rochefortia Sw.
* Rotula Lour.
* Tiquilia Pers.
# Acqua pazza

Acqua pazza may refer to:
* Acqua pazza (food), a dish of poached white fish and tomatoes in Italian cuisine
* Acqua pazza (wine), a type of wine made by Mezzadria peasants in Italy
# Estela Celdrán

Estela Celdrán (born 16 December 1984) is a Spanish actress, dramaturge and theatre director.

## Life and career

Estela Celdrán was born in Bilbao. She studied, trained and graduated in theatre, drama and acting (BA) in Ánima Eskola School of Drama, with Marina Shimanskaya and Algis Arlauskas, under the Stanislavsky-Vakhtangov-M.Chekhov-Meyerhold methodology (Russian method), following the methodologies of the Russian classical school. There she coincided with the actor Julen Jiménez, together with whom she was trained.
In 2016, she participated in the theatrical production Snow White/Blanca Nieves, playing the role of The Queen, a production directed by Galder Pérez and staged at the Campos Elíseos Theatre, premiered at the Bilbao Festival of Theatre Schools. The play won the award for best director for Galder Pérez and the award for best actress for Estela Celdrán.
In 2016 she joined the cast of the series Sol Naciente, directed by Iker Bilbao and Alberto Laguna, filmed in the Biscayan town of Amorebieta-Etxano, as one of the protagonists of the series. In 2017 she formed part of the cast of the theatrical production La Percha, directed by David Valdelvira and staged in different theatres throughout Spain.
In 2021, she received the award for best actress at the Santurtzi International Film Festival, in the ninth edition of the festival, in which actress Itziar Ituño received the Serantes award for her professional career.
She is currently an actress, stage director and theatre teacher. As an actress, she is part of the theatre company "La Sombra Teatro", founded in 2008, co-founded by Celdrán.

## Selected filmography and works
### Films

* 2017, Recuerdos, dir. Iker Fernandez
* 2016, Una bala en Kuiper, dir. Jorge Aguirre Pérez
* 2014, El Reencuentro, dir. Iker Arce e Ibai Gómez

### Television

* 2016, Sol Naciente, dir. Iker Bilbao y Alberto Laguna

### Stage (as actress)

* 2022, Who's Afraid of Virginia Woolf?, dir. David Valdelvira
* 2018, El regalo, dir. David Valdelvira (La Sombra Teatro)
* 2017, La percha, dir. David Valdelvira (La Sombra Teatro)
* 2016, Snow White/Blanca Nieves, dir. Galder Pérez
* 2016, Cálidos y fríos, dir. David Valdelvira
* 2014, Yo soy la Revolución, dir. Javier Liñera (Aimara Teatro)
* 2014, Naviera Saturrarán, dir. David Caíña e Iker Arce

### Stage (as theatre director)

* 2017, Hamlet (assistant director)
* 2014, A Midsummer Night's Dream (assistant director)

## Awards

* Buero Vallejo Award (2015), for A Midsummer Night's Dream (assistant director).
* FETABI Award (2016) to Best Actress, for Snow White.
* FETABI Award (2017), for Hamlet (assistant director).
* Santurtzi Film Festival Award (2021), to Best Actress.
# WWF Panda Junior

WWF Panda Junior is a 2004 educational adventure game developed by Neko Entertainment SARL and published by SG Diffusion for Windows. It was the first and only entry in the Safari Adventure game series, which were inspired by the work of the World Wild Fund for Nature (WWF), with between 50 cents and $1 from the purchase price donated to WWF.

## Gameplay and plot

Players take the role of either Alex or Emma as they discover the African continent with the aid of a WWF panda and a forest ranger.

## Critical reception

Jeux Video was disappointed that the gameplay was a bit repetitive and that the game was too short. Meanwhile, Meristation felt it was "near perfect". Absolute Games thought the title mostly achieved its aim of unobtrusive acquaintance of children with the environment.
# Continuous embedding

In mathematics, one normed vector space is said to be continuously embedded in another normed vector space if the inclusion function between them is continuous. In some sense, the two norms are "almost equivalent", even though they are not both defined on the same space. Several of the Sobolev embedding theorems are continuous embedding theorems.

## Definition

Let X and Y be two normed vector spaces, with norms ||·||$_X$ and ||·||$_Y$ respectively, such that X ⊆ Y. If the inclusion map (identity function)
    $i:X\hookrightarrow Y:x\mapsto x$
is continuous, i.e. if there exists a constant C > 0 such that
    $\|x\|_{Y}\leq C\|x\|_{X}$
for every x in X, then X is said to be continuously embedded in Y. Some authors use the hooked arrow "↪" to denote a continuous embedding, i.e. "X ↪ Y" means "X and Y are normed spaces with X continuously embedded in Y". This is a consistent use of notation from the point of view of the category of topological vector spaces, in which the morphisms ("arrows") are the continuous linear maps.

## Examples

* A finite-dimensional example of a continuous embedding is given by a natural embedding of the real line X = R into the plane Y = R$^2$, where both spaces are given the Euclidean norm:
       $i:\mathbf {R} \to \mathbf {R} ^{2}:x\mapsto (x,0)$
    In this case, ||x||$_X$ = ||x||$_Y$ for every real number X. Clearly, the optimal choice of constant C is C = 1.
* An infinite-dimensional example of a continuous embedding is given by the Rellich–Kondrachov theorem: let Ω ⊆ R$^n$ be an open, bounded, Lipschitz domain, and let 1 ≤ p < n. Set
       $p^{*}={\frac {np}{n-p}}.$
    Then the Sobolev space W$^{1,p}$(Ω; R) is continuously embedded in the L$^p$ space L$^{p∗}$(Ω; R). In fact, for 1 ≤ q < p$^∗$, this embedding is compact. The optimal constant C will depend upon the geometry of the domain Ω.
* Infinite-dimensional spaces also offer examples of discontinuous embeddings. For example, consider
       $X=Y=C^{0}([0,1];\mathbf {R} ),$
    the space of continuous real-valued functions defined on the unit interval, but equip X with the L$^1$ norm and Y with the supremum norm. For n ∈ N, let f$_n$ be the continuous, piecewise linear function given by
       $f_{n}(x)={\begin{cases}-n^{2}x+n,&0\leq x\leq {\tfrac {1}{n}};\\0,&{\text{otherwise.}}\end{cases}}$
    Then, for every n, ||f$_n$||$_Y$ = ||f$_n$||$_∞$ = n, but
       $\|f_{n}\|_{L^{1}}=\int _{0}^{1}|f_{n}(x)|\,\mathrm {d} x={\frac {1}{2}}.$
    Hence, no constant C can be found such that ||f$_n$||$_Y$ ≤ C||f$_n$||$_X$, and so the embedding of X into Y is discontinuous.
# Engaeus disjuncticus

Engaeus disjuncticus is a species of crayfish in the family Parastacidae. It is endemic to Australia.
# Lindita (given name)

Lindita is an Albanian female given name, with the meaning "the day is born" - "lind dita".
Notable people bearing this name include:
* Lindita Arapi (born 1972), Albanian writer and journalist
* Lindita Halimi (born 1989), Albanian Kosovar singer and songwriter
* Lindita Idrizi (born 1996), Albanian model
* Lindita Kodra (born 1962), Albanian shooter
* Lindita Nikolla (born 1965), Albanian politician
# Mohammad Nasim Akhundzada

Mullah Mohammad Nasim Akhundzada (died 1990) was a mujahideen commander and Pashtun warlord who operated in Helmand Province, Afghanistan during the 1980s. Based out of Musa Qala in northern Helmand, Nasim was from the Alizai tribe. He issued a fatwa legalizing poppy cultivation in 1981. During the 1980s he gradually consolidated power over most of Helmand, eliminating other mujahideen factions. He was assassinated in March 1990 in Pakistan. His nephew Sher Mohammad Akhundzada was the governor of Helmand until 2005 and is an important Afghan politician.
# Employee pricing

Employee pricing is a selling strategy launched in 2005 by the auto industry to attract customers by using the discounted prices that auto industry employees pay for new cars rather than the sticker price MSRP. The program was first offered that year by General Motors, and later followed by Ford, Chrysler, and some local dealerships. While 2005 was the biggest year for the promotion, it has since been used several times, like during the automotive industry crisis of 2008 to stimulate sales.
Chrysler was the most notable of all during this promotion, with its "Employee Pricing Plus". Characterized by generous incentives combined with rebates on most Chrysler, Dodge, and Jeep models, Chrysler claims their offer bests those "employee discount" prices offered by General Motors or Ford Motor Company.
Lee Iacocca is the celebrity spokesman for the campaign; he appears in summer 2005 ads with Jason Alexander, Snoop Dogg, and his granddaughter.
According to its TV ads and website, the world's first employee pricing program for customers was instituted by The Brick, a Canadian furniture store.
Starting on July 1, 2006, Chrysler reinstituted the Employee Pricing Plus program to run from July 1 to July 31. For the first five days of the program, all Chrysler, Dodge, Jeep dealerships in the United States were open until midnight to support the program, a first in the company's history.
The discounted prices however do not impact profits much, as the margins are recovered with higher sales and better contribution to fixed costs.
Chrysler reinstated employee pricing price starting January 26th, 2009.
# Punjwarian

Punjwarian (Urdu: پنجوڑیاں) is a village of Kharian city, in Gujrat District of Pakistan's Punjab province. The village is about 12 km from the main Kharian city. It is located near Kharian Cantonment. The village residents mainly belong to the Awan tribe.

## Language

As per national census of 1998, Punjabi is the main language of 94% of the Punjwarian population. Urdu, the national language, is spoken widely while English spoken by educated elite.

## Facilities

* Govt. Primary Schools (for boys)
* Govt. Primary School (for girls)
* Barlas public model school ( co education )

## Castes

* Butt (Bhatti)
* Durrani
* Jatt
* Malik
* Mughal Barlas

## Religion

* Islam almost 100% followers

## Agriculture

Most people have agriculture businesses here which are the backbone of the economy.

### Main Crops

* Wheat
* Corn
* Rice
* Sugarcane
* Vegetables
* Fruit
* Pearl millet
# Pugettia gracilis

Pugettia gracilis, commonly known as the graceful kelp crab, is a species of small crab in the family Epialtidae. It lives among forests of kelp on the Pacific coast of North America.

## Description

The carapace (shell) of this small crab is slightly longer than it is wide and grows to a width of 4 cm (1.6 in) in males and 2.8 cm (1.1 in) in females. The rostrum (the part of the carapace in front of the eyes) has two flattened projections which spread apart. The margin of the carapace has a pair of large teeth on either side of the rostrum and another, more flattened pair, slightly further back. The carapace is scattered with small tubercles. The legs are long and bear spines which may help the crab cling onto the kelp. The colour of this crab varies, usually being brown, red or yellow, but sometimes being orange, pink, white or blue. The chelae (claws) have blue extremities, with red, orange or white tips, and the walking legs often have pale bands.

## Distribution and habitat

Pugettia gracilis is native to the west coast of North America, its range extending from the Aleutian Islands, off the coast of Alaska, to Monterey Bay in California. Its typical habitat is among the fronds of kelp, or among the stems of eelgrass, both on exposed coasts and in more sheltered locations. It can occur on pilings, even when there is strong water movement. Its depth range is from the low intertidal zone down to about 140 m (460 ft).

## Ecology

Pugettia gracilis relies on the kelp among which it lives for food and for protection from predators. It sometimes employs fragments of kelp as decoration, but not to the extent of the graceful decorator crab (Oregonia gracilis). It is at its most abundant in late summer, when the canopy of the kelp forest is at its maximum, but is generally found in the higher part of the kelp understory rather than the canopy. In the winter, the kelp dies back, the crab population declines and crabs may hide in rock crevices. Predators of this crab include fish, sea otters and octopuses. When mating, the male crab lies on his back while the female stands over and facing him. The female carries the batch of eggs she lays, which may number upwards of six thousand eggs, under her abdomen.
# Conospermum leianthum

Conospermum leianthum is a species of flowering plant in the family Proteaceae and is endemic to the south-west of Western Australia. It is a shrub with thread-like leaves, and panicles of white and more or less purple, tube-shaped flowers.

## Description

Conospermum leianthum is a shrub that typically grows to a height of up to 1.1 m (3 ft 7 in), its leaves erect, s-shaped or curved, 10–170 mm (0.39–6.69 in) long and 0.5–1.3 mm (0.020–0.051 in) long. The flowers are arranged in panicles in leaf axils, on a peduncle 6–160 mm (0.24–6.30 in) long, each branch of the panicle ending in a dense head, sometimes longer than the leaves. There are hairy, kidney-shaped bracteoles 1.5–3 mm (0.059–0.118 in) long and 1.5–2.5 mm (0.059–0.098 in) wide. The perianth is tube-shaped, 2–4 mm (0.079–0.157 in) long, white with a more or less purple base, the upper lip usually 2–3 mm (0.079–0.118 in) long and 1.2–2 mm (0.047–0.079 in) wide, the lower lip joined for about 0.75 mm (0.030 in), 1.5–2.5 mm (0.059–0.098 in) long and 0.5–1 mm (0.020–0.039 in). Flowering time depends on subspecies, and fruit is a nut covered with woolly, gold-coloured hairs, and 1.5–2 mm (0.059–0.079 in) long and 2 mm (0.079 in) wide.

## Taxonomy

This species was first formally described in 1870 by George Bentham who gave it the name Conospermum polycephalum var. leianthum in his Flora Australiensis, from specimens collected by George Maxwell. In 1904, Ludwig Diels raised the subspecies to Conospermum leianthum in Botanische Jahrbücher für Systematik, Pflanzengeschichte und Pflanzengeographie, and in 1995, Eleanor Marion Bennett described C. leianthum subsp. orientale in the Flora of Australia, and that name, and the autonym are accepted by the Australian Plant Census:
* Conospermum leianthum (Benth.) Diels subsp. leianthum (the autonym) has stem leaves 100–170 mm (3.9–6.7 in) long, the panicles much longer than the leaves, and white or cream-coloured flowers in October and November.
* Conospermum leianthum subsp. orientale E.M.Benn. has stem leaves 40–70 mm (1.6–2.8 in) long, the panicles only slightly longer than the leaves, and white and deep pink flowers from September to December.
The specific epithet (leianthum) means 'smooth flowered'.

## Distribution and habitat

Conospermum leianthum is common in coastal areas between Ravensthorpe and Cape Arid National Park where it grows in sandy soils. Subspecies leianthum is found between Forrestania and east of Esperance in the Coolgardie, Esperance Plains and Mallee bioregions of south-western Western Australia. Subspecies orientale occurs from east of Esperance to Israelite Bay in the Esperance Plains and Mallee bioregions.

## Conservation status

Both subspecies of C. leianthum are listed as "not threatened" by the government of Western Australia.
# Wainville, West Virginia

Wainville is an unincorporated community in Webster County, West Virginia, United States.
# WWRX

WWRX may refer to:
* WWRX (FM), a radio station (107.7 MHz) licensed to Bradford, Rhode Island, United States
* WSKP (AM), a radio station (1180 kHz) licensed to Hope Valley, Rhode Island, United States, which held the call sign WWRX from December 2013 through April 2014
* WVEI-FM, a radio station (103.7 MHz) licensed to Westerly, Rhode Island, United States, which held the call signs WWRX and WWRX-FM from the late 1980s-early 2000s
# WWRX (FM)

WWRX (107.7 MHz) is a rhythmic contemporary music formatted FM radio station licensed to Bradford, Rhode Island, and serving the New London, Connecticut, area. The station is owned by Full Power Radio and broadcasts with an ERP of 1.05 kW.

## History

The station went on the air November 30, 1995, as WKCD, with a smooth jazz format; this was replaced with modern adult contemporary in 1999 (under owners Back Bay Broadcasting and AAA Entertainment). Following a sale to John Fuller's Red Wolf Broadcasting, the current format launched on September 19, 2002; initially using the WHJM call sign, it became WWRX in 2004 after 103.7 FM in Westerly, Rhode Island, changed its call letters from WWRX-FM to WEEI-FM (it is now WVEI-FM).
The station moved its city of license from Pawcatuck, Connecticut, to Ledyard, Connecticut, effective August 22, 2013. On December 24, 2013, WWRX changed its call letters to WSKP, swapping call letters with 1180 AM; the swap was reversed on April 23, 2014. WWRX again moved its community of license on November 16, 2015, from Ledyard, Connecticut, to Bradford, Rhode Island.
# Pultenaea tenuifolia

Pultenaea tenuifolia, commonly known as slender bush-pea, is a species of flowering plant in the family Fabaceae and is endemic to southern Australia. It is a spreading or low-lying to prostrate and mat-forming shrub with hairy branches, narrow lance-shaped leaves, and yellow to orange and red, pea-like flowers.

## Description

Pultenaea tenuifolia is a spreading or low-lying to prostrate and mat-forming shrub that typically grows to a height of up to 1 m (3 ft 3 in) with hairy branches up to 1 m (3 ft 3 in) long. The leaves are narrow lance-shaped, mostly 4–8 mm (0.16–0.31 in) long and 0.3–0.5 mm (0.012–0.020 in) wide with stipules 2–3 mm (0.079–0.118 in) long at the base. The leaves are channelled on the upper surface and often clustered. The flowers are 5–8 mm (0.20–0.31 in) long, sessile and arranged singly or in pairs at the ends of short side-branches surrounded by clustered leaves. The sepals are 4–5 mm (0.16–0.20 in) long and joined at the base with hairy egg-shaped to oblong lobes and bracteoles about 3 mm (0.12 in) long at the base. The petals are yellow to orange and red, the standard petal 4.5–8 mm (0.18–0.31 in) wide, the wings oblong to egg-shaped and 4.0–6.7 mm (0.16–0.26 in) long and the keel semi-circular and 4–6 mm (0.16–0.24 in) long. Flowering occurs from August to December and the fruit is a hairy, egg-shaped pod.

## Taxonomy

Pultenaea tenuifolia was first formally described in 1819 by John Sims in Curtis's Botanical Magazine from an unpublished description by Robert Brown of a specimen cultivated in England. The specific epithet (tenuifolia) means "thin-leaved".

## Distribution and habitat

Slender bush-pea is found in Western Australia, South Australia, Victoria and Tasmania. In Western Australia it grows in near-coastal areas in the Esperance Plains, Jarrah Forest and Warren biogeographic regions and in South Australia from the Eyre Peninsula to the Victorian border. In Victoria it occurs on coastal sand dunes and on the calcareous soils of the Little and Big Deserts. The species is found on granite in north-eastern Tasmania.
# Pultenaea tarik

Pultenaea tarik is a species of flowering plant in the family Fabaceae and is endemic to the Gibraltar Range National Park in New South Wales. It is an erect shrub with hairy, arching branchlets, elliptic to egg-shaped leaves with the narrower end towards the base, and yellow to orange and red to purple, pea-like flowers.

## Description

Pultenaea tarik is an erect shrub that typically grows to a height of 0.15–1.5 m (5.9 in – 4 ft 11.1 in) and has hairy, arching branchlets. The leaves are linear to egg-shaped with the narrower end towards the base, mostly 4–22 mm (0.16–0.87 in) long and 2.0–6.5 mm (0.079–0.256 in) wide with stipules 1–2 mm (0.039–0.079 in) long at the base. The upper surface of the leaves is glabrous but the lower surface is hairy. The flowers are borne in dense, leafy groups near the ends of the branchlets, and are 8–12 mm (0.31–0.47 in) long, each flower on a pedicel 1–2 mm (0.039–0.079 in) long with linear, tapering bracteoles 1.5–4 mm (0.059–0.157 in) long at the side of the sepal tube. The sepals are 5.0–6.5 mm (0.20–0.26 in) long, the standard yellow to orange and 8–12 mm (0.31–0.47 in) long, the wings yellow to orange and 8.2–12 mm (0.32–0.47 in) long and the keel red to purple and 10–11 mm (0.39–0.43 in) long. Flowering occurs from September to October and the fruit is a flattened pod 5.5–7.0 mm (0.22–0.28 in) long.

## Taxonomy and naming

Pultenaea tarik was first formally described in 2004 by Rogier Petrus Johannes de Kok in Australian Systematic Botany from specimens collected by Bob Coveny near Dandahra Falls in the Gibraltar Range National Park in 1993. The specific epithet (tarik) refers to the Gibraltar Range National Park.

## Distribution and habitat

This pultenaea grows in forest on granite in the Gibraltar Range National Park in northern New South Wales.