OpenLLM-France/wikimedia huggingface dataset:
# Legitimists (disambiguation)

Legitimists may refer to:
* Legitimists, Royalists in France who believe that the King of France and Navarre must be chosen according to the simple application of the Salic Law
* Jacobitism, the political movement dedicated to the restoration of the Stuart kings to the thrones of England and Scotland
* Carlists, a traditionalist, legitimist political movement in Spain seeking, among other things, the establishment of a separate line of the Bourbon family on the Spanish throne
* Miguelistas, legitimists of Portugal
* Legitimist Party (Nicaragua)
* Irish republican legitimism
# George Bogle

George Bogle may refer to:
* George Bogle of Daldowie (1700–1784), Glasgow merchant
* George Bogle (diplomat) (1746–1781), his son, first British diplomat to visit Tibet
# Sərkar

Sərkar or Sarkyar may refer to:
* Sərkar, Goygol, Azerbaijan
* Sərkar, Samukh, Azerbaijan
# Legislative Assembly of New Brunswick Television Service

The Legislative Assembly of New Brunswick Television Service is a Canadian cable television channel in the province of New Brunswick. The channel was launched on March 28, 2006 and established to broadcast the legislative proceedings of the Legislative Assembly of New Brunswick. It is available on cable television providers in New Brunswick.

## Overview

The channel broadcasts the entire legislative proceedings from the Legislative Assembly of New Brunswick. The channel consists of two feeds, one in English and French, both of official languages of the province. While, alternative audio tracks are available via the Secondary Audio Program (SAP).
When the legislature is not in session, like the Ontario Parliament Network, the channel broadcasts an array of graphics and textual messages such as next scheduled sitting of the House, news about upcoming Legislature events, the hours for Legislature Building tours, and profiles of each Member of Legislative Assembly, but is set to background music from Stingray Music's Baroque channel instead of playing full-length albums by known artists.

## History

Prior to the launch of the channel, New Brunswick legislative proceedings began broadcasting on television in 1988 via Fundy Cable Inc.'s community-access cable channel. The channel broadcast approximately two hours of taped coverage of the day's proceedings; while live broadcasting began in 1989. In the 1990s, live coverage was expanded to include almost the entire sitting day.
In 2005, a Committee of the Legislative Assembly was established and concluded to launch a dedicated channel to broadcast the legislative proceedings in their entirety. The channel launched on March 28, 2006 with its first day of coverage.
# Panther Lake (Vancouver Island)

Panther Lake is a lake located on Vancouver Island on Forbidden Plateau south of Lake Helen MacKenzie.
# Pandri, Purulia district

Pandri is a small village situated in the Purulia district in the state of West Bengal, known for being the first decentralized solar-powered village in India.

## Geography

Pandri is situated in the foothills of the Ajodhya Hills in the district Purulia. The village is located about eighteen kilometers from Jhalda. The village has about eighty households which are basically mud huts in three clusters. The approach to the village is a dirt road that winds through hilly terrain. The source of water supply to Pandri village is a dam situated close to the village.

## First solar-powered village in India

Pandri is the first decentralized solar-powered village in India. An initiative by Sri Sri Ravi Shankar's Art of Living Foundation which is a non-profit organization and by the Sri Sri Rural Development Program in West Bengal, set up the solar plant at a cost of about 4,500,000 Indian rupees. Pandri was chosen for this project as it had all year water supply due to its proximity to a dam situated near the village. Logistically, it was hard to set up the solar power plant due to bad roads and the steep climb for the supply trucks to reach Pandri. The other issue in setting up the solar plant was that labor (which included masons) and electricians initially refused to work in the area and around the village, as it was an area affected by Maoists. Covering about 2,000 square feet with about 75 solar panels, the solar power project was completed in 2015, generating about 1.2 kilowatts per panel of solar-power supplying clean energy to about 80 households.
# Sơn Hải

Sơn Hải may refer to several places in Vietnam, including:
* Sơn Hải, Bắc Giang, a rural commune of Lục Ngạn District.
* Sơn Hải, Kiên Giang [vi], a rural commune of Kiên Lương District.
* Sơn Hải, Lào Cai [vi], a rural commune of Bảo Thắng District.
* Sơn Hải, Nghệ An [vi], a rural commune of Quỳnh Lưu District.
* Sơn Hải, Quảng Ngãi [vi], a rural commune of Sơn Hà District.
# Paralecta nephelodelta

Paralecta nephelodelta is a moth in the family Xyloryctidae. It was described by Edward Meyrick in 1930. It is found in Malaysia.
# Panti Mountain bent-toed gecko

The Panti Mountain bent-toed gecko (Cyrtodactylus pantiensis) is a species of gecko that is endemic to western Malaysia.
# TD Canada Trust Scholarship for Community Leadership

The TD Scholarships for Community Leadership is one of the largest and most prestigious scholarships of its kind in Canada offered by Toronto Dominion Bank worth up to $70,000.

## TD Scholarship Award

This scholarship recognizes high school and CEGEP students entering university or college based on their outstanding community leadership. Each TD Canada Trust Scholarship is valued at up to $70,000 and includes full tuition for up to four years of study, $7,500 per year toward living expenses, and an offer of summer employment at TD. Every year up to 20 exemplary young people are chosen as recipients of the scholarships. Students across Canada are invited to apply, and five regional judging panels that include prominent educators, politicians, and community representatives review applications.
The scholarship program has been in operation since 1995, and has already awarded over 360 deserving young Canadians. A National Ceremony is held annually in May to honour the year's recipients, with government officials, TD executives and community leaders in attendance.
# George Bryan Polivka

George Bryan Polivka (born July 26, 1957) is an American writer, producer, and author. He is best known for his faith-based fantasy books, notably The Trophy Chase trilogy and its prequel Blaggard’s Moon. In 1986, Polivka won an Emmy Award for writing the sports documentary, "A Hard Road to Glory," with Arthur Ashe. Polivka was a 2009 Christy Award "Visionary" finalist. Polivka lives near Baltimore, Maryland, with his wife and children.

## Documentaries

* A Hard Road to Glory

## Novels

* The Legend of the Firefish
* The Hand that Bears the Sword
* The Battle for Vast Dominion
* Blaggard’s Moon

## Awards

* 1986 Emmy Award for writing, A Hard Road to Glory
# Len Reynolds (illustrator)

Leonard Frank Reynolds (3 March 1897 – 21 August 1939) was an Australian painter, illustrator, caricaturist, and cartoonist.

## Life

Reynolds was the child of Frank Augustus Reynolds and Eleanor Theresa (née Jones) Reynolds. He was educated at The Hutchins School in Hobart.
Reynolds attended Hobart Technical College (now known as TasTAFE) in 1909–12, 1914, and 1918, and he exhibited with the Art Society of Tasmania from 1918–19. He has been variously credited as Len Reynolds, Leonard Reynolds, Leonard F. Reynolds, and L. F. Reynolds. He is well known for his caricatures, including illustrations of Australian General Sir Thomas Blamey; Australian rules footballers Syd and Gordon Coventry; journalist, publicist and playwright Campbell Dixon; and various politicians, including Herbert Pratten.
Reynolds contributed cartoons and caricatures to The Bulletin, Melbourne Punch and the Sun-News Pic. He was also known for his paintings and etchings.
He died at the age of 42 in Beaumaris, Victoria, Australia, when his car went off a cliff. Due to Reynolds' early death, all of his works are public domain.
# TAPSO

TAPSO is used to make buffer solutions. It has a pK$_a$ value of 7.635 (I=0, 25°C). It can be used to make buffer solutions in the pH range 7.0-8.2.
# TAPPS2

TAPPS2 (Technische Alternative Planungs- und Programmier-System) is a tool used for developing the program logic for the universal, heating and solar thermal controllers by Austrian manufacturer Technische Alternative. Its primary usecase is defining the exact reaction of the controller to a certain event. Other than its predecessor, TAPPS, which could only be used to program controllers of type UVR1611, TAPPS2 is mainly used to program the UVR16x2 and RSM610 controllers, as well as several extension modules.

## Development

Development in TAPPS2 is done on a vector-based drawing surface using components that can be placed via drag and drop. The components, which can be separated into inputs, functions and outputs are then being connected according to their individual features. Available components vary according to the current solar thermal control unit.
# Tacitus (disambiguation)

Tacitus was a Roman historian and senator.
Tacitus may also refer to:
* Tacitus (emperor), Roman emperor in 275–276
* Tacitus (crater), a lunar impact crater, named after the Roman historian
* Tacitus (horse) (foaled 2016), an American Thoroughbred racehorse
* 3097 Tacitus, an asteroid named after the Roman historian
# Papua New Guinea Yachting Association

Papua New Guinea Yachting Association is the official body for recreational sailing in Papua New Guinea. It is a member of the International Sailing Federation. The 2015 Pacific Games will be held in Port Moresby, Papua New Guinea and will feature sailing as one of the sports.

## Club presidents

* Andrew Locke (1991 - 1997)
* This article about sports in Papua New Guinea is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
* This article about a sports-related organization is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
* This sailing-related article is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
# Taekwondo at the 2022 Asian Games – Women's 49 kg

The women's 49 kilograms event at the 2022 Asian Games took place on 25 September 2023 at Lin'an Sports and Culture Centre, Hangzhou, China.

## Schedule

All times are China Standard Time (UTC+08:00)
| Date | Time | Event |
| Monday, 25 September 2023 | 09:00 | Round of 32 |
| Monday, 25 September 2023 | 09:00 | Round of 16 |
| Monday, 25 September 2023 | 14:00 | Quarterfinals |
| Monday, 25 September 2023 | 14:00 | Semifinals |
| Monday, 25 September 2023 | 14:00 | Gold medal contest |

## Results
### Legend

* DQ — Won by disqualification
* P — Won by punitive declaration

### Final

| Gold medal contest | Gold medal contest | Gold medal contest | Gold medal contest |
| Panipak Wongpattanakit (THA) | 7 | 1 | 12 |
| Guo Qing (CHN) | 6 | 2 | 9 |

### Top half

| Round of 32 | Round of 32 | Round of 32 | Round of 16 | Round of 16 | Round of 16 | Round of 16 | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals |
| | | | Panipak Wongpattanakit (THA) | 12 | 10 | | | | | | | |
| Kry Lyden (CAM) | 7 | 4 | Anjali Tamang (NEP) | 0 | 0 | | | | | | | |
| Anjali Tamang (NEP) | 7 | 10 | | | | | Panipak Wongpattanakit (THA) | 6 | 11 | | | |
| | | | | | | | Jhuang Tien-yu (TPE) | 1 | 7 | | | |
| | | | Lam Siu Wai (HKG) | 0 | 2 | | | | | | | |
| | | | Jhuang Tien-yu (TPE) | 12 | 14 | | | | | | | |
| | | | | | | | | | | Panipak Wongpattanakit (THA) | 2 | 8 |
| | | | | | | | | | | Madinabonu Mannopova (UZB) | 1 | 7 |
| | | | Madinabonu Mannopova (UZB) | 12 | 16 | | | | | | | |
| Kong Chi Lam (MAC) | D | Q | Kong Chi Lam (MAC) | 0 | 4 | | | | | | | |
| Mahadula Kumari (SRI) | | | | | | | Madinabonu Mannopova (UZB) | 13 | 15 | | | |
| Ana Belo (TLS) | 6 | 9 | | | | | Trương Thị Kim Tuyền (VIE) | 9 | 13 | | | |
| Kaltham Al-Mutawah (QAT) | 2 | 4 | Ana Belo (TLS) | 10 | 0 | 3 | | | | | | |
| | | | Trương Thị Kim Tuyền (VIE) | 7 | 7 | 7 | | | | | | |

### Bottom half

| Round of 32 | Round of 32 | Round of 32 | Round of 16 | Round of 16 | Round of 16 | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals |
| | | | Mobina Nematzadeh (IRI) | 9 | 14 | | | | | | |
| Veronica Garces (PHI) | 4 | 2 | Veronica Garces (PHI) | 5 | 2 | | | | | | |
| Shirinmohi Mirshakarzoda (TJK) | 0 | 0 | | | | Mobina Nematzadeh (IRI) | 13 | 20 | | | |
| Ruka Okamoto (JPN) | 9 | 5 | | | | Botakoz Kapanova (KAZ) | 4 | 8 | | | |
| Maiar Qabaha (PLE) | 3 | 2 | Ruka Okamoto (JPN) | 2 | 0 | | | | | | |
| | | | Botakoz Kapanova (KAZ) | 5 | 12 | | | | | | |
| | | | | | | | | | Mobina Nematzadeh (IRI) | 10 | 8 |
| | | | | | | | | | Guo Qing (CHN) | 14 | 25$^P$ |
| | | | Dunya Abutaleb (KSA) | 7 | 12 | | | | | | |
| | | | Kang Mi-reu (KOR) | 5 | 6 | | | | | | |
| | | | | | | Dunya Abutaleb (KSA) | 7 | 5 | | | |
| Bat-Erdeniin Uchral (MGL) | 0 | 1 | | | | Guo Qing (CHN) | 13 | 13 | | | |
| Ni Kadek Heni Prikasih (INA) | 12 | 13 | Ni Kadek Heni Prikasih (INA) | 0 | 5 | | | | | | |
| | | | Guo Qing (CHN) | 0 | 13 | | | | | | |
# Taekwondo at the 2022 Asian Games – Women's individual poomsae

The women's individual poomsae event at the 2022 Asian Games took place on 24 September 2023 at Lin'an Sports and Culture Centre, Hangzhou, China.
Like kyorugi events, the competition was a straight single-elimination tournament. Both semifinal losers were awarded bronze medals. From the preliminary round to the quarterfinals, practitioners performed recognized poomsae routines. From the semifinals and onward, they performed a recognized routine for the first program and then did a freestyle routine for the second program. There were seven judges on the panel, and the average score of the five judges, excluding the highest and the lowest points, was the final score.

## Schedule

All times are China Standard Time (UTC+08:00)
| Date | Time | Event |
| Sunday, 24 September 2023 | 09:00 | Round of 16 |
| Sunday, 24 September 2023 | 14:00 | Quarterfinals |
| Sunday, 24 September 2023 | 14:00 | Semifinals |
| Sunday, 24 September 2023 | 14:00 | Gold medal contest |

## Results

| Round of 16 | Round of 16 | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Gold medal contest | Gold medal contest |
| Jocel Lyn Ninobla (PHI) | 7.56 | | | | | | |
| Cha Yea-eun (KOR) | 7.68 | Cha Yea-eun (KOR) | 7.83 | | | | |
| Nguyễn Thị Kim Hà (VIE) | 7.59 | Nguyễn Thị Kim Hà (VIE) | 7.82 | | | | |
| Huda Akbar (QAT) | 6.60 | | | Cha Yea-eun (KOR) | 7.43 | | |
| Diyanah Aqidah (SGP) | 7.60 | | | Chen Hsin-ya (TPE) | 7.17 | | |
| Swastika Tamang (NEP) | 7.25 | Diyanah Aqidah (SGP) | 7.70 | | | | |
| Pichamon Limpaiboon (THA) | 7.63 | Chen Hsin-ya (TPE) | 7.77 | | | | |
| Chen Hsin-ya (TPE) | 7.68 | | | | | Cha Yea-eun (KOR) | 7.54 |
| Yuiko Niwa (JPN) | 7.46 | | | | | Yuiko Niwa (JPN) | 7.16 |
| Cheong Weng Sam (MAC) | 7.39 | Yuiko Niwa (JPN) | 7.51 | | | | |
| Naila (PAK) | 7.34 | Naila (PAK) | 7.15 | | | | |
| Abrar Bukhari (KSA) | 7.18 | | | Yuiko Niwa (JPN) | 6.86 | | |
| Chu Lok Yee (HKG) | 7.47 | | | Marjan Salahshouri (IRI) | 6.44 | | |
| Nurul Hidayah Karim (MAS) | 7.70 | Nurul Hidayah Karim (MAS) | 7.78 | | | | |
| Ruma Khatun (BAN) | 7.07 | Marjan Salahshouri (IRI) | 7.78 | | | | |
| Marjan Salahshouri (IRI) | 7.72 | | | | | | |
# Leinach

Leinach is a municipality in the district of Würzburg in Bavaria in Germany. It includes the villages of Unterleinach and Oberleinach.
# Paradise (Lil Suzy album)

Paradise is Lil Suzy's fourth and final studio album to date. It was issued on 8 July 1997 by the Metropolitan Recording Corporation. It contains the singles "Can't Get You Out of My Mind" and "I Still Love You", which reached No. 79 and No. 94 on the Billboard Hot 100, respectively. The track, "You're the Only One", was later released as a single in 1999 as part of the compilation The MegaMix. Other tracks of note are "Memories", a cover of the group Netzwerk, and "Love Letter Lost", a collaboration with Crystal Waters.

## Charts

Singles - Billboard
| Year | Single | Chart | Peak Position |
| 1997 | "Can't Get You Out of My Mind" | Billboard Hot 100 | 79 |
| 1997 | "Can't Get You Out of My Mind" | Hot Dance Music/Maxi-Singles Sales | 14 |
| 1998 | "I Still Love You" | Billboard Hot 100 | 94 |
| 1998 | "I Still Love You" | Hot Dance Music / Maxi-Singles Sales | 32 |
# Paracobitis salihae

Paracobitis salihae is a species of stone loach found in the Euphrates River.
# Changing of the Seasons (album)

Professional ratings :
| Review scores ||
| Source | Rating |
| Allmusic | |
| World of Music | |
| The Guardian | |
| musicOMH | |
| Paste | |
| Pitchfork Media | (5.2/10) |
| PopMatters | |
| Slant Magazine | |
| Spin | |
| Uncut | |
Changing of the Seasons is the fourth studio album by Norwegian singer-songwriter Ane Brun, released on 12 March 2008 in Norway and Sweden, 14 October 2008 in the US, and on 2 February 2009 in the UK. The album became her breakthrough record outside of Scandinavia when the bonus track "True Colors", a cover of the 1985 Cyndi Lauper song, was used in a television advertisement for Sky+ HD in the United Kingdom and Ireland. The other bonus track is a cover of Alphaville's 1984 hit single "Big in Japan", recorded as part of the soundtrack for the Swedish TV documentary programme Stor i Japan. The version of the album with the two bonus tracks was released in Europe on 7 December 2008 and in the UK in February 2009. The French release of the album on 12 October 2009 contained a third bonus track, a version in French of "Koop Island Blues", a song Brun originally recorded in 2006 with Swedish jazz group Koop.
The album debuted at No. 1 in Norway and at No. 2 in Sweden.

## Track listing

All tracks are written by Ane Brun, except where noted
# Kershaw Correctional Institution

Kershaw Correctional Institution is a medium-security state prison for men located in Kershaw, Lancaster County, South Carolina, owned and operated by the South Carolina Department of Corrections.
The facility was opened in 1997 and has a capacity of 1403 inmates held at medium security.
# Chondrolepis niveicornis

Chondrolepis niveicornis, also known as the snow-horned nightfighter or common snow-horned skipper, is a species of butterfly in the family Hesperiidae. It is found in Nigeria, Cameroon, Angola, the Democratic Republic of the Congo, Sudan, Ethiopia, Uganda, Rwanda, Kenya, Tanzania, Malawi, Zambia, Mozambique and Zimbabwe. The habitat consists of damp and marshy areas, stream banks and tall grass at the edges of submontane forests.
Adults are attracted to flowers. They are on wing in September and from January to May.
The larvae feed on Panicum deustum and Imperata cylindrica.

## Subspecies

* Chondrolepis niveicornis niveicornis (Nigeria, Cameroon, Angola, eastern Democratic Republic of the Congo, southern Sudan, Uganda, Rwanda, Kenya, Tanzania, Malawi, Zambia, Mozambique, eastern Zimbabwe)
* Chondrolepis niveicornis pseudonero Berger, 1984 (Ethiopia)
# Inclusion map

In mathematics, if $A$ is a subset of $B,$ then the inclusion map is the function $\iota$ that sends each element $x$ of $A$ to $x,$ treated as an element of $B:$ $\iota :A\rightarrow B,\qquad \iota (x)=x.$
An inclusion map may also be referred to as an inclusion function, an insertion, or a canonical injection.
A "hooked arrow" (U+21AA ↪ RIGHTWARDS ARROW WITH HOOK) is sometimes used in place of the function arrow above to denote an inclusion map; thus: $\iota :A\hookrightarrow B.$
(However, some authors use this hooked arrow for any embedding.)
This and other analogous injective functions from substructures are sometimes called natural injections.
Given any morphism $f$ between objects $X$ and $Y$, if there is an inclusion map $\iota :A\to X$ into the domain $X$, then one can form the restriction $f\circ \iota$ of $f.$ In many instances, one can also construct a canonical inclusion into the codomain $R\to Y$ known as the range of $f.$

## Applications of inclusion maps

Inclusion maps tend to be homomorphisms of algebraic structures; thus, such inclusion maps are embeddings. More precisely, given a substructure closed under some operations, the inclusion map will be an embedding for tautological reasons. For example, for some binary operation $\star ,$ to require that $\iota (x\star y)=\iota (x)\star \iota (y)$ is simply to say that $\star$ is consistently computed in the sub-structure and the large structure. The case of a unary operation is similar; but one should also look at nullary operations, which pick out a constant element. Here the point is that closure means such constants must already be given in the substructure.
Inclusion maps are seen in algebraic topology where if $A$ is a strong deformation retract of $X,$ the inclusion map yields an isomorphism between all homotopy groups (that is, it is a homotopy equivalence).
Inclusion maps in geometry come in different kinds: for example embeddings of submanifolds. Contravariant objects (which is to say, objects that have pullbacks; these are called covariant in an older and unrelated terminology) such as differential forms restrict to submanifolds, giving a mapping in the other direction. Another example, more sophisticated, is that of affine schemes, for which the inclusions $\operatorname {Spec} \left(R/I\right)\to \operatorname {Spec} (R)$ and $\operatorname {Spec} \left(R/I^{2}\right)\to \operatorname {Spec} (R)$ may be different morphisms, where $R$ is a commutative ring and $I$ is an ideal of $R.$
# Mike Kurtz

Michael "Sheeny Mike" Kurtz (c. 1845—November 24, 1904) was an American burglar and gang leader in New York City during the mid-to late 19th century. He was one of the co-founders of the Dutch Mob, along with Little Freddie and Johnny Irving, during the 1870s. Kurtz and the others controlled the area between Houston and 5th Streets for several years until the gang was driven out by "strong-arm squads" under Captain Anthony Allaire in 1876. A year later he was arrested in Boston for robbing a silk house owned by Scott & Co. and sentenced to 12 years imprisonment. It was while in prison that he discovered that eating common soap could produce the effect of ill health. His sudden and unexplainable weight loss and other symptoms baffled the prison doctors and he was able to fool officials that he was dying and received a pardon.
Kurtz was sentenced to 18 and a half years imprisonment in Clinton Prison on March 30, 1880, however he was later released on appeal. He would later go on to have a successful career as a bank robber and jewelry thief with his former partner Johnny Irving throughout the 1880s and early 90s. He was associated with many underworld figures in New York including Billy Porter, Frank McCoy, "Banjo" Pete Emerson and criminal fence Marm Mandelbaum. He and Porter later traveled to Europe where they had considerable success as burglars before returning to the United States.
On April 2, 1894, he took part in the robbery of Albert J. Knoll's Jersey Street saloon in Elizabethtown, New Jersey with "Dutch" Fred Ryder and ex-policeman Michael Malone. He and his accomplices were eventually arrested for this robbery and all agreed to turn state's evidence. Kurtz and the others later testified that they had been hired to rob the saloon by David McAdams, New Jersey sportsman and manager of the Red Jacket Hotel, in exchange for a percentage of the $800 in cash.
Spending at least 17 years of his life in jail, Kurtz was estimated to have taken part in at least 150 major robberies amounting to over $7 million (when adjusted for inflation, that would be equivalent of $112 million). At the time of his death however, his family had disowned him and he was penniless when he died of consumption in Bellevue Hospital on November 24, 1904.
# Jakob Lange

Jakob Lange is currently one of 23 partners at Danish architectural company Bjarke Ingels Group.
Lange is a board member at the American transportation company Virgin Hyperloop.
# Segarcea-Vale

Segarcea-Vale is a commune in Teleorman County, Muntenia, Romania. It is composed of three villages: Olteanca, Segarcea-Deal, and Segarcea-Vale.

## Natives

* Gheorghe Sarău (born 1956), linguist
* Dimitrie Stelaru (1917–1971), poet and novelist