OpenLLM-France/wikimedia huggingface dataset:
# Cuthill–McKee algorithm

In numerical linear algebra, the Cuthill–McKee algorithm (CM), named after Elizabeth Cuthill and James McKee, is an algorithm to permute a sparse matrix that has a symmetric sparsity pattern into a band matrix form with a small bandwidth. The reverse Cuthill–McKee algorithm (RCM) due to Alan George and Joseph Liu is the same algorithm but with the resulting index numbers reversed. In practice this generally results in less fill-in than the CM ordering when Gaussian elimination is applied.
The Cuthill McKee algorithm is a variant of the standard breadth-first search algorithm used in graph algorithms. It starts with a peripheral node and then generates levels $R_{i}$ for $i=1,2,..$ until all nodes are exhausted. The set $R_{i+1}$ is created from set $R_{i}$ by listing all vertices adjacent to all nodes in $R_{i}$. These nodes are ordered according to predecessors and degree.

## Algorithm

Given a symmetric $n\times n$ matrix we visualize the matrix as the adjacency matrix of a graph. The Cuthill–McKee algorithm is then a relabeling of the vertices of the graph to reduce the bandwidth of the adjacency matrix.
The algorithm produces an ordered n-tuple $R$ of vertices which is the new order of the vertices.
First we choose a peripheral vertex (the vertex with the lowest degree) $x$ and set $R:=(\{x\})$.
Then for $i=1,2,\dots$ we iterate the following steps while $|R|<n$
* Construct the adjacency set $A_{i}$ of $R_{i}$ (with $R_{i}$ the i-th component of $R$) and exclude the vertices we already have in $R$
    $A_{i}:=\operatorname {Adj} (R_{i})\setminus R$
* Sort $A_{i}$ ascending by minimum predecessor (the already-visited neighbor with the earliest position in R), and as a tiebreak ascending by vertex degree.
* Append $A_{i}$ to the Result set $R$.
In other words, number the vertices according to a particular level structure (computed by breadth-first search) where the vertices in each level are visited in order of their predecessor's numbering from lowest to highest. Where the predecessors are the same, vertices are distinguished by degree (again ordered from lowest to highest).
# Harpasus

In Greek mythology, Harpasus (Ancient Greek: Ἄρπασος, romanized: Harpasos, lit. 'snatcher') is the son of Clinis by his wife Harpe, the brother of Lycius, Ortygius and Artemiche. His family venerated Apollo greatly, until they angered him gravely.

## Mythology

One day his father Clinis, having witnessed the Hyperboreans sacrifice donkeys to Apollo, meant to do the same. But Apollo forbid so, under the pain of death. Harpasus's siblings Ortygius and his sister Artemiche persuaded their father to obey the god, while Harparus himself and his other brother Lycius wanted to sacrifice the donkeys. Clinis ended up listening to Ortygius and Artemiche, but Harpasus with Lycius decided to proceed with the sacrifice anyway. Apollo turned the donkeys mad as punishment, who began to devour the family. They all cried for help. Poseidon felt sorry for Harpasus and his mother Harpe, and transformed them both into birds. It is not clear what bird Harpasus turned into, but given his name, it can be safely assumed it was a bird of prey.
# Bayadha

Bayadha (Arabic: اﻟﺒﻴﺎﺿﺔ) is a town and commune, coextensive with Bayadha District, in El Oued Province, Algeria. According to the 2008 census it has a population of 32,926, up from 26,535 in 1998, with an annual growth rate of 2.2%. Most of the commune's population lives in the urban area of the provincial capital El Oued.

## Climate

Bayadha has a hot desert climate (Köppen climate classification BWh), with very hot summers and mild winters. Rainfall is light and sporadic, and summers are particularly dry.

## Transportation

Bayadha effectively forms the inner southern suburbs of El Oued, and is well connected to both the central city and the outer southern suburbs in Robbah. Local roads in the commune also lead northeast to Trifaoui and southeast to Nakhla and El Ogla.

## Education

5.8% of the population has a tertiary education, and another 16.8% has completed secondary education. The overall literacy rate is 80.1%, and is 86.2% among males and 73.4% among females.

## Localities

The commune of Bayadha is composed of seven localities:
* Bayada
* Soualah
* Teraïka
* Sidi Slimane
* Ababsa
* Oued Ouragh
* Ouled Ayed
# Perophora

Perophora is a sea squirt genus in the family Perophoridae. Most species are found in shallow warm water but a few are found in higher latitudes. A colony consists of a number of zooids which bud off from a long slender stolon.

## Characteristics

A Perophora colony consists of a system of stolons from which individual zooids arise at intervals. Each zooid has four or five rows of stigmata in the wall of the atrium, the one exception being Perophora multistigmata which has eight rows. In some cases, the five-rowed species have some stigmata extending over the first and second rows indicating that the primary number of rows is four. In Ecteinascidia, the only other genus in the family, there are always eight or more rows of stigmata, usually twelve to twenty rows. Other distinguishing characteristics are that Perophora has a horizontal gut loop with a short rectum and a testis with usually one, but up to four lobes, situated in the gut loop. In Ecteinascidia the gut loop is curved, the rectum long and the testis multi-lobed.

## Species

The World Register of Marine Species lists the following species:
* Perophora annectens Ritter, 1893
* Perophora bermudensis Berrill, 1932
* Perophora carpenteria Goodbody, 1994
* Perophora clavata Kott, 1985
* Perophora euphues (Sluiter, 1895)
* Perophora hornelli Herdman, 1906
* Perophora hutchisoni Macdonald, 1859
* Perophora jacerens (Tokioka, 1954)
* Perophora japonica Oka, 1927
* Perophora listeri Wiegman, 1835
* Perophora longicaulis Kott, 2003
* Perophora modificata Kott, 1985
* Perophora multiclathrata (Sluiter, 1904)
* Perophora multistigmata Kott, 1952
* Perophora namei Hartmeyer & Michaelsen, 1928
* Perophora psammodes (Sluiter, 1895)
* Perophora regina Goodbody & Cole, 1987
* Perophora sabulosa Kott, 1990
* Perophora sagamiensis Tokioka, 1953
* Perophora tokarae
* Perophora virgulata Monniot, 1997
* Perophora viridis Verrill, 1871
# John Paul II High School in Tarnów

John Paul II High School in Tarnów (Polish: IV Liceum Ogólnokształcące im. Jana Pawła II w Tarnowie) is a general education liceum (high school) in Tarnów, Poland. The school was established in 1945.

## Headteachers

* Janina Dembowska 1945-1946
* Jan Grela 1946-1950
* Jan Padlewski 1950-1951
* Aureliusz Dziunikowski 1951-1970
* Barbara Słowik 1969-1970
* Czesław Sterkowicz 1970-1990
* Anna Skórska 1990
* Władysław Węgiel 1990-2007
* Marek Smoła 2007-2017
* Anetta Święch 2017-

## Notable graduates

* Michał Heller
# Maritsa, Kursk Oblast

Maritsa (Russian: Марица) is a rural locality (Russian: село, lit. 'village') and the administrative center of Maritsky Selsoviet Rural Settlement, Lgovsky District, Kursk Oblast, Russia. Population: 655 (2010 Census); 868 (2002 Census);

## Geography

The village is located on the Prutishche River in the basin of the Seym, 59 km from the Russia–Ukraine border, 64 km west of Kursk, 10 km north of the district center – the town Lgov.

### Climate

Maritsa has a warm-summer humid continental climate (Dfb in the Köppen climate classification).
Climate data for Maritsa :
| Month | Jan | Feb | Mar | Apr | May | Jun | Jul | Aug | Sep | Oct | Nov | Dec | Year |
| Mean daily maximum °C (°F) | −3.9 (25.0) | −3 (27) | 2.9 (37.2) | 13 (55) | 19.3 (66.7) | 22.6 (72.7) | 25.1 (77.2) | 24.4 (75.9) | 18.1 (64.6) | 10.5 (50.9) | 3.5 (38.3) | −1.1 (30.0) | 11.0 (51.7) |
| Daily mean °C (°F) | −6 (21) | −5.5 (22.1) | −0.7 (30.7) | 8.2 (46.8) | 14.6 (58.3) | 18.3 (64.9) | 20.8 (69.4) | 19.8 (67.6) | 13.9 (57.0) | 7.3 (45.1) | 1.3 (34.3) | −3 (27) | 7.4 (45.3) |
| Mean daily minimum °C (°F) | −8.4 (16.9) | −8.5 (16.7) | −4.7 (23.5) | 2.8 (37.0) | 9.1 (48.4) | 12.9 (55.2) | 15.8 (60.4) | 14.7 (58.5) | 9.7 (49.5) | 4 (39) | −1 (30) | −5.2 (22.6) | 3.4 (38.1) |
| Average precipitation mm (inches) | 50 (2.0) | 44 (1.7) | 48 (1.9) | 50 (2.0) | 63 (2.5) | 71 (2.8) | 77 (3.0) | 54 (2.1) | 57 (2.2) | 57 (2.2) | 48 (1.9) | 49 (1.9) | 668 (26.2) |
| Source: https://en.climate-data.org/asia/russian-federation/kursk-oblast/марица-653997/ ||||||||||||||

## Transport

Maritsa is located 14 km from the road of regional importance 38K-017 (Kursk – Lgov – Rylsk – border with Ukraine) as part of the European route E38, on the road 38K-023 (Lgov – Konyshyovka), 20 km from the road of intermunicipal significance 38H-362 (38K-017 – Nikolayevka – Shirkovo), on the roads 38H-437 (38K-023 – Olshanka – Marmyzhi – 38N-362) and 38H-434 (38N-437 – Krasnaya Dubrava). There is a railway halt Maritsa within the locality limits (railway line Navlya – Lgov-Kiyevsky).
The rural locality is situated 70 km from Kursk Vostochny Airport, 153 km from Belgorod International Airport and 273 km from Voronezh Peter the Great Airport.
# List of musical instruments by Hornbostel–Sachs number: 311.221

This is a list of instruments by Hornbostel-Sachs number, covering those instruments that are classified under 311.221 under that system. It includes instruments that are true stick zithers with one resonator.
    3: Instruments in which sound is produced by one or more vibrating strings (chordophones, string instruments).
       31: Instruments which consist solely of a string bearer or a string bearer with a resonator that is not integral to the instrument
          311: Instruments with a string bearer shaped like a bar, or consisting of a sideways board (bar zithers)
             311.2: Instrument has a rigid and inflexible string carrier (stick zither)
                311.22: Instrument has no curved or flexible end (true stick zither)
                   311.221: Instrument has one resonator gourd
These instruments may be classified with a suffix, based on how the strings are caused to vibrate.
* 4: Hammers or beaters
* 5: Bare hands and fingers
* 6: Plectrum
* 7: Bowing
** 71: Using a bow
** 72: Using a wheel
** 73: Using a ribbon
* 8: Keyboard
* 9: Using a mechanical drive

## List

| Instrument | Tradition | Hornbostel–Sachs classification | Description |
| veena vina | India | 311.222 | Semitonically fretted lute with a long, cylindrical shape, resting on two gourds |
# Agios Antonios, Kastoria

Agios Antonios (Greek: Άγιος Αντώνιος, before 1928: Ζέρβαινη – Zervaini; Bulgarian and Macedonian: Жервени, Zherveni or Žerveni) is a village in Kastoria Regional Unit, Macedonia, Greece.
Zervaini (Zhèrveni) was inhabited by Slavic speaking Muslims and its villagers (called Zherventsi) had converted to Islam in 1800. Zervaini villagers spoke the same dialect of the wider Koresta region and only a few men could speak Turkish. After their religious conversion, intermarriage with surrounding Christian villages ceased and their spoken Slavic dialect diverged by keeping some archaic linguistic features lost in other villages and the emergence of new local forms.
The 1920 Greek census recorded 537 people in the village, and 500 inhabitants (55 families) were Muslim in 1923. Following the Greek–Turkish population exchange, the Muslim population of Zervaini entered Turkey through İzmir and Mersin and most resettled in Mustafapaşa with a small number in Cemilköy. Muslim Zervaini people in Turkey had difficulties adjusting to their new environment, due to language differences and unfriendly locals. In early twenty first century Turkey, young people descended from Muslim Zervaini villagers do not speak their Slavic dialect and certain elderly individuals have knowledge of it. Zervaini villagers in Turkey call their language Makedonski (Macedonian).
After the population exchange, Greek refugee families in Zervaini were from Asia Minor (2) and Pontus (48) in 1926. The 1928 Greek census recorded 185 village inhabitants. In 1928, the refugee families numbered 50 (180 people). After the population exchange, the village mosque was destroyed and a church built in its place. In the modern period, the village population is descended from Pontian refugees.
# The Phantom Musketeer

The Phantom Musketeer (Italian: Il Moschettiere fantasma) is a 1952 Italian historical adventure film directed by Max Calandri and starring Vasito Bastino, Tamara Lees, Rossana Podestà and Clara Calamai. The film's sets were designed by the art director Nino Maccarones.

## Cast

* Vasito Bastino as Claudio Venier
* Tamara Lees as Sibilla
* Rossana Podestà as Ornella
* Clara Calamai as Marina Venier
* Elio Steiner as inquisitore Badoero
* Isa Pola as contessa Ferrer
* Gianni Rizzo as Pierre de La Tour
* Carlo Ninchi as doge Donato
* Inge Borg as suor Angelica
# Fastiv Raion

Fastiv Raion (Ukrainian: Фастівський район) is a raion (district) in Kyiv Oblast of Ukraine. Its administrative center is the city of Fastiv. Population: 184,095 (2022 estimate).
On 18 July 2020, as part of the administrative reform of Ukraine, the number of raions of Kyiv Oblast was reduced to seven, and the area of Fastiv Raion was significantly expanded. The January 2020 estimate of the raion population was 30,331 (2020 est.).

## Subdivisions
### Current

After the reform in July 2020, the raion consisted of 10 hromadas:
Fastiv Raion subdivisions :
| Hromada (Community) | Admin. center | Population (2020) | Transferred/Retained from |
| Boiarka urban | Boiarka | 53,620 | Kyiv-Sviatoshyn Raion; |
| Byshiv rural | Byshiv | 6,073 | Makariv Raion; |
| Chabany settlement | Chabany | 11,404 | Kyiv-Sviatoshyn Raion; |
| Fastiv urban | Fastiv | 62,720 | city of oblast significance of Fastiv; |
| Hatne rural | Hatne | 9,417 | Kyiv-Sviatoshyn Raion; |
| Hlevakha settlement | Hlevakha | 12,776 | Vasylkiv Raion; |
| Kalynivka settlement | Kalynivka | 15,777 | Vasylkiv Raion; |
| Kozhanka settlement | Kozhanka | 8,050 | |
| Tomashivka rural | Tomashivka | 3,957 | |

### Before 2020

Before the 2020 reform, the raion consisted of two hromadas,
* Kozhanka settlement hromada with the administration in Kozhanka;
* Tomashivka rural hromada with the administration in Tomashivka.
# Clumping factor

The clumping factor is a measurement of how density varies within a gaseous medium, and is commonly used in astrophysical settings where gas is not distributed uniformly. Gas densities can vary over many orders of magnitude, from the low density plasma in the Intergalactic medium between galaxies, to the neutral and dense molecular regions in the interstellar medium inside of galaxies. Moreover, gas throughout space is turbulent implying it has density structure on all spatial scales.
The amount that gas clumps is important to know in astronomy when trying to infer gas properties from observations. The clumping of gas, and not just the amount of gas present, affects the luminosity of gas as it cools. The clumping factor is a measure of the density variation of a medium. It is defined as:
    $\operatorname {C} (\rho )=\langle \rho ^{2}\rangle /\langle \rho \rangle ^{2}$
where averaging is spatial. It is related to the variance of the density field by the square of the average density:
    $\operatorname {C} (\rho )=\operatorname {Var} (\rho )/\operatorname {E} (\rho )^{2}+1.$
Cooling rates and emission scale as the particle number density squared (collision rates have this scaling). Therefore, the clumping factor can be used to convert from density inferred by emission observations assuming uniform density, to true average gas density:
    $\rho _{true}={\frac {\rho _{obs}}{\operatorname {C} ^{1/2}}}$
# Lower Saxony State Prize

The Lower Saxony State Prize (German: Niedersächsischer Staatspreis) has been awarded by the State of Lower Saxony since 2002. From 1978 to 1999 it was called the Lower Saxony Prize (German: Niedersachsenpreis). The award is presented by the Prime Minister of Lower Saxony. The prize has been awarded to personalities who have made outstanding services to the state through their outstanding work in the fields of culture, women, social affairs, science, the environment or the economy. The award is endowed with €35,000 and can be shared. The award winners are selected by a voluntary jury consisting of up to ten people from Lower Saxony.

## Recipients Lower Saxony Prize

| Jahr | Journalism | Culture | Science |
| 1978 | Walter Kempowski | Knabenchor Hannover (conductor: Heinz Hennig) | Reinhold Tüxen |
| 1979 | Fritz Wolf [de] | Eduard Lohse | Georg Schnath |
| 1980 | Wolfgang Wagner | Richard Oelze | Manfred Eigen |
| 1981 | Westermanns Monatshefte | Dieter Oesterlen | Heinz Hundeshagen |
| 1982 | Friedrich Bohne | Helmut Ottenjann | Walter Bruch |
| 1983 | Walther Killy | Alfred Koerppen | Günther Patzig |
| 1984 | Hugo Dittberner | Emil Cimiotti | Fritz Sennheiser |
| 1985 | Guntram Vesper | Karl-Heinz Kämmerling | Günter Schmahl |
| 1986 | — | Harry und Guntram Hillebrand | Franz Wieacker |
| 1986 | — | Jürgen Ahrend | — |
| 1987 | Franz Schmedt | Mädchenchor Hannover | Rudolf Pichlmayr |
| 1988 | — | Arne Eggebrecht | Madjid Samii, Hellmut Glubrecht |
| 1989 | — | Richard Jakoby | Fritz Peter Schäfer, Albrecht Schöne |
| 1990 | — | Helen Donath | Paul Raabe, Erwin Neher |
| 1991 | Kurt Morawietz | Henri Nannen | Bernhard Ulrich [de] |
| 1992 | Eike Christian Hirsch | Lajos Rovatkay | Manfred R. Schroeder |
| 1993 | Ruth Klüger | Christiane Möbus | Andreas Büchting |
| 1994 | Petra Muschaweck-Kürten | Thomas Quasthoff | Ernst G. Bauer |
| 1995 | Tilman Zülch | Ruth Falazik | Jens Frahm |
| 1996 | Oskar Negt | Sabine Meyer | Hans-Georg Musmann |
| 1997 | Uri Avnery | Gunter Hampel | Wolfgang Junge |
| 1998 | Heinz Ludwig Arnold | Doris Dörrie | Ernst Schubert |
| 1999 | Gerlind Reinshagen | Ingo Metzmacher | Heinz Haferkamp |
* 2000 award not given
* 2001 Timm Ulrichs, Jürgen Großmann

## Recipients Lower Saxony State Prize

* 2002 Axel Haverich
* 2003 Georg Baselitz
* 2004 Peter Gruss
* 2005 Hans Georg Näder, Christiane Iven
* 2006 Gerhard Steidl, Christian von Bar
* 2007 Heinz Rudolf Kunze, Eva-Maria Neher
* 2008 Stefan Hell
* 2009 Aloys Wobben, Heinrich Riebesehl
* 2010 Wilhelm Krull, Ulrich Tukur
* 2012 Georg Klein, Ulrich Reimers
* 2014 Gudrun Schröfel, Scorpions (Rudolf Schenker, Klaus Meine und Matthias Jabs)
* 2016 Bruce Allen, Alessandra Buonanno, Karsten Danzmann
* 2018 Stefan Aust, Jan-Dieter Bruns
* 2020 Igor Levit, Edith Bischof
# Cryptocarya whiffiniana

Cryptocarya whiffiniana is a species of flowering plant in the family Lauraceae and is endemic to north Queensland. It is a tree with oblong, lance-shaped or narrowly elliptic leaves, creamy green flowers, and elliptic glaucous or black drupes.

## Description

Cryptocarya whiffiniana is a tree that typically grows to a height of up to 20 m (66 ft), its stems buttressed. Its leaves are oblong, lance-shaped or narrowly elliptic, 70–110 mm (2.8–4.3 in) long and 20–40 mm (0.8–1.6 in) wide, on a petiole 5–8 mm (0.20–0.31 in) long. The flowers are creamy green but not perfumed, and arranged in panicles shorter than the leaves. The perianth tube is 1.5–1.6 mm (0.059–0.063 in) long and about 0.6 mm (0.024 in) wide, the outer tepals 1.9–2.1 mm (0.075–0.083 in) long and 0.9–1.1 mm (0.035–0.043 in) wide, the inner tepals 1.8–2.1 mm (0.071–0.083 in) long and about 1.2 mm (0.047 in) wide. The outer anthers are 0.4–0.8 mm (0.016–0.031 in) long and 0.5–0.6 mm (0.020–0.024 in) wide, the inner anthers 0.7–0.9 mm (0.028–0.035 in) long and 0.4–0.5 mm (0.016–0.020 in) wide. Flowering has been recorded in August and November, and the fruit is an elliptic glaucous or black drupe, 10–13 mm (0.39–0.51 in) long and 8–9 mm (0.31–0.35 in) wide with cream-coloured cotyledons.

## Taxonomy

Cryptocarya whiffiniana was first formally described in 2007 by J. Le Cussan and Bernard Hyland in the appendix to the Flora of Australia from specimens collected near Gadgarra in 1988. The specific epithet (whiffiniana) honours "Dr. Trevor Whiffin...who has a long-standing interest in rainforest species".

## Distribution and habitat

This species of Cryptocarya grows in rainforest at altitudes from 520 to 720 m (1,710 to 2,360 ft) from the Lamb Range to the Gadgarra area in north Queensland.

## Conservation status

This species of Cryptocarya is listed as "of least concern" under the Queensland Government Nature Conservation Act 1992.
# Le Truel

Le Truel (French pronunciation:; Occitan: Lo Truèlh) is a commune in the Aveyron department in southern France. The village was in the ancient province of Rouergue where they spoke in the rouergat patois of Occitan.

## Geography

The commune is on the southern edge of the Massif Central. The hamlets to the north have commanding views of the Cevennes and the Millau Viaduct, which is 20 miles (32 km) to the west. The commune is approached along the D200 which connects it to the A75 autoroute. The D200 runs alongside the Tarn which has been dammed and provides the power for two hydro-electric generating plants, Jourdanie and Le Pouget.

## Economy

The economy is rural and traditionally was based on the raising of sheep to produce milk for sheep cheeses such as Roquefort. The agriculture has diversified into the raising of veal calves.

### Barrage du Truel

The Tarn has been dammed there and electricity is generated by two Kaplan turbines producing 27 KW.

### Le Pouget

Adjacent to the Barrage du Truel at 275 metres, is the Le Pouget power station. It is powered by waters from the Lévézou plateau delivered by penstocks from the Lac de Villefranche-de-Panat and the Lac de Saint-Amans both at 727 m. Le Pouget delivers 440 MW.
# John Flavelle

John Flavelle (1863–1947) was a British tennis player with a long career.
Flavelle was a medical doctor. He was married to fellow player Helen Reckitt. According to A. Wallis Myers, John Flavelle travelled all over the world playing and watching tennis (which was unusual in that era). Of Flavelle's style of play, A. Wallis Myers (in his book Lawn Tennis At Home and Abroad in 1903) said "He is essentially a baseline player and, volleying only on the rarest of occasions and with a somewhat indifferent service, relies almost entirely on a low forehand drive on which he gets a lot of top." At his first Wimbledon in 1895, Flavelle lost in the quarter finals to Ernest Meers. At Wimbledon 1898 he lost in the quarterfinals to Laurence Doherty, though he did win a set. Flavelle reached the Wimbledon last 16 in 1906 (beating George Simond before losing to Sydney Smith). In his last appearance aged 57 in 1920, Flavelle lost easily in round one to Bill Johnston. Flavelle was runner up in several important tournaments: the German Open in 1902 (Challenge Round to Max Decugis) and 1903 (all comer's final to Major Ritchie), the French Covered Court Championships in 1905 (to Ritchie) and Queen's in 1906 (losing to Ritchie).
# Corythoxestis pentarcha

Corythoxestis pentarcha is a moth of the family Gracillariidae. It is known from Réunion, Malaysia, and Sri Lanka. The hostplants for the species include Coffea robusta and Amomum magnificum.

## Subspecies

* Corythoxestis pentarcha pentarcha
* Corythoxestis pentarcha borbonica Guillermet, 2011 (Réunion)
# Los dos apóstoles

Los dos apóstoles ("The Two Apostles") is a 1966 Mexican comedy film. It stars Luis Aguilar and Sara García.

## Cast

as per credits order
* Luis Aguilar as Juan Heredia
* Fernando Casanova as Pedro Heredia
* Lucha Moreno
* Dacia González
* Sara García as Doña Angustias
* Andrés Soler as Don Serapio
* Armando Soto La Marina as 'Chicote'
* Miguel Arenas
* José Eduardo Pérez
* Lucha Palacios
* Héctor Suárez as the Padre