OpenLLM-France/wikimedia huggingface dataset:
# Icaro Mars

The Icaro Mars is an Italian high-wing, single-place, hang glider that was designed and produced by Icaro 2000.

## Design and development

The Mars was built in two sizes for differing pilot weight, with the model numbers reflecting the approximate wing area in square feet. Both sizes are DHV certified as Class 1-2 and also SHV certified. The aircraft is made from aluminum tubing, with the single-surface wing covered in Dacron sailcloth.

## Variants
### Mars 150

    Small sized model for lighter pilots. Its 8.84 m (29.0 ft) span wing is cable braced from a single kingpost. The nose angle is 120° and the wing area is 14.6 m$^2$ (157 sq ft). Pilot hook-in weight range is 50 to 80 kg (110 to 176 lb).

### Mars 170

    Large sized model for heavier pilots. Its 9.57 m (31.4 ft) span wing is cable braced from a single kingpost. The nose angle is 125° and the wing area is 15.75 m$^2$ (169.5 sq ft). Pilot hook-in weight range is 60 to 110 kg (132 to 243 lb).

## Specifications (Mar 150)

Data from Bertrand
General characteristics
* Crew: one
* Wingspan: 8.84 m (29 ft 0 in)
* Wing area: 14.6 m$^2$ (157 sq ft)
# Communist Party of Macedonia

Communist Party of Macedonia may refer to:
* League of Communists of Macedonia, named "Communist Party of Macedonia" from a date in World War II until 1952
* Communist Party of Macedonia (1992)
# Ichihana Station

Ichihana Station (市塙駅, Ichihana-eki) is a railway station in Ichikai, Tochigi Prefecture, Japan, operated by the Mooka Railway.

## Lines

Ichihana Station is a station on the Mooka Line, and is located 34.3 rail kilometers from the terminus of the line at Shimodate Station.

## Station layout

Ichihana Station has two opposed side platforms connected to the station building by a level crossing. The station is unattended.

## History

Ichihana Station opened on 15 December 1920 as a station on the Japanese Government Railway, which subsequently became the Japanese National Railways (JNR). The station was absorbed into the JR East network upon the privatization of the JNR on 1 April 1987, and the Mooka Railway from 11 April 1988.

## Surrounding area

* Ichikai Town Hall
* Ichikai Post Office
* Ichikai Elementary School
* Ichikai Middle School
# Ian Byrne (hurler)

Ian Byrne is an Irish hurler who plays as a left wing-forward for the Wexford senior team.
Born in Ferns, County Wexford, Byrne first played competitive hurling during his schooling at FCJ Secondary School in Bunclody. He arrived on the inter-county scene at the age of sixteen when he first linked up with the Wexford minor team before later joining the under-21 side. He made his senior debut during the 2014 league. Byrne has since gone on to become a regular member of the team.
At club level, Byrne plays with Ferns St Aidan's.

## Honours
### FCJ Bunclody

* South Leinster Juvenile Hurling 'B' Championship (1): 2007.

### Wexford

* Leinster Senior Hurling Championship (1): 2019.
* Leinster Under-21 Hurling Championship (1): 2013.
# Communauté de communes d'Évaux-les-Bains Chambon-sur-Voueize

The communauté de communes d’Évaux-les-Bains Chambon-sur-Voueize was located in the Creuse département of the Limousin region of central France. It was created in January 2002. It was merged into the new Communauté de communes Creuse Confluence in January 2017.
It comprised the following 13 communes:
* Auge
* Budelière
* Chambonchard
* Chambon-sur-Voueize
* Évaux-les-Bains
* Lépaud
* Lussat
* Nouhant
* Saint-Julien-la-Genête
* Saint-Priest
* Tardes
* Verneiges
* Viersat
# Compsoctena invariella

Compsoctena invariella is a moth in the family Eriocottidae. It was described by Francis Walker in 1863. It is found in India.
# Ice Angel

Ice Angel is a 2000 fantasy film from Fox Family. It is also known as On Thin Ice: Going for the Gold.

## Plot

The film tells the story of Matt Clark (Aaron Smolinski), a male hockey player who dies in a game due to an accident caused by the angel Allan, (Brendan Beiser) that caused the hockey player to die when he was trying to get to a choking man. As four days have passed where Matt has been pronounced dead, cremated and buried on national television, Allan is instructed by his boss Peter (Alec Willows) to put Matt in a suitable body. Matt comes back to life as Sara Bryan (Nicholle Tom), a female figure skater who fell into a coma who just passed into Heaven. Both share the dream of competing in the Winter Olympics. The male hockey player specified that if he returned to earth, he wanted to have a chance to win an Olympic Gold medal on ice, leaving the detail that he wanted to be on the hockey team implied. With time running short, Matt in Sara's body has to get skating lessons from Sara's one-time rival (Tara Lipinski) if he wishes to earn gold.

## Cast

* Nicholle Tom as Sara Bryan
* Tara Lipinski as Tracy Hannibal
* Nancy Kerrigan as Julie
* Aaron Smolinski as Matt Clark
* Gwynyth Walsh as Mrs. Bryan
* Thomas Calabro as Ray Rossovich
* Alan Thicke as Coach Parker
* Brendan Beiser as Allan
* Andrew Johnston as Mr. Bryan
* Alec Willows as Peter
* Elvis Stojko as Doug

## Reception

According to IMDb, the film had 568 ratings with an average of 5.5/10.
# Comosicus

Comosicus was a Dacian king and high priest who lived in the 1st century BC. The only reference to Comosicus is a passage in the writings of the Roman historian Jordanes.

## Sources

Jordanes refers to Burebista as king of Dacia, but then goes on to discuss a high priest called Dicineus who taught the Dacians astronomy and whose wisdom was revered. He then says that "after the death of Dicienus, they held Comosicus in almost equal honour, because he was not inferior in knowledge. By reason of his wisdom he was accounted their priest and king, and he judged the people with the greatest uprightness. When he too had departed Coryllus ascended the throne as king of the Goths [Getae] and for forty years ruled his people in Dacia."

## Interpretations

"Coryllus" is widely believed to be identical to Scorilo, but there is no other evidence concerning Comosicus. Jordanes' ambiguity about the status of Dicineus in relation to Burebista possibly arises from the fact that after Burebista's assassination in 44 BC his empire dissolved, with the exception of the nucleus around the Orăștie Mountains, while the rest divided into various kingdoms. The concept of a priest-judge may have provided a trans-tribal unity. Louis Marin refers to Dicineus as "a sort of double for the king, a double who also stood in for Burebista's successor Comosicus", since Comosicus embodies a "twin royalty, political and religious".
Since Comosicus's successor Scorilo appears to have come to power sometime between 30 and 40 AD, Comosicus's accession immediately after Burebista would imply an impossibly long reign. Other evidence suggests that a ruler called Cotiso was the dominant power in the late 1st century BC. Ioana A. Oltean argues that Comosicus probably succeeded Cotiso at some point during the campaign of Marcus Vinicius in the Dacian area c.9 BC and ruled until 29 AD. He may have been the first Dacian ruler to combine the positions of priest and king.
# Iglesia de San Salvador

Iglesia de San Salvador may refer to:
* Iglesia de San Salvador (Cifuentes)
* Iglesia de San Salvador (Fuentes)
* Iglesia de San Salvador (Guetaria)
* Iglesia de San Salvador (Nocedo)
* Iglesia de San Salvador (Priesca)
# Idanda

Idanda was a king of Qatna in the middle of the 14th century BC. An archive of tablets discovered in the royal palace mention him with the name Idanda while in other sources he is mentioned as Idadda. His name is Amorite, and he claimed to be the son of a king named Ulašuda whose position in Qatna is uncertain. His son was named Amut-pa-īl.
# Condie Sandeman

James Condie Stewart Sandeman (1866–11 November 1933) was a Scottish advocate.

## Biography

He was the son of Colonel Frank Stewart Sandeman of Stanley, Perthshire, by his wife Laura, daughter of James Condie WS, of Perth; Dr Laura Stewart Sandeman was his elder sister and Sir Nairne Stewart Sandeman his younger brother. He was educated at Perth Academy and the University of Edinburgh, and called to the Scottish Bar in 1889. He was made a King's Counsel in 1909 and became Dean of the Faculty of Advocates, and Sheriff of Perth in 1920.
Sandeman married Sarah, daughter of George Rhind, a sculptor of Edinburgh, by whom he had two sons; they lived at 11 India Street, Edinburgh. Sandeman listed his recreations in Who's Who as fishing and golf, and was a member of the Royal Automobile Club, the University Club of Edinburgh, the Royal and Ancient Golf Club of St Andrews and the Honourable Company of Edinburgh Golfers.
# Condign merit

Condign merit (meritum de condigno) is an aspect of Catholic theology signifying merit with the dignity of Christ. A person born again in Christ does not merit of his own virtue but the virtues of Christ are applied to his work. Therefore, it is God crowning his works.

## Comparisons

Congruent merit is the equivalent of condign merit but applied to an unregenerated person by the goodness of God. In the first case, God has obligated himself, by his promises to reward His Son's merits in his children. In the second case, God bestows his merit to those who seek him in faith not from obligation but from mercy and love. In neither case is God obligated by the human. In the first case, God is obligated by his promises to those who love him. In the second, God is obligated by his love and mercy to his creatures who obey him.
In some formulations of Calvinism, condign merit is not needed because Jesus' atonement is a congruent merit given by God.
Condign merit supposes an equality between service and return; it is measured by commutative justice, and thus gives a real claim to a reward in the name of Christ. Congruous merit, owing to its inadequacy and the lack of intrinsic proportion between the service and the recompense, claims a reward only on the ground of equity. This early-scholastic distinction and terminology, which is already recognized in concept and substance by the Fathers of the Church in their controversies with the Pelagians and Semipelagians, was again emphasized by Johann Eck, the adversary of Martin Luther.
The essential difference between condign merit and congruent merit is based on the fact that, besides those works which claim a remuneration under pain of violating strict justice (as in contracts between employer and employee, in buying and selling, etc.), there are also other meritorious works which at most are entitled to reward or honour for reasons of equity or mere distributive justice, as in the case of gratuities and military decorations. From an ethical point of view the difference practically amounts to this that, if the reward due to condign merit be withheld, there is a violation of right and justice and the consequent obligation in conscience to make restitution, while, in the case of congruous merit, to withhold the reward involves no violation of right and no obligation to restore, it being merely an offence against what is fitting or a matter of personal discrimination. Hence the reward of congruous merit always depends in great measure on the kindness and liberality of the giver, though not purely and simply on his good will.

## Criticism of condign merit

In his 1532 Commentary on the Sermon of the Mount, Martin Luther criticized Catholic doctrine concerning condign merit. He noted that while the reward one gains from condign merit is much greater than that of congruent merit, the sort of good works said to attain each type of merit is similar. Luther thought it did not make sense that the two types of merit could be gained by similar actions when the benefit of condign merit is so much greater than the benefit of congruent merit.
# Condica

Condica is a genus of moths of the family Noctuidae. The genus was erected by Francis Walker in 1856.

## Species

* Condica abstemia (Guenée, 1852)
* Condica agnata (Felder, 1874)
* Condica albigera Guenée, 1852
* Condica albigutta (Wileman, 1912)
* Condica albolabes (Grote, 1880)
* Condica albomaculata (Moore, 1867)
* Condica albopicta (Graeser, 1892)
* Condica andrena (Smith, 1911)
* Condica aroana (Bethune-Baker, 1906)
* Condica atricuprea (Hampson, 1908)
* Condica atricupreoides (Draeseke, 1928)
* Condica begallo (Barnes, 1905)
* Condica capensis (Guenée, 1852)
* Condica charada (Schaus, 1906)
* Condica cinifacta (Draudt, 1950)
* Condica circuita (Guenée, 1852)
* Condica claufacta (Walker, 1857)
* Condica concisa Walker, 1856
* Condica conducta (Walker, [1857])
* Condica confederata (Grote, 1873)
* Condica cupentia (Cramer, [1779])
* Condica cyclica Hampson, 1908
* Condica cyclioides (Draudt, 1950)
* Condica discistriga Smith, 1894
* Condica dolorosa (Walker, 1865)
* Condica egestis (Smith, 1894)
* Condica enigmatica (Turati & Krüger, 1936)
* Condica fuliginosa Leech, 1900
* Condica griseata (Leech, 1900)
* Condica hippia (H. Druce, 1889)
* Condica hypocritica Dyar, 1907
* Condica illecta (Walker, 1865)
* Condica illustrata Staudinger, 1888
* Condica leucorena (Smith, 1900)
* Condica lineata (H. Druce, 1889)
* Condica luxuriosa (Dyar, 1926)
* Condica mersa Morrison, 1875
* Condica mobilis (Walker, [1857])
* Condica morsa (Smith, 1907)
* Condica orta Barnes & McDunnough, 1912
* Condica palaestinensis Staudinger, 1894
* Condica pallescens Sugi, 1970
* Condica paraspicea de Joannis, 1928
* Condica parista (Schaus, 1921)
* Condica parva (Leech, 1900)
* Condica pauperata (Walker, 1858)
* Condica praesecta (Warren, 1912)
* Condica punctifera (Walker, [1857])
* Condica pyromphalus (Dyar, 1913)
* Condica roxana H. Druce, 1898
* Condica roxanoides Angulo & Olivares, 1999
* Condica scherdlini (Oberthür, 1921)
* Condica serva (Walker, 1858)
* Condica subaurea (Guenée, 1852)
* Condica sublucens (Warren, 1912)
* Condica subornata (Walker, 1865)
* Condica sutor (Guenée, 1852)
* Condica temecula (Barnes, 1905)
* Condica tibetica Draudt, 1950
* Condica vacillans (Walker, 1858)
* Condica vecors Guenée, 1852
* Condica videns Guenée, 1852
* Condica violascens Hampson, 1914
* Condica viscosa (Freyer, 1831)
# Commune of Gasorwe

The commune of Gasorwe is a commune of Muyinga Province in northeastern Burundi. The capital lies at Gasorwe.
# Commune of Gahombo

The commune of Gahombo is a commune of Kayanza Province in northern Burundi. The capital lies at Gahombo.
# Ibrahim Manik

Ibrahim Manik (born 19 March 1969) is a Maldivian sprinter. He competed in the men's 4 × 100 metres relay at the 1988 Summer Olympics.
# Conduct unbecoming (disambiguation)

Conducting unbecoming may refer to:
* Conduct unbecoming, an offence that is subject to court martial in the armed forces of some nations
* Conduct Unbecoming (play), a 1969 play by Barry England
* Conduct Unbecoming (1975 film), a film adaptation of the play
* Conduct Unbecoming (2011 film), a Canadian film
* "Conduct Unbecoming" (Law & Order), an episode of Law & Order
* Conduct Unbecoming: Gays and Lesbians in the US Military, a 1993 book by Randy Shilts
* Conduct Unbecoming: The Rise and Ruin of Finley, Kumble, a book by Steven Kumble about the law firm Finley, Kumble, Wagner, Underberg, Manley, Myerson & Casey
* "Conduct Unbecoming", a 2006 series of articles in the Seattle Post-Intelligencer
# Congress Street

Congress Street may refer to:
* Congress Street (Boston, Massachusetts), a prominent street in Boston, Massachusetts
* Congress Street (Chicago, Illinois), also formerly known as Congress Parkway, a prominent street in Chicago, Illinois
* Congress Street (Detroit, Michigan), a prominent street in Detroit, Michigan
* Congress Street (Hartford, Connecticut), a prominent street in Hartford, Connecticut
* Congress Street (Portland, Maine), a prominent street in Portland, Maine
* Congress Street (Savannah, Georgia), a prominent street in Savannah, Georgia
# Ikegawa, Kōchi

Ikegawa (池川町, Ikegawa-chō) was a town located in Agawa District, Kōchi Prefecture, Japan.
As of 2003, the town had an estimated population of 2,316 and a density of 16.23/km$^2$ (42.0/sq mi). The total area was 142.68 km$^2$ (55.09 sq mi).
On August 1, 2005, Ikegawa, along with the village of Agawa (also from Agawa District), and the village of Niyodo (from Takaoka District), was merged to create the town of Niyodogawa (in Agawa District), and no longer exists as an independent municipality.
# Icerudivirus SIRV1

Sulfolobus islandicus rod-shaped virus 1 (SIRV1) is a virus in the order Ligamenvirales. Its only known host is the Archaean Sulfolobus islandicus. The species was first documented from a hot spring sample in Yellowstone National Park.
# Compagnie française du télégraphe de Paris à New-York

Compagnie française du télégraphe de Paris à New-York (French Telegraph Company from Paris to New York) was a telegraph company founded in 1879 by Augustin Pouyer-Quertier, at the request of the French government. The previous company, the French Atlantic Cable Company, had laid a cable in 1869, but had effectively merged with the Anglo-American Telegraph Company in 1873.
The French government, wishing a communication line entirely under the control of French entities, commissioned the founding of this company. The company operated until 1895 when due to bankruptcy it became part of Société française des télégraphes sous-marins operating submarine cable systems worldwide.
# Conical coordinates

Conical coordinates, sometimes called sphero-conal or sphero-conical coordinates, are a three-dimensional orthogonal coordinate system consisting of concentric spheres (described by their radius r) and by two families of perpendicular elliptic cones, aligned along the z- and x-axes, respectively. The intersection between one of the cones and the sphere forms a spherical conic.

## Basic definitions

The conical coordinates $(r,\mu ,\nu )$ are defined by
    $x={\frac {r\mu \nu }{bc}}$
    $y={\frac {r}{b}}{\sqrt {\frac {\left(\mu ^{2}-b^{2}\right)\left(\nu ^{2}-b^{2}\right)}{\left(b^{2}-c^{2}\right)}}}$
    $z={\frac {r}{c}}{\sqrt {\frac {\left(\mu ^{2}-c^{2}\right)\left(\nu ^{2}-c^{2}\right)}{\left(c^{2}-b^{2}\right)}}}$
with the following limitations on the coordinates
    $\nu ^{2}<c^{2}<\mu ^{2}<b^{2}.$
Surfaces of constant r are spheres of that radius centered on the origin
    $x^{2}+y^{2}+z^{2}=r^{2},$
whereas surfaces of constant $\mu$ and $\nu$ are mutually perpendicular cones
    ${\frac {x^{2}}{\mu ^{2}}}+{\frac {y^{2}}{\mu ^{2}-b^{2}}}+{\frac {z^{2}}{\mu ^{2}-c^{2}}}=0$
and
    ${\frac {x^{2}}{\nu ^{2}}}+{\frac {y^{2}}{\nu ^{2}-b^{2}}}+{\frac {z^{2}}{\nu ^{2}-c^{2}}}=0.$
In this coordinate system, both Laplace's equation and the Helmholtz equation are separable.

## Scale factors

The scale factor for the radius r is one (h$_r$ = 1), as in spherical coordinates. The scale factors for the two conical coordinates are
    $h_{\mu }=r{\sqrt {\frac {\mu ^{2}-\nu ^{2}}{\left(b^{2}-\mu ^{2}\right)\left(\mu ^{2}-c^{2}\right)}}}$
and
    $h_{\nu }=r{\sqrt {\frac {\mu ^{2}-\nu ^{2}}{\left(b^{2}-\nu ^{2}\right)\left(c^{2}-\nu ^{2}\right)}}}.$
# Confederation of Ethiopian Trade Unions

The Confederation of Ethiopian Trade Unions (CETU) is an alliance of trade unions in Ethiopia. As of March 2020, this group had 751,887 members. The CETU is affiliated with the World Federation of Trade Unions. The CETU has been described as being controlled by the government.
CETU was founded in January 1977 as the All-Ethiopia Trade Union (AETU). The AETU changed its name in 1986, to the Ethiopian Trade Union (ETU), then again in 1993 to the CETU.
In 2008, top management of the state-owned Bole Printing Enterprise disagreed with its trade union over worker compensation and unlawful termination. In late December a labor advisory board composed of state ministers, representatives of the employees, the CETU, and the management of Bole Printing found that both sides were at fault and called for employees terminated as a result of the dispute to be reinstated. The employees were expected to resume their duties.
CETU held its 23rd regular assembly 10 March 2009. They celebrated their successful resolution of a labor dispute at the Bole Printing Enterprise, and the Kaliti Food Share Company, while announcing their intent to unionize the growing flower industry in the country.
# Ikot Udo Oto

Ikot Udo Oto is a village in Etinan local government area of Akwa Ibom State.
# Igreja Matriz de Caminha

Igreja Matriz de Caminha is a church in Portugal. It is classified as a National Monument.
41°52′41″N 8°50′20″W﻿ / ﻿41.87806°N 8.83889°W﻿ / 41.87806; -8.83889
* This article about a church building or other Christian place of worship in Portugal is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
# Igreja Matriz de Santa Marinha de Trevões

Igreja Matriz de Santa Marinha de Trevões is a church in Portugal. It is classified as a National Monument.
41°04′55″N 7°26′09″W﻿ / ﻿41.0819°N 7.4357°W﻿ / 41.0819; -7.4357
* This article about a church building or other Christian place of worship in Portugal is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
# Street signs in Chicago

Street name signs in Chicago are green with white text. They are traditionally written in all capital letters, but newer signs can also be written with lowercase letters. All signs contain not only the name of the street, but also its directional position ("N" and "S" for north-south streets north and south of Madison Street, and "E" and "W" for east-west streets east and west of State Street) and abbreviated suffix ("Dr" for "Drive", "St" for "Street", etc.). Larger signs, located at intersections with stoplights, also include the street's numerical position within Chicago's grid system.
The modern color scheme of street signs in Chicago dates to the 1970s. Before this, street signs had generally been yellow with black text, which was phased out to standardize street signs internationally. The Chicago City Council often ceremonially names stretches of road after notable figures associated with the area. Such honorary names are indicated with signs similar to normal street signs, but brown instead of green and lacking any directional data.

## Historical signs

Prior to the early 20th century, Chicago lacked a unified system for identifying streets. Brown signs with white text were used in the Loop, but in residential neighborhoods street names were painted onto poles or simply left undisclosed. In 1936, a federal grant allowed the city to install 64,000 yellow signs with black text for street names, but most were melted down for their metal in World War II.
After the war, the city tested multiple sign styles in the Loop and ended up with returning to the black-on-yellow color scheme, installing signs starting in 1950. These signs were otherwise identical to modern signs, with directional and suffix information included. However, the federal Manual on Uniform Traffic Control Devices (MUTCD) revised its guidance in 1975 in order to make American street signs more legible by adopting consistent color schemes; it designated white-on-green for guidance signs and restricted yellow-on-black signs to warning purposes. After the revised guidances were in place the city began duly replacing the signs.
By the 2000s, yellow signs had become quite rare in situ, with only a handful of examples remaining in more distant parts of the city. This is in contrast to other cities, where old street signs are a more common sight.

## Modern signs

Modern signs are green with white text. They are usually written in all-capital letters, but MUTCD guidance in 2009 required that mixed-case words be used instead, as they are easier to read.

## Honorary signs

In 1981, Mike Royko attempted to rename a stretch of Evergreen Avenue in honor of Nelson Algren, who had long lived on the street. Although mayor Jane Byrne received the proposal favorably and even put up signs, local backlash forced the City Council to formally veto the proposal. To avoid repeating the incident, it was decided to start naming such streets honorarily rather than impact any addresses. Such honorary streets have special signs that are brown, have the word "Honorary" at the top surrounded by the Chicago stars, and lack any directional information.