OpenLLM-France/wikimedia huggingface dataset:
# Gracia

Gracia may refer to:

## Places

* Gràcia, a district of Barcelona, Catalonia, Spain
** Passeig de Gràcia, a street
** Carrer Gran de Gràcia, a street
** Travessera de Gràcia, a street
* Alta Gracia, a city located in the Province of Córdoba, Argentina

## Given name

* Gracia Baur (born 1982), German singer
* Gracia Baylor (born 1929), Australian politician
* Gracia Hillman, member of the Election Assistance Commission in the United States
* Hosokawa Gracia (1563–1600), daughter of the samurai Akechi Mitsuhide during the Sengoku era of Japan
* Gracia Mendes Nasi (1510–1569), Portuguese philanthropist and businesswoman; one of the wealthiest Jewish women during the Renaissance
* Gracia Shadrack, Vanuatuan politician and Speaker of the Vanuatu Parliament (2020–2021)

## Surname

* Almudena Gracia Manzano (born 1969), Spanish actress, singer, and television presenter, better known as Malena Gracia
* Cédric Gracia (born 1978), French cyclist
* Javi Gracia (born 1970), Spanish footballer and football manager
* Marian Rivera Gràcia (born 1984), Spanish-born Filipino actress and model, better known as Marian Rivera
* Rubén Gracia Calmache (born 1981), Spanish footballer, better known as Cani
* Sancho Gracia (1936–2012), Spanish actor

## Other uses

* Gracia (Saint-Émilion), a Bordeaux garagiste winery
* La Campana de Gràcia, Catalan weekly satirical magazine
* Gracia (restaurant), a Mexican restaurant in Seattle, Washington
# 2000 European Athletics Indoor Championships – Women's 3000 metres

The women's 3000 metres event at the 2000 European Athletics Indoor Championships was held on February 25–27.

## Medalists

| Gold | Silver | Bronze |
| Gabriela Szabo Romania | Lidia Chojecka Poland | Marta Domínguez Spain |

## Results
### Heats

First 4 of each heat (Q) and the next 4 fastest (q) qualified for the final.
| Rank | Heat | Name | Nationality | Time | Notes |
| 1 | 1 | Gabriela Szabo | Romania | 8:50.44 | Q |
| 2 | 1 | Daniela Yordanova | Bulgaria | 8:50.50 | Q, NR |
| 3 | 1 | Jeļena Prokopčuka | Latvia | 8:51.02 | Q, NR |
| 4 | 1 | Marta Domínguez | Spain | 8:51.51 | Q, NR |
| 5 | 1 | Veerle Dejaeghere | Belgium | 8:51.96 | q, NR |
| 6 | 2 | Lidia Chojecka | Poland | 8:58.03 | Q |
| 7 | 2 | Olga Yegorova | Russia | 8:58.17 | Q |
| 8 | 2 | Fatima Yvelain | France | 8:58.34 | Q, PB |
| 9 | 2 | Helena Javornik | Slovenia | 8:59.75 | Q |
| 10 | 2 | Hayley Parry-Tullett | Great Britain | 9:00.62 | q |
| 11 | 1 | Yamina Belkacem | France | 9:00.89 | q, SB |
| 12 | 2 | Cristina Petite | Spain | 9:03.75 | q, SB |
| 13 | 1 | Silvia Sommaggio | Italy | 9:04.29 | |
| 14 | 2 | Luminita Gorgirlea | Romania | 9:06.47 | SB |
| 15 | 2 | Ana Dias | Portugal | 9:11.13 | |
| 16 | 1 | Alesia Turava | Belarus | 9:12.88 | PB |
| | 1 | Ebru Kavaklioglu | Turkey | DNF | |
| | 2 | Aysen Barak | Turkey | DNF | |
| | 1 | Violeta Szekely | Romania | DNS | |
| | 2 | Anja Smolders | Belgium | DNS | |

### Final

| Rank | Name | Nationality | Time | Notes |
| | Gabriela Szabo | Romania | 8:42.06 | |
| | Lidia Chojecka | Poland | 8:42.42 | NR |
| | Marta Domínguez | Spain | 8:44.08 | NR |
| 4 | Jeļena Prokopčuka | Latvia | 8:44.66 | NR |
| 5 | Daniela Yordanova | Bulgaria | 8:47.45 | NR |
| 6 | Olga Yegorova | Russia | 8:49.18 | PB |
| 7 | Hayley Parry-Tullett | Great Britain | 8:55.31 | |
| 8 | Fatima Yvelain | France | 8:56.55 | PB |
| 9 | Veerle Dejaeghere | Belgium | 8:59.66 | |
| 10 | Helena Javornik | Slovenia | 9:00.85 | |
| 11 | Yamina Belkacem | France | 9:03.08 | |
| 12 | Cristina Petite | Spain | 9:08.71 | |
# Grand Street station (IRT Third Avenue Line)

The Grand Street station was a station on the demolished IRT Third Avenue Line in Manhattan, New York City over the Bowery. It had three tracks and two island platforms. This station closed on May 12, 1955, with the ending of all service on the Third Avenue El south of 149th Street.
# Marcus Junius Homullus

Marcus Junius Homullus was a Roman senator active in the late 1st and early 2nd centuries AD, who occupied a number of offices in the imperial service. He also served as suffect consul for the nundinium of September to December 102 as the colleague of Lucius Antonius Albus. Bernard Rémy notes that his cognomen, "Homullus", appears primarily in Italy, so this may be where his origins lie.
Pliny the Younger mentions Homullus in three of his letters. In the first, Pliny mentions that Homullus and Tiberius Catius Caesius Fronto defended Julius Bassus against charges of malfeasance while governor of Bithynia and Pontus. In the second, Pliny writes how he and Homullus defended Varenus Rufus against exactly the same charges. In the third, Pliny writes that Homullus spoke in the matter of reforming the rules of Senate elections.
Only one office is securely attested for Homullus: governor of the imperial province of Cappadocia; Werner Eck dates his tenure in that province from the year 111 to the year 114. He was the first governor of this province after its creation when the earlier province that covered most of Asia Minor was divided into Cappadocia and Galatia. While he was governor, the emperor Trajan visited the province while he was engaged on his Parthian campaign; when the Armenian king Parthamasiris demanded that Trajan send to him Homullus, Trajan instead sent Homullus' son. This son has been identified as the suffect consul of 128, Marcus Junius Homullus.
Homullus may have been the M. Junius who was pontifex in the year 101–102, whose calator was M. Junius Epaphroditus.

## Homullus and the Emperor

William McDermott has identified this Junius Homullus as the Homullus who is quoted in the Historia Augusta as saying to Trajan, "Domitian was a bad emperor, but had good advisors." McDermott believes this anecdote was drawn from the hypothetical source for the Historia Augusta, the history of Marius Maximus. He notes that the identification is only possible if Homullus had an opportunity to confront Trajan, and points out the two were together in Cappadocia. Trajan had come under the influence of his military advisors, and had decided to expand the borders of the empire. "Such an eastern campaign must have been considered a dubious exploit, or even disastrous, by many of the members of the senate, even though it only gradually became evident how far the emperor would go," McDermott writes. "Surely Hadrian, if he were consulted, and his clique must have been appalled."
McDermott speculates further that Homullus counted on Trajan's affability to avoid a charge of maiestas laesa; however, Trajan decided to replace him with Lucius Catilius Severus. "Whether Homullus held any further office is not known," McDermott writes, "but his confrontation with Trajan was so much in accordance with Hadrian's future actions as emperor that he probably fared well after Trajan's death."
# Nielsine

Nielsine is a given name. Notable people with the name include:
* Nielsine Nielsen (1850–1916), first female academic and physician in Denmark
* Nielsine Paget, a New Zealand homemaker and community worker
* Nielsine Petersen (1851–1916), Danish sculptor
# Nielson

Nielson is a surname. Notable people with the surname include:
* Claire Nielson (born 1937), British television actress
* Howard C. Nielson (1924–2020), American politician from Utah; U.S. Representative 1983–91
* Niel Nielson (born 1954), American academic; president of Covenant College, Georgia, USA
* Poul Nielson (born 1943), Danish politician and government minister
* Nielson (singer) (born 1989), Dutch singer-songwriter
# Gram–Euler theorem

In geometry, the Gram–Euler theorem, Gram-Sommerville, Brianchon-Gram or Gram relation (named after Jørgen Pedersen Gram, Leonhard Euler, Duncan Sommerville and Charles Julien Brianchon) is a generalization of the internal angle sum formula of polygons to higher-dimensional polytopes. The equation constrains the sums of the interior angles of a polytope in a manner analogous to the Euler relation on the number of d-dimensional faces.

## Statement

Let $P$ be an $n$-dimensional convex polytope. For each k-face $F$, with $k=\dim(F)$ its dimension (0 for vertices, 1 for edges, 2 for faces, etc., up to n for P itself), its interior (higher-dimensional) solid angle $\angle (F)$ is defined by choosing a small enough $(n-1)$-sphere centered at some point in the interior of $F$ and finding the surface area contained inside $P$. Then the Gram–Euler theorem states: $\sum _{F\subset P}(-1)^{\dim F}\angle (F)=0$In non-Euclidean geometry of constant curvature (i.e. spherical, $\epsilon =1$, and hyperbolic, $\epsilon =-1$, geometry) the relation gains a volume term, but only if the dimension n is even:$\sum _{F\subset P}(-1)^{\dim F}\angle (F)=\epsilon ^{n/2}(1+(-1)^{n})\operatorname {Vol} (P)$Here, $\operatorname {Vol} (P)$ is the normalized (hyper)volume of the polytope (i.e, the fraction of the n-dimensional spherical or hyperbolic space); the angles $\angle (F)$ also have to be expressed as fractions (of the (n-1)-sphere).
When the polytope is simplicial additional angle restrictions known as Perles relations hold, analogous to the Dehn-Sommerville equations for the number of faces.

## Examples

For a two-dimensional polygon, the statement expands into:$\sum _{v}\alpha _{v}-\sum _{e}\pi +2\pi =0$where the first term $A=\textstyle \sum \alpha _{v}$ is the sum of the internal vertex angles, the second sum is over the edges, each of which has internal angle $\pi$, and the final term corresponds to the entire polygon, which has a full internal angle $2\pi$. For a polygon with $n$ faces, the theorem tells us that $A-\pi n+2\pi =0$, or equivalently, $A=\pi (n-2)$. For a polygon on a sphere, the relation gives the spherical surface area or solid angle as the spherical excess: $\Omega =A-\pi (n-2)$.
For a three-dimensional polyhedron the theorem reads:$\sum _{v}\Omega _{v}-2\sum _{e}\theta _{e}+\sum _{f}2\pi -4\pi =0$where $\Omega _{v}$ is the solid angle at a vertex, $\theta _{e}$ the dihedral angle at an edge (the solid angle of the corresponding lune is twice as big), the third sum counts the faces (each with an interior hemisphere angle of $2\pi$) and the last term is the interior solid angle (full sphere or $4\pi$).

## History

The n-dimensional relation was first proven by Sommerville, Heckman and Grünbaum for the spherical, hyperbolic and Euclidean case, respectively.
# Han Hyun-sun

Han Hyun-sun (born 24 July 1973) is a South Korean basketball player. She competed in the women's tournament at the 1996 Summer Olympics.
# Herpolirion

Herpolirion is a genus of perennial herbs in the family Asphodelaceae, subfamily Hemerocallidoideae. The sole species is Herpolirion novae-zelandiae, commonly known as sky lily. It is native to New Zealand as well as the states of New South Wales, Victoria and Tasmania in Australia.
The species was first formally described in 1853 by Joseph Dalton Hooker based on specimens collected by William Colenso from the plains near Taupō in the North Island of New Zealand. Hooker's description was published in 1853 in The botany of the Antarctic voyage of H.M. discovery ships Erebus and Terror. II. Flora Novae-Zelandiae.
# Gottfried Nägele

Gottfried Nägele (10 November 1841 – 27 January 1914) was a German Catholic priest, collector of shells, and a malacologist who described several new species. He came to be called the "snail priest" („Schneckenpfarrer“) because of his interests.
Nägele was born in the farming family of Johann (1795–1843) and Ottilia née Morath (1807–1884) at the Kohlhalder Hof, Ebnet (Bonndorf im Schwarzwald). He grew up with older sisters who take care of him after the death of his father in 1843. After schooling at Sommerau and Ebnet he went to high school in Donaueschingen in 1860 and then to Konstanz four years later. Evenings were spent grazing the family cattle and he once noted a rare species of orchid in the meadows. He became interested in the plants of the Black Forest region. After studying theology at Freiburg im Breisgau he was ordained priest in 1868. He worked at Griessen, Neustadt and Waldshut before finally becoming parish administrator at Waltersweier near Offenburg from 1873 and remaining there until his death. Nägele corresponded with Oskar Boettger and Wilhelm Kobelt at the Senckenberg Natural History Museum in Frankfurt on matters of molluscs. He sold duplicate shells to collectors and donated the money from it to his Catholic mission. He donated his collections of shells which included specimens from the orient collected by others to his colleague Justus Knecht who transferred it to the Ursulines of the Freiburg Catholic Institute. It was transferred to the Senckenberg Museum in 1941.
# MASON (Java)

MASON is a multi-agent simulation environment developed in Java.

## Development

MASON is developed at George Mason University's Evolutionary Computation Laboratory in conjunction with the GMU Center for Social Complexity. First released in 2003, the environment continues to be maintained and kept up to date. The name, as well as referring to the parent institution, derives from the acronym Multi-Agent Simulator Of Neighborhoods (or Networks).
MASON development started within the Java.net environment, then moved to Google Code and is now at GitHub.
Whilst MASON is less extensive than other similar libraries it is designed with simplicity and execution speed as a priority.

## Applets

Applets developed using MASON include Craig Reynolds' Boids algorithm, Balls and Bands, a simulation of Hooke's Law, an L-system generator, Conway's Game of Life, Sugarscape and autonomous multi-robot systems.
MASON may be used with the Eclipse Integrated development environment.
# 1936–37 Istanbul Football League

The 1936–37 İstanbul Football League season was the 29th season of the league. Fenerbahçe SK won the league for the 9th time.

## Season

| Pos | Team | Pld | W | D | L | GF | GA | GD | Pts |
| 1 | Fenerbahçe SK | 11 | 11 | 0 | 0 | 47 | 1 | +46 | 33 |
| 2 | Güneş SK | 11 | 8 | 2 | 1 | 32 | 6 | +26 | 29 |
| 3 | Galatasaray SK | 11 | 8 | 1 | 2 | 43 | 10 | +33 | 28 |
| 4 | Beşiktaş JK | 11 | 8 | 1 | 2 | 39 | 12 | +27 | 28 |
| 5 | Beykoz 1908 S.K.D. | 11 | 3 | 4 | 4 | 22 | 22 | 0 | 21 |
| 6 | Vefa SK | 11 | 4 | 2 | 5 | 27 | 27 | 0 | 21 |
| 7 | Eyüpspor | 11 | 3 | 2 | 6 | 13 | 40 | −27 | 19 |
| 8 | Küçükçekmece SK | 11 | 3 | 2 | 6 | 22 | 26 | −4 | 18 |
| 9 | İstanbulspor | 11 | 2 | 3 | 6 | 22 | 30 | −8 | 18 |
| 10 | Topkapı SK | 11 | 3 | 1 | 7 | 26 | 49 | −23 | 18 |
| 11 | Üsküdar Anadolu SK | 11 | 4 | 0 | 7 | 16 | 33 | −17 | 18 |
| 12 | Hilal SK | 11 | 0 | 0 | 11 | 7 | 60 | −53 | 10 |
* ↑ 1 point deducted?
* ↑ 1 point deducted?
* ↑ 1 point deducted?
# Mölltaler Polinik

The Mölltaler Polinik, at 2,784 m (9,134 ft), is the highest mountain of the Kreuzeck group, a southern part of the High Tauern range in the Austrian state of Carinthia.

## Geography

The peak rises south of the villages of Flattach and Obervellach in the Möll Valley. From Obervellach a footpath leads past the Polinikhaus lodge (1,873 m (6,145 ft), run by Mölltal Section of the Austrian Alpine Club) to the summit.
From Flattach the mountain may be climbed through the 200 m (660 ft) deep Ragga Ravine (Raggaschlucht), a protected natural monument, where a winding boardwalk leads across numerous waterfalls up to the Raggaalm pasture.
# NBUF

NBUF may refer to:
* National Black United Fund
* National Black United Front
# 1938 in Chile

The following lists events that happened during 1938 in Chile.

## Incumbents

* President of Chile: Arturo Alessandri (until 25 December), Pedro Aguirre Cerda

## Events
### September

* 5 September – Seguro Obrero massacre

### October

* 25 October – Chilean presidential election, 1938

## Births

* date unknown – Óscar Hahn
* 18 January – Manuel Rodríguez (footballer) (d. 2018)
* 2 February – Sergio Ortega (d. 2003)
* 2 March – Ricardo Lagos
* 21 May – Luis Hernán Álvarez (d. 1991)
* 7 June – Armando Tobar (d. 2016)
* 7 October – Carlos Contreras (footballer, born 1938) (d. 2020)
* 9 October – Humberto Donoso (d. 2000)
* 7 November – Eugenio Pizarro
* 25 November – Alberto Valentini (d. 2009)
* 20 December – Patricio Rodríguez (d. 2020)

## Deaths

* 22 May – Víctor Morales (Chilean footballer)
* 25 July – Luis Altamirano
# Lucy Cooke

Lucy Cooke (born 1969/1970) is a British zoologist, author, television producer, director, and presenter.

## Early life and education

Cooke was born and raised in East Sussex. She has an undergraduate masters in zoology from New College, Oxford, where she was tutored by Richard Dawkins.

## Career

Cooke began her career in television comedy production, and then moved into documentaries, later specialising in natural history. Among others, she is credited as director and producer for Balderdash and Piffle, director for Medieval Lives and You Don't Know You're Born, and presenter of Springwatch.
Cooke has presented a range of natural history programmes for the BBC. In 2015 she presented Nature's Boldest Thieves and Animals Unexpected. In 2016 she was a co-presenter on the four part series Ingenious Animals. She was a team captain on the BBC Quiz show Curious Creatures, which ran for two series from 2017 to 2018. In 2019, she presented the Animal Planet series Nature's Strangest Mysteries: Solved.
In 2020, she presented Inside the Bat Cave, which was broadcast on the BBC.
Cooke is the author of The Truth About Animals: Stoned Sloths, Lovelorn Hippos, and Other Tales from the Wild Side of Wildlife, which investigates popular misconceptions about animals, including sloths, hyenas, penguins, and pandas. She had previously written three books about sloths: A Little Book of Sloth, The Power of Sloth, and Life in the Sloth Lane: Slow Down and Smell the Hibiscus, and presented a TED Talk on the subject. She also founded the Sloth Appreciation Society.
Cooke is also the author of Bitch: A revolutionary guide to sex, evolution & the female animal, published in 2022, which is also published as Bitch: On the female of the species.

## Personal life

Cooke was diagnosed with breast cancer in 2015, after which she adopted a healthier lifestyle. She moved back to her hometown of Hastings, East Sussex in 2019.
# George Alfred Kolkhorst

George Alfred Magee ('Colonel') Kolkhorst (1897–1958) was an Oxford don, first a lecturer and then Reader in Spanish.

## Life

Kolkhorst was the son of an engineer, and was brought up in Chile. His family then moved to Portugal. In the later part of World War I he was in Galicia, Spain on official work.
A member of Exeter College, Oxford, he was appointed University Lecturer in Spanish in 1921 and Reader in Spanish in 1931, holding office until his death in 1958. He used to wear a cube of sugar on a string around his neck "to sweeten my conversation", and was universally known among Oxford undergraduates as "Colonel" Kolkhorst — allegedly because he looked and behaved so utterly unlike a colonel. His home was at Yarnton Manor and he held salons in Beaumont Street.
His friendship with John Betjeman led to his inclusion in Summoned by Bells, Betjeman's verse autobiography. A poem about Kolkhorst's death is included in Betjeman's posthumous collection Harvest Bells (pp. 99–101).
# NCAA Track and Field Championship

NCAA Track and Field Championship may refer to:
In the United States:
* NCAA Men's Outdoor Track and Field Championship
** NCAA Men's Division I Outdoor Track and Field Championships
** NCAA Men's Division II Outdoor Track and Field Championships
** NCAA Men's Division III Outdoor Track and Field Championships
* NCAA Men's Indoor Track and Field Championship
** NCAA Men's Division I Indoor Track and Field Championships
** NCAA Men's Division II Indoor Track and Field Championships
** NCAA Men's Division III Indoor Track and Field Championships
* NCAA Women's Outdoor Track and Field Championship
** NCAA Women's Division I Outdoor Track and Field Championships
** NCAA Women's Division II Outdoor Track and Field Championships
** NCAA Women's Division III Outdoor Track and Field Championships
* NCAA Women's Indoor Track and Field Championship
** NCAA Women's Division I Indoor Track and Field Championships
** NCAA Women's Division II Indoor Track and Field Championships
** NCAA Women's Division III Indoor Track and Field Championships
In the Philippines:
# NCAA Women's Indoor Track and Field Championship

The NCAA Women's Indoor Track and Field Championship refers to one of three annual collegiate indoor track and field competitions for women organised by the National Collegiate Athletic Association for athletes from institutions that make up its three divisions: NCAA Division I, II, and III. In each event athlete's individual performances earn points for their institution and the team with the most points receives the NCAA team title in track and field.
* NCAA Women's Division I Indoor Track and Field Championships
* NCAA Women's Division II Indoor Track and Field Championships
* NCAA Women's Division III Indoor Track and Field Championships
A separate NCAA men's competition is also held.
# Luigi Albore Mascia

Luigi Albore Mascia (born 8 September 1965 in Pescara) is an Italian politician.
He was a member of the centre-right party The People of Freedom and served as Mayor of Pescara from 8 June 2009 to 15 June 2014. Mascia ran for a second term at the 2014 elections but lost to the Democratic Party candidate Marco Alessandrini.
# NADH:ubiquinone oxidoreductase

NADH:ubiquinone oxidoreductase may stand for
* NADH dehydrogenase
* NADH:ubiquinone reductase (non-electrogenic)
# 1938 Interstate Grand Prix

The 1938 Interstate Grand Prix was a motor race staged at the Wirlinga circuit, near Albury, in New South Wales, Australia on 19 March 1938. The race, which was the first Interstate Grand Prix, was contested on a handicap basis over 34 laps, a distance of 148.5 miles. It was organised by the Victorian Sporting Car Club and was held in conjunction with the 150th celebrations at Albury.
The race was won by Jack Phillips of Wangaratta, driving a Ford V8 Special. Phillips also recorded the fastest race time.

## Race results

| Position | Driver | No. | Car | Handicap | Time |
| 1 | Jack Phillips | 6 | Ford V8 Special | 6:00 | 2:13:15 |
| 2 | George Bonser | | Terraplane | 5:30 | 2:17:33 |
| 3 | Les Burrows | | Terraplane | 8:00 | 2:21:33 |
| 4 | G Winton | | AC | 9:00 | 2:26:16 |
| 5 | G Dentry | | Riley | 8:15 | 2:27:10 |
| 6 | A Beasley | | Singer | 20:00 | 2:44:33 |
| 7 | C Williamson | | Chrysler | 9:15 | 2:29:19 |
| 8 | J O'Dea | | MG P | 16:00 | |
| ? | Kieinig | | | | |
| DNF | Jim Boughton | 16 | Morgan 4/4 | 15:00 | |
| DNS | AG Sinclair | | Alta | Scratch | |
Notes:
* Race distance: 148.5 miles
* Starters: Unknown
* Finishers: Unknown
* Fastest Time: Jack Phillips (Ford V8 Special), 2:13:15, 67.5 mph
* Teams Prize: Burrows, Bonser & Kieinig
# 1992–93 Honduran Segunda División

The 1992–93 Honduran Segunda División was the 26th season of the Honduran Segunda División. Under the management of Marco Cano, Deportes Progreseño won the tournament after finishing first in the final round (or Hexagonal) and obtained promotion to the 1993–94 Honduran Liga Nacional.

## Final round

Also known as Hexagonal.

### Standings

| Pos | Team | Pld | W | D | L | GF | GA | GD | Pts | Promotion |
| 1 | Deportes Progreseño | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | Promotion to Liga Nacional |
| 2 | Palestino | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |
| 3 | missing | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |
| 4 | missing | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |
| 5 | missing | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |
| 6 | missing | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |