OpenLLM-France/wikimedia huggingface dataset:
# Cory Kimm

Cory Kimm (born May 1, 1974) is a Canadian radio personality originally from Edmonton, Alberta. Currently he hosts the Cory Kimm show on Up! 99.3 in Edmonton. Previously he has worked for CHFI-FM in Toronto, Ontario. He co-hosted The Cory Kimm and Ami A Show on Z103.5FM in Toronto, and before that on Rawlco Radio's 102.3 NOW! Radio in Edmonton.
Having previously worked at a radio station in Vernon, British Columbia, he moved to KISS 92 in Toronto after that station's change from country to pop music in 1999.
Later, he moved to CHUM-FM, where he hosted the CHUM Chart, among other duties. In 2007 he also became host of The Sound Lounge, which aired on many stations across Canada.
On September 4, 2007 he moved from Toronto to Winnipeg to host the morning show on CHUM Radio's Q94FM. In August 2008 Q94FM changed format and was rebranded as CURVE 94.3.
On December 9, 2008 he left CURVE 94.3 after being with the CHUM Radio Network for five years and re-appeared on air in February 2010 with Rawlco Radio's new 102.3 NOW! Radio.

## History

KISS 92, Toronto - Evening Show and other duties: ca. 1999 - 2003
CHUM-FM, Toronto - The CHUM Chart: 2003 - September 4, 2007
CHUM-FM, Toronto - Radio Personality: 2003 - September 4, 2007
CHUM-FM, Toronto - Saturday Night Dance Party: 2003 - September 4, 2007
CHUM Radio Network, Toronto - The Sound Lounge: February 5, 2007 - September 4, 2007
Q94FM, Winnipeg - Morning Show: September 4, 2007 - August 29, 2008
CURVE 94.3, Winnipeg - Morning Show: August 29, 2008 - December 9, 2008
102.3 NOW! Radio, Edmonton - The Cory Kimm and Ami A Show: February 23, 2010 - June, 2010
Z103.5 Morning Show, Toronto - The Cory Kimm and Ami A Show: May 9, 2011 - January 12, 2012
98.1 CHFI, Toronto - swing (relief) announcer, February, 2012 -
# Hazrati Bashir Mausoleum

The Hazrati Bashir Mausoleum (Uzbek: Hazrati Bashir maqbarasi) is a cultural heritage object located in Uzbekistan. The object was built in the 18th century. Hazrati Bashir mausoleum is located in the Bashir village of Kitob district, Qashqadaryo region. According to the rights of immovable property, it is considered state property on the basis of the operational management right of the Qashqadaryo region cultural heritage administration.
It is entrusted to the “Vaqf” charity community fund on the basis of a free use agreement. By the decree of the Cabinet of Ministers of the Republic of Uzbekistan, it was included in the national register of intangible property objects of material cultural heritage on October 4, 2019 — taken under state protection.

## Naming

The mausoleum is named after a person whose original name was Sayyid Ahmad. This person was popular among the people by the names of Bashir or Beshir ota. Bashir (or beshir) means a person who has not drunk milk.
Hazrat Sultan Said Ahmad Bashir (1368—1464) according to legends, his father Khwaja Hasan was 90 years old, his mother Bibi Malokhat was 80 years old when he was born. After this son, they have two more children and Said Ahmad does not drink his mother's milk. His birth is also associated with the prayer of Said Nematullah, the uncle of Amir Temur’s teacher Mir Said Baraka. Said Ahmad Bashir became famous by the nickname “Mir of Truth”. He became interested in the Khwaja Ahmad Yassaviy tariqa at a time when the Naqshbandiyya teachings were widely spread in Central Asia.
Many Muslims from different countries came to Hazrat Bashir ota's presence and became his disciples. He died around 1464 and was buried in Niyoztepa in Bashir village.
His grave is located on a hill covered with archa trees, in a place where he built a house for himself.

## Architecture

A memorial carved by masters in the form of a chest is installed on the tombstone of Hazrati Bashir ota in the mausoleum. Two sons and one servant of Bashir ota are also buried in the mausoleum. There is also a tombstone in the mausoleum, which is considered to belong to the original Mongol emperor Mirzo Sayyid Ahmad Jamoliddin.
The mausoleum is built of simple, colorless, plain wood. The mausoleum consists of two floors. Near the mausoleum there is also a room where Hazrati Bashir ota lived.
The mausoleum was moved to the left side of the grave due to the construction of the Hazrati Bashir ota mosque and brought to its current place.
In 1943, the mausoleum and mosque area was abandoned. The bricks of the madrasah located in the pilgrimage area were taken away.
# QSOX1

Quiescin sulfhydryl oxidase 1 is an enzyme that in humans is encoded by the QSOX1 gene.
This gene encodes an enzyme that is localized primarily to the Golgi apparatus and secreted fluids. QSOX1 is a multi-domain disulfide catalyst. Unlike other disulfide catalysts, QSOX1 can both generate disulfides de novo and catalyze dithiol/disulfide exchange. The de novo disulfide bond formation is catalyzed by the ERV1 domain that contains a FAD co-factor that allows depositions of electrons onto the terminal electron acceptor, typically molecular oxygen. The dithiol/disulfide exchange is catalyzed by the thioredoxin domain. The two domains are linked together by a flexible linker that allows the thioredoxin domain to first interact with the substrate protein and then regenerate by ERV1 domain.
QSOX1 gene expression is induced as fibroblasts begin to exit the proliferative cycle and enter quiescence, suggesting that this gene plays an important role in growth regulation. In fibroblasts QSOX1 is required for normal incorporation of laminin into the extracellular matrix, and thereby for normal cell-cell adhesion and cell migration.
Two transcript variants encoding two different isoforms have been found for this gene. The two isoforms have different tissue distribution and in addition isoform 1 has a transmembrane helix in the carboxy terminal while isoform 2 is a secreted soluble protein.
# Point of No Return (play)

Point of No Return was a Broadway play starring Henry Fonda and Frances Bavier. It was written by Paul Osborn, based on the novel of the same name by John P. Marquand.
Prior to its Broadway opening, Point of No Return had its world premiere in New Haven on 29 October 1951. It then moved to the Colonial Theatre in Boston for three weeks beginning 6 November 1951 and then two weeks at the Forrest Theatre in Philadelphia beginning 29 November 1951.
Point of No Return ran at the Alvin theater (now the Neil Simon Theatre) from 13 December 1951 – 22 November 1952.
# Communist Party USA (Marxist–Leninist)

The Communist Party USA (Marxist–Leninist) was a small American Maoist group founded in 1965 by Los Angeles members of the Provisional Organizing Committee to Reconstitute a Marxist–Leninist Party (POC) around Michael Laski. Laski stated in a 1968 interview that this split was motivated by dissatisfaction with the POC's response to the Watts riots.

## History

In 1967 Detective James C. Harris of the Los Angeles district attorney's office testified before the House Un-American Activities Committee about the group. He stated that the "intent of the CPUSA-ML has been to aggravate" the African-American population in Los Angeles "to the point of civil disobedience and to attempt to condition their minds to respond in a rebellious way in the event of a contact with a police officer."
General Secretary Laski was expelled after gambling away nearly all of the party's funds in Nevada in an attempt to raise more funds. After the expulsion, two groups existed with the name Communist Party USA (Marxist–Leninist), one led by Arnold Hoffman, which continued to publish People's Voice; and one led by Laski, which started a new paper, The New Worker. In 1969, the Laski group merged with the Proletarian Revolutionary Party led by Jonathan Leake.
Laski was the subject of a 1967 essay by Joan Didion (later collected in Slouching Towards Bethlehem), entitled "Comrade Laski, C.P.U.S.A. (M.-L.)." She described him as having constructed a personal world "of labyrinthine intricacy and immaculate clarity, a world made meaningful not only by high purpose but by external and internal threats, intrigues and apparatus, an immutably ordered world in which things mattered."
# Dzodze

Dzodze is a small town, the capital and administrative centre of Ketu North Municipality, a district in the south eastern corner of the Volta Region of Ghana. From the Exodus of the Ewe people, some of them arrived and stayed in Dzodze, in the Volta Region of Ghana after the fall of the wall of Notse. The natives speak Ewe (Eʋe) and French (Français), the main languages in Dzodze. They are an Anlo-Ewe community. The traditional rhythm of this land is Agbadza, and Ageshe.

## Geography
### Location

Dzodze is located near the border between Togo and Ghana, and lies 199 kilometers from the capital of Ghana, Accra through Tokor and 87 kilometers from Ho, the regional capital.

### Suburbs or Electoral Areas

Ablorme, Adagbledu, Fiagbedu, Apeyeme, Apetepe, Afiadenyigba, Kpordoave, Kave/Awlikorpe, Kasu/Tsiaveme/Torfoe, Kpelikorpe/Heheme, Kuli/Dzogbefime, Dorwuime/Bokorgakorpe and Deme/Tornu

## Ablorme

Ablorme is among the suburbs that make up the Dzodze community. After residents had been in wait for many years, a new chief and queenmother were enstooled in 2022. They are currently Mr Angelis Dzakpasu and Madam Edo Nancy Amable under the stool names, Togbuiga Adisre VII and Mamaga Gbewodo II respectively.

## Demographics

The inhabitants of Dzodze are primarily Ghanaian nationals who settled down after the exodus of Ewe people from Notsie in Togo to the Southwest of Ghana sometime in the later part of the seventeenth century. The Ewe and French languages are the most widely spoken languages in the town.

## Meaning of Dzodze

Dzodze is in the Ewe language: Dzo = to fly. Dze = to land. Dzodze = flew and landed. According to the history, Torgbui Adzomefia's nephew Torgbui Amegayibor managed to cross the Aka river and settled on the part of the forest where his uncle Torgbui Adzomefia, and his people had already settled. During one of Torgbui Amegayibor's expeditions, he saw a cloud of smoke billowing from afar. He traced it to his uncle's village. He wondered how his uncle, and his family, managed to cross the Aka River because he didn't see any human activity en route to the settlement. He asked his uncle, Torgbui Adzomefia, the means by which he got into the forest. This was the answer he got from his uncle; 'De mie dzo va dze.' (we flew and landed). Hence the name Dzodze.

## Production

Dzodze is widely known for palm cultivation, which is further transformed into palm oil, palm wine, Akpteteshie (Local Gin).
Dzodze currently hosts four radio stations, namely Fafa FM, Denyigba radio, Agboo FM and Dzigbordi Radio.

## Education

Dzodze has a wide range of educational facilities; kindergarten, Primary Schools, Junior High Schools and one Senior High School (Dzodze-Penyi SHS)

## Festival

Dzodze celebrates an annual festival called "Deza" with means "Palm Festival".
# York Energy Centre

York Energy Centre is a power station owned by York Energy Centre LP situated on a 5-acre (12-hectare) lot in King, Ontario, Canada completed in 2012.
It is a simple cycle natural gas plant and is fed from Enbridge's Schomberg Gate Station via 16-inch (41 cm) diameter pipeline. It is primarily used as a peaking power plant, and is planned to operate 260 to 1,300 hours annually. The station is connected to the Holland Landing Transformer Station and further to Hydro One via 230 kV lines on circuit numbers B82V and B83V

## Description

The plant consists of two Siemens SGT6-PAC 5000F combustion turbines
The plant is a simple cycle plant; there are no boilers or steam utilized onsite. The plant connects to Hydro One's 230 kV electricity grid at B82 & B83 located between the Holland Marsh & Brownhill TS.
# Elizabeth Friench Johnson

Elizabeth Friench Johnson (March 21, 1890 – February 21, 1979) was an American college professor. She was head of the modern languages department at Winthrop College in South Carolina, from 1922 to 1955. She also taught at Sweet Briar College and Centre College.

## Early life

Johnson was born in Manassas, Virginia, the daughter of Joseph Benjamin Johnson and Fannie Simpson Johnson. She graduated from Goucher College in 1911, and completed her doctoral studies in 1916 at Johns Hopkins University. Her research involved German literature and philology; her dissertation title was Weckherlin's Eclogues of the Seasons (1922). She was a member of the Phi Beta Kappa honor society.

## Career

Johnson taught at Sweet Briar College from 1917 to 1921. From 1922 to 1955, Johnson was head of the modern languages department at Winthrop College. She hosted meetings of the school's German club in her home. and chaired the board of advisors for the Rock Hill YWCA. After she retired from Winthrop, she was a visiting professor of Centre College in Danville, Kentucky.
Johnson was president of the South Carolina chapter of the American Association of University Women (AAUW), and of the American Association of French Teachers. From 1937 to 1940, she was poet laureate of the South Carolina Federation of Women's Clubs. She addressed the annual meeting of the South Carolina Teachers' Association in 1926. She was active in the South Atlantic regional gatherings of the Modern Language Association. She was a member of the South Carolina State Council on Teacher Education. In 1955, she was a judge at a national French contest, held in Pennsylvania.
Johnson was active in the Episcopal Church, and was a serious gardener. She was the 1956 South Carolina winner of the Houbigant Grand National Quelques Fleurs French Garden Merit Scroll, for her garden layout.

## Personal life

Johnson died in 1979, aged 88 years, in Rock Hill, South Carolina. In 1970, she donated her papers to the library at Winthrop University. She also donated a collection of bulletins from the Carolina Bird Club, Inc.
# Council of Constantinople (815)

The Council of Constantinople of 815 was held in the Byzantine capital, in the Hagia Sophia, and initiated the second period of the Byzantine Iconoclasm.

## Background

The Ecumenical Council of Nicaea or Second Council of Nicaea (787) allowed icon veneration. However, there were monks at the Studion Monastery in Constantinople who were iconoclasts (opposed to icons).

## History

Shortly before it convened, the iconophile Patriarch Nikephoros I was deposed by Emperor Leo V the Armenian (813-820) in favour of the iconoclast Theodotos I (patriarch from 815-821). Theodotos presided over the council, which reinstated iconoclasm, repudiating the Second Council of Nicaea and reaffirming the decisions of the Council of Hieria of 754. Although the meeting had been convened at the behest of the iconoclast Emperor, much of the Iconoclast effort was driven by other clerics, including the later patriarchs Antony I and John VII. In the aftermath of this synod Theodotos is represented as torturing by starvation more than one iconodule abbot in an attempt to force them into agreement with his ecclesiastical policy.
# Jukebox Sparrows

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
| Rolling Stone | link |
Jukebox Sparrows is the first full length album by American singer-songwriter Shannon McNally, released in 2002 (see 2002 in music).

## Critical reception

Stephen Thomas Erlewine of AllMusic concludes his review by saying, "This is very much a debut -- at times it's hard to not wish it would soar a little higher or shake off the formula of its genre -- but it's a very enjoyable, promising debut from an artist who could turn into something special."
Eden Miller of PopMatters writes, "Even though Jukebox Sparrows makes a couple mistakes along the way, it is an impressive debut that clearly shows the abilities of this powerful singer and songwriter."
Billboard writes, "Produced by Ron Aniello over 11 months at Cello Studios in Los Angeles, "Jukebox Sparrows" reveals itself as a surprisingly confident musical and lyrical offering for such a young songwriter."
The Washington Post's Mark Jenkins writes, "the singer has a taste for country, blues and gospel that would seem incongruous if she didn't boast the sort of voice that could stir a Pentecostal congregation."

## Personnel

* Shannon McNally – vocals, background vocals
* Maxi Anderson – background vocals
* Ron Aniello – organ, guitar, percussion, electric guitar, mellotron, Farfisa organ, Wurlitzer, toy piano
* Joshua Grange – guitars
* Alex Brown – background vocals
* Paul Bushnell – bass guitar
* Lenny Castro – percussion
* Matt Chamberlain – drums
* Mike Elizondo – bass
* Aaron Embry – organ, piano, keyboards
* James Gadson – drums
* Bob Glaub – bass
* Bill Hayes – percussion
* Rami Jaffee – keyboards
* Jim Keltner – percussion, drums
* Greg Kurstin – organ, synthesizer, piano, Wurlitzer
* John Leftwich – bass
* Greg Leisz – pedal steel, electric guitar, steel guitar, lap steel guitar
* Brian McCloud – drums
* Bill Payne – organ, piano, Wurlitzer
* Walter Rodriguez – percussion
* Matt Rollings – organ, piano
* Benmont Tench – organ
* Waddy Wachtel – guitar
* Patrick Warren – keyboards
* David Woodford – baritone saxophone

## Production

* Producer: Ron Aniello
* Engineers: Ron Aniello, Neal Avron, Mark Howard, Bob Kearney, Eric Sarafin, Howard Willing
* Assistant engineers: Paul Hayden, Billy Kinsley, Mike Scotella
* Mixing: Neal Avron, Mark Howard, Jim Scott, Mike Shipley
* Mastering: Joe Gastwirt, Ted Jensen
* A&R: Watts Russell
* Production coordination: Shari Sutcliffe
* String samples: Steve Porcaro
* Art Direction: Len Peltier
* Design: Len Peltier
* Artwork: Shannon McNally
# Pál Karádi

Pál Karádi (1523 – c. 1590) was a Hungarian Unitarian bishop, writer and printer. He had been secretary at the Torda dispute. Karádi was one of the millenarians among the Hungarian Unitarian church. His press also printed theatrical works.
# Tanzanian Women's Premier League

The Tanzanian Women's Premier League called Serengeti Lite Women's Premier League is the top flight of women's association football in Tanzania. The competition is run by the Tanzania Football Federation.

## History

The first Tanzanian women's league was contested in 2016-17 season. The winner of the first edition was Mlandizi Queens.

## Champions

The list of champions and runners-up:
| Year | Champions | Runners-up |
| 2016–17 | Mlandizi Queens | JKT Queens |
| 2017–18 | JKT Queens | Kigoma Sisterz FC |
| 2018–19 | JKT Queens | Alliance Girls |
| 2019–20 | Simba Queens | JKT Queens |
| 2020–21 | Simba Queens | Yanga Princess |
| 2021–22 | Simba Queens | Fountain Gate Princess |
| 2022–23 | JKT Queens | Simba Queens |
| 2023-24 | Simba Queens | JKT Queens |

## Most successful clubs

| Rank | Club | Champions | Runners-up | Winning Seasons | Runners-up Seasons |
| 1 | JKT Queens | 3 | 2 | 2018, 2019, 2023 | 2017, 2020 |
| 2 | Simba Queens | 3 | 1 | 2020, 2021, 2022 | 2023 |
| 3 | Mlandizi Queens | 1 | 0 | 2017 | |
| 4 | Kigoma Sisterz FC | 0 | 1 | | 2018 |
| 4 | Alliance Girls | 0 | 1 | | 2019 |
| 4 | Yanga Princess | 0 | 1 | | 2021 |
| 4 | Fountain Gate Princess | 0 | 1 | | 2022 |
# Commodity Distribution Reform Act and WIC Amendments of 1987

The Commodity Distribution Reform Act and WIC Amendments of 1987 (P.L. 100-237) (January 8, 1988) established a free-standing law requiring the USDA to improve the distribution and quality of commodities donated to child nutrition programs. It also established a foodbank demonstration project making use of Section 32 agricultural surplus commodities, amended the National School Lunch Act (P.L. 79-396) to permit certain pilot projects receiving cash in lieu of commodities or commodity letters of credit to continue receiving them, and amended the Child Nutrition Act of 1966 (P.L. 89-642) to make a variety of changes to the WIC program to expand coordination with other programs, conduct studies, and convert certain food funding to use for administrative costs.
# Dove Lake

Dove Lake can refer to:
* Dove Lake (Montgomery County, Pennsylvania)
* Dove Lake (Tasmania)
# Comodule

In mathematics, a comodule or corepresentation is a concept dual to a module. The definition of a comodule over a coalgebra is formed by dualizing the definition of a module over an associative algebra.

## Formal definition

Let K be a field, and C be a coalgebra over K. A (right) comodule over C is a K-vector space M together with a linear map
    $\rho \colon M\to M\otimes C$
such that
* $(\mathrm {id} \otimes \Delta )\circ \rho =(\rho \otimes \mathrm {id} )\circ \rho$
* $(\mathrm {id} \otimes \varepsilon )\circ \rho =\mathrm {id}$,
where Δ is the comultiplication for C, and ε is the counit.
Note that in the second rule we have identified $M\otimes K$ with $M\,$.

## Examples

* A coalgebra is a comodule over itself.
* If M is a finite-dimensional module over a finite-dimensional K-algebra A, then the set of linear functions from A to K forms a coalgebra, and the set of linear functions from M to K forms a comodule over that coalgebra.
* A graded vector space V can be made into a comodule. Let I be the index set for the graded vector space, and let $C_{I}$ be the vector space with basis $e_{i}$ for $i\in I$. We turn $C_{I}$ into a coalgebra and V into a $C_{I}$-comodule, as follows:
   * Let the comultiplication on $C_{I}$ be given by $\Delta (e_{i})=e_{i}\otimes e_{i}$.
   * Let the counit on $C_{I}$ be given by $\varepsilon (e_{i})=1\$.
   * Let the map $\rho$ on V be given by $\rho (v)=\sum v_{i}\otimes e_{i}$, where $v_{i}$ is the i-th homogeneous piece of $v$.

### In algebraic topology

One important result in algebraic topology is the fact that homology $H_{*}(X)$ over the dual Steenrod algebra ${\mathcal {A}}^{*}$ forms a comodule. This comes from the fact the Steenrod algebra ${\mathcal {A}}$ has a canonical action on the cohomology
   $\mu :{\mathcal {A}}\otimes H^{*}(X)\to H^{*}(X)$
When we dualize to the dual Steenrod algebra, this gives a comodule structure
   $\mu ^{*}:H_{*}(X)\to {\mathcal {A}}^{*}\otimes H_{*}(X)$
This result extends to other cohomology theories as well, such as complex cobordism and is instrumental in computing its cohomology ring $\Omega _{U}^{*}(\{pt\})$. The main reason for considering the comodule structure on homology instead of the module structure on cohomology lies in the fact the dual Steenrod algebra ${\mathcal {A}}^{*}$ is a commutative ring, and the setting of commutative algebra provides more tools for studying its structure.

## Rational comodule

If M is a (right) comodule over the coalgebra C, then M is a (left) module over the dual algebra C$^∗$, but the converse is not true in general: a module over C$^∗$ is not necessarily a comodule over C. A rational comodule is a module over C$^∗$ which becomes a comodule over C in the natural way.

## Comodule morphisms

Let R be a ring, M, N, and C be R-modules, and $\rho _{M}:M\rightarrow M\otimes C,\ \rho _{N}:N\rightarrow N\otimes C$ be right C-comodules. Then an R-linear map $f:M\rightarrow N$ is called a (right) comodule morphism, or (right) C-colinear, if $\rho _{N}\circ f=(f\otimes 1)\circ \rho _{M}.$ This notion is dual to the notion of a linear map between vector spaces, or, more generally, of a homomorphism between R-modules.
# Birrana bulburin

Birrana bulburin is a species of spiders in the family Zoropsidae, from Queensland, first described by Raven & Stumkat in 2005. It is the only species in the genus Birrana.