OpenLLM-France/wikimedia huggingface dataset:
# Remarriage & Desires

Remarriage & Desires (Korean: 블랙의 신부) is a 2022 South Korean television series directed by Kim Jeong-min and starring Kim Hee-sun, Lee Hyun-wook, Cha Ji-yeon, Jung Yoo-jin, and Park Hoon. This series is a satire on the Korean society that tells the desire in the remarriage market, revolving around upper-class marriage information companies. It was released on Netflix on July 15, 2022.

## Synopsis

Seo Hye-seung who lost everything in an instant after living as a middle-class housewife in Gangnam, reunites with the woman who upended her life at Rex, a marriage information company for the upper class, and participates in the race of her desires for her revenge.

## Cast
### Main

* Kim Hee-sun as Seo Hye-seung, a teacher in Gangnam.
* Lee Hyun-wook as Lee Hyeong-joo, a venture company executive.
* Jung Yoo-jin as Jin Yoo-hee, a lawyer at a large corporation with a desire to become the top class.
* Cha Ji-yeon as Choi Yoo-seon, a representative of Rex, the country's top-class professional marriage company.
* Park Hoon as Cha Seok-jin, a professor who has a conflict with Choi Yoo-seon over his father's enormous fortune.

### Supporting

* Park Sang-hoon as Lee Jun-ho, son of Lee Hyeong-joo.
* Kim Sa-kwon as Joo Ho-chan, Lee Hyeong-joo's friends
* Lady Jane as station announcer
* Kim Mi-kyung as Lee Hyeong-joo's mother
* Kim Young-hoon as Choi Seong-jae, President of a leading game company.
* Kim So-ra as Prof. Jung Mi-jin, University professor
* Kim Yoon-seo as Heo Jung-in, Lee Hyung-joo's ex wife
* Kim Seon-kyung as Sec. Go Ae-ran, secretary of the Blue House
* Lee Doo-seok as Prof. Park Jin-hwan
* Baek Joo-hee as Ha Yeong-seo
* Baek Seung-hee as Han Jung-ok
* Jung Woo-hyuk as Engr. Ryu Won-ho
* Yang Mal-bok as Min Na-rae

### Special appearance

* Park Ji-hoon as one of Choi Yoo-seon's customers

## Production
### Development

On July 21, 2021, Netflix confirmed through a press release the production of Korean original series Remarriage & Desires, a satire on Korean society in which people hope to upgrade their status by marrying or remarrying into the ranks of the elite. Netflix further revealed that the series to be directed by Kim Jung-min, written by Lee Geun-yeong and produced by Image9 Communications and Tiger Studio, will have cast of Kim Hee-seon, Lee Hyun-wook, Jung Yu-jin, Park Hoon and Cha Ji-yeon.

### Casting

In July casting in the series was confirmed by Kim Hee-sun, Lee Hyeon-wook, Jung Yu-jin, Park Hoon and Cha Ji-yeon.

### Filming

Filming began on July 25, 2021 after script reading on the 6th.

## Reception

Pierce Conran of the South China Morning Post rated the series with 2.5 out of 5 stars and praising the performance of Jung Eugene wrote, "Jung Eugene stands out for her delivery of cold, calculating evil." Conran also appreciated the cinematographer Jo Yeon-soo, writing, "Jo Yeon-soo draws notice for his smooth camerawork." Summarising Conran wrote, "For a show that’s less than half the length of other primetime soaps, what’s immediately apparent about Remarriage & Desires is how slow the build-up of the story is and how listless it remains until the final couple of episodes."
# Notialis

Notialis is a genus of moths in the family Lecithoceridae.

## Species

* Notialis stigmatis Park, 2009
* Notialis vernaculae Park, 2009
# Trzcianka, Łódź Voivodeship

Trzcianka is a village in the administrative district of Gmina Łyszkowice, within Łowicz County, Łódź Voivodeship, in central Poland. It lies approximately 7 kilometres (4 mi) south-west of Łyszkowice, 20 km (12 mi) south of Łowicz, and 32 km (20 mi) north-east of the regional capital Łódź.
# Żdżary, Wieruszów County

Żdżary is a village in the administrative district of Gmina Bolesławiec, within Wieruszów County, Łódź Voivodeship, in central Poland. It lies approximately 6 kilometres (4 mi) north-east of Bolesławiec, 12 km (7 mi) south-east of Wieruszów, and 105 km (65 mi) south-west of the regional capital Łódź.
# Kariu Station

Kariu Station (狩生駅, Kariu-eki) is a passenger railway station located in the city of Saiki, Ōita, Japan. It is operated by JR Kyushu.

## Lines

The station is served by the Nippō Main Line and is located 192.0 km from the starting point of the line at Kokura.

## Layout

The station, which is unstaffed, consists of two side platforms serving two tracks. The station building is a simple wooden sshed which serves only to house a waiting area and an automatic ticket vending machine. Another wooden shed, at right angles, is used occasionally as a community meeting space and as a marketplace for local produce. Access to the opposite side platform is by means of a footbridge.

### Platforms

| 1 | ■ ■ Nippō Main Line | for Saiki |
| 2 | ■ ■ Nippō Main Line | for Ōita |
* Kuha 814-24 at Kariu Station

## History

Japanese National Railways (JNR) opened the station on 15 April 1959 as an additional station on the existing track of the Nippō Main Line. With the privatization of JNR on 1 April 1987, the station came under the control of JR Kyushu.

## Passenger statistics

In fiscal 2015, there were a total of 5,728 boarding passengers, giving a daily average of 16 passengers.

## Surrounding area

* Japan National Route 217
* Karyu Limestone Cave
# James Hamilton, 7th Duke of Hamilton

James George Hamilton, 7th Duke of Hamilton and 4th Duke of Brandon (18 February 1755 – 7 July 1769) was a short-lived Scottish peer.
Hamilton was born at Holyrood Palace, the son of the 6th Duke of Hamilton and his wife, Elizabeth. Styled as Marquess of Clydesdale from his birth until his father's death, he succeeded to his father's title of Duke of Hamilton in 1758, at the age of two.
Upon the death in 1761 of his distant cousin, the Duke of Douglas, he inherited the title of Marquess of Douglas. A dispute concerning the estate of the late Duke of Douglas led to the Douglas Cause.
Hamilton was educated at Eton from 1763 to 1767. However, he died in 1769, aged 14, at Hamilton Palace from a fever. He was interred in the family mausoleum at Hamilton, Scotland, and his titles passed to his younger brother, Douglas Hamilton.
Peerage of Scotland :
| Preceded byJames Hamilton | Duke of Hamilton 1758–1769 | Succeeded byDouglas Hamilton |
| Preceded byArchibald Douglas | Marquess of Douglas 1761–1769 | Succeeded byDouglas Hamilton |
| Peerage of Great Britain |||
| Preceded byJames Hamilton | Duke of Brandon 1758–1769 | Succeeded byDouglas Hamilton |
# Chlorhoda metaleuca

Chlorhoda metaleuca is a moth of the subfamily Arctiinae first described by William Schaus in 1912. It is found in Costa Rica.
# Dream Lover

"Dream Lover" is a song written by American musician Bobby Darin. Darin recorded his composition on March 5, 1959 and released it as a single the following month. It was produced by Ahmet Ertegun and Jerry Wexler and engineered by Tom Dowd. The song has been widely covered by other singers.

## Song background

In addition to Darin's vocal, the song features Neil Sedaka on piano. While recording it Darin decided to stretch out some chord changes he found on the piano and add strings and voices. A picture sleeve, featuring a portrait of Darin, was also issued for this record in the U.S.

## Chart performance

It was released as a single on Atco Records in the U.S. in 1959, and became a multi-million seller, reaching No. 2 on the Billboard Hot 100 for a week, No. 4 on Billboard's Hot R&B Sides chart, and No. 5 in Canada. "Dream Lover" was kept from the No. 1 spot by "The Battle of New Orleans" by Johnny Horton. It did however reach No. 1 on the UK's New Musical Express chart for four weeks during July 1959. The song also reached No. 5 on Norway's VG-lista, No. 12 in Flanders, and No. 21 in Wallonia.

## Certifications

| Region | Certification | Certified units/sales |
| Italy | — | 100,000 |
| United Kingdom (BPI) | Silver | 200,000$^‡$ |
| $^‡$ Sales+streaming figures based on certification alone. |||

## Cover versions

In 1961, Dion DiMucci released his version of "Dream Lover" on the album Runaround Sue. Thirty years later (1991) he recorded a new version for the Hot Shots! soundtrack.
In 1964, The Paris Sisters released a version of "Dream Lover".
In 1971, Billy "Crash" Craddock released his version of "Dream Lover" as a single. Craddock's version reached No. 1 on Cash Box's Country Top 65 chart and Record World's Country Singles Chart, while reaching No. 5 on Billboard's Hot Country Singles chart. Craddock's version was included on his 1972 album You Better Move On.
In 1979, Ricky Nelson released a cover of "Dream Lover". His version reached No. 29 on Billboard's Adult Contemporary chart and No. 59 on Billboard's Hot Country Singles chart. He sang the song on his appearance on Saturday Night Live. Also, in 1979, Australian Glen Shorrock of Little River Band covered it. It was in the Australian Top 10 for 18 weeks, in 1979. See here ( Dream Lover, Glenn Shorrock on YouTube)
Country music singers Tanya Tucker and Glen Campbell released a duet of "Dream Lover" as a single on Tucker's 1980 album Dreamlovers.
In 2022, the actress and singer Evan Rachel Wood released her version with her band EVAN + ZANE included on their album "Dream".
# Behrend's theorem

In arithmetic combinatorics, Behrend's theorem states that the subsets of the integers from 1 to $n$ in which no member of the set is a multiple of any other must have a logarithmic density that goes to zero as $n$ becomes large. The theorem is named after Felix Behrend, who published it in 1935.

## Statement

The logarithmic density of a set of integers from 1 to $n$ can be defined by setting the weight of each integer $i$ to be $1/i$, and dividing the total weight of the set by the $n$th partial sum of the harmonic series (or, equivalently for the purposes of asymptotic analysis, dividing by $\log n$). The resulting number is 1 or close to 1 when the set includes all of the integers in that range, but smaller when many integers are missing, and particularly when the missing integers are themselves small.
A subset of $\{1,\dots n\}$ is called primitive if it has the property that no subset element is a multiple of any other element. Behrend's theorem states that the logarithmic density of any primitive subset must be small. More precisely, the logarithmic density of such a set must be $O(1/{\sqrt {\log \log n}})$.
For infinite primitive sequences, the maximum possible density is smaller, $o(1/{\sqrt {\log \log n}})$.

## Examples

There exist large primitive subsets of $\{1,\dots n\}$. However, these sets still have small logarithmic density.
* In the subset $\{\lceil (n+1)/2\rceil ,\dots n\}$, all pairs of numbers are within a factor of less than two of each other, so no two can be multiples. It includes approximately half of the numbers from $1$ to $n$. By Dilworth's theorem (using a partition of the integers into chains of powers of two multiplied by an odd number) this subset has maximum cardinality among all subsets in which no two are multiples. But because all of its elements are large, this subset has low logarithmic density, only $O(1/\log n)$.
* Another primitive subset is the set of prime numbers. Despite there being fewer prime numbers than the number of elements in the previous example, this set has larger logarithmic density, $O(\log \log n/\log n)$, according to the divergence of the sum of the reciprocals of the primes.
Both of these subsets have significantly smaller logarithmic density than the bound given by Behrend's theorem. Resolving a conjecture of G. H. Hardy, both Paul Erdős and Subbayya Sivasankaranarayana Pillai showed that, for $k\approx \log \log n$, the set of numbers with exactly $k$ prime factors (counted with multiplicity) has logarithmic density
    ${\frac {1+o(1)}{\sqrt {2\pi \log \log n}}},$
exactly matching the form of Behrend's theorem. This example is best possible, in the sense that no other primitive subset has logarithmic density with the same form and a larger leading constant.

## History

This theorem is known as Behrend's theorem because Felix Behrend proved it in 1934, and published it in 1935. Paul Erdős proved the same result, on a 1934 train trip from Hungary to Cambridge to escape the growing anti-semitism in Europe, but on his arrival he discovered that Behrend's proof was already known.
# Żeleźnica, Łódź Voivodeship

Żeleźnica is a village in the administrative district of Gmina Przedbórz, within Radomsko County, Łódź Voivodeship, in central Poland. It lies approximately 14 kilometres (9 mi) south-east of Przedbórz, 41 km (25 mi) east of Radomsko, and 97 km (60 mi) south-east of the regional capital Łódź.
# Kyūsendō Station

Kyūsendō Station (球泉洞駅, Kyūsendō-eki) is a railway station on the Hisatsu Line in Kuma, Kumamoto, Japan, operated by Kyushu Railway Company (JR Kyushu).

## Lines

Kyūsendō Station is served by the Hisatsu Line.

## Adjacent stations

| ← | Service | → |
| Hisatsu Line |||||
| Shiroishi | Local | Isshōchi |
# Yoshitomi, Fukuoka

Yoshitomi (吉富町, Yoshitomi-machi) is a town located in Chikujō District, Fukuoka Prefecture, Japan. As of 2 December 2023, the town had an estimated population of 6,617 in 3075 households, and a population density of 1200 persons per km². The total area of the town is 5.72 km$^2$ (2.21 sq mi).

## Geography

Yoshitomi is located in the far southeast corner of Fukuoka Prefecture. It borders Nakatsu City in Ōita Prefecture across the first-class river Yamakuni River to the east, Jomo Town to the south, and Buzen City to the west. With an area of 5.68 square kilometers, it is the smallest municipality in Kyushu and the 12th smallest in Japan. It is only about two kilometers east-west and three kilometers north-south, and the urban area is concentrated around Yoshitomi Station and has a relatively high population density.

### Neighbouring municipalities

Fukuoka Prefecture
* Buzen
* Kōge
Ōita Prefecture
* Nakatsu

### Climate

Yoshitomi has a humid subtropical climate (Köppen Cfa) characterized by warm summers and cool winters with light to no snowfall. The average annual temperature in Yoshitomi is 14.9 °C. The average annual rainfall is 1623 mm with September as the wettest month. The temperatures are highest on average in August, at around 26.0 °C, and lowest in January, at around 3.8 °C.

### Demographics

Per Japanese census data, the population of Yoshitomi is as shown below

## History

The area of Yoshitomi was part of ancient Buzen Province. During the Edo period it was under control of Nakatsu Domain. The village of Higashi-Yoshiomi within Kōgei District, Fukuoka was established on May 1, 1889 with the creation of the modern municipalities system. Kōgei District became Chikujō District in 1896. Higashi-Yoshitomi was raised to town status on May 19, 1942, changing its name to Yoshitomi. Efforts to merge with the town of Buzen have failed to secure popular support.

## Government

Yoshitomi has a mayor-council form of government with a directly elected mayor and a unicameral town council of ten members. Yoshitomi, collectively with Buzen and the other municipalities of Chikujō District contributes one member to the Fukuoka Prefectural Assembly. In terms of national politics, the town is part of the Fukuoka 11th district of the lower house of the Diet of Japan.

## Economy

Economically, Yoshitomi belongs to the Nakatsu metropolitan area, and according to the 2005 census, approximately 30% of all commuters commute to Nakatsu City. As factories such as Mitsubishi Tanabe Pharmaceutical Factory Co., Ltd. are located here, there is a considerable influx of people from Nakatsu. Commercial fishing also plays a role in the local economy.

## Education

Yoshitomi has one public elementary school operated by the town government and one public junior high school operated by a cooperative established between Yoshitomi and Buzen. The town does not have a high school.

## Transportation
### Railways

JR Kyushu - Nippō Main Line
* Yoshitomi

### Highways

The town is not on any expressway or National Highway.
# Danilo Coito

Danilo Rafael Coito Pérez (born 23 October 1931) was a Uruguayan basketball player. He competed in the men's tournament at the 1960 Summer Olympics.
# Figure skating at the Goodwill Games

Figure skating at the Goodwill Games was a senior international figure skating competition. It was held in July, August, or September. Medals were awarded in men's singles, ladies' singles, pair skating, and ice dancing.

## Medalists
### Men

| Year | Location | Gold | Silver | Bronze |
| 1990 | Seattle | Kurt Browning | Viktor Petrenko | Todd Eldredge |
| 1994 | Saint Petersburg | Alexei Urmanov | Todd Eldredge | Philippe Candeloro |
| 1998 | Uniondale | Todd Eldredge | Alexei Urmanov | Evgeni Plushenko |
| 2001 | Brisbane | Evgeni Plushenko | Michael Weiss | Alexei Yagudin |

### Ladies

| Year | Location | Gold | Silver | Bronze |
| 1990 | Seattle | Kristi Yamaguchi | Jill Trenary | Surya Bonaly |
| 1994 | Saint Petersburg | Surya Bonaly | Michelle Kwan | Maria Butyrskaya |
| 1998 | Uniondale | Michelle Kwan | Maria Butyrskaya | Viktoria Volchkova |
| 2001 | Brisbane | Irina Slutskaya | Michelle Kwan | Fumie Suguri |

### Pairs

| Year | Location | Gold | Silver | Bronze |
| 1990 | Seattle | Ekaterina Gordeeva / Sergei Grinkov | Natalia Mishkutenok / Artur Dmitriev | Elena Bechke / Denis Petrov |
| 1994 | Saint Petersburg | Natalia Mishkutenok / Artur Dmitriev | Marina Eltsova / Andrei Bushkov | Evgenia Shishkova / Vadim Naumov |
| 1998 | Uniondale | Elena Berezhnaya / Anton Sikharulidze | Oksana Kazakova / Artur Dmitriev | Dorota Zagorska / Mariusz Siudek |
| 2001 | Brisbane | Elena Berezhnaya / Anton Sikharulidze | Dorota Zagorska / Mariusz Siudek | Maria Petrova / Alexei Tikhonov |

### Ice dancing

| Year | Location | Gold | Silver | Bronze |
| 1990 | Seattle | Marina Klimova / Sergei Ponomarenko | Maya Usova / Alexander Zhulin | Susan Wynne / Joseph Druar |
| 1994 | Saint Petersburg | Irina Romanova / Igor Yaroshenko | Irina Lobacheva / Ilia Averbukh | Ekaterina Svirina / Sergei Sakhnovski |
| 1998 | Uniondale | Anjelika Krylova / Oleg Ovsyannikov | Irina Lobacheva / Ilia Averbukh | Elena Grushina / Ruslan Goncharov |
| 2001 | Brisbane | Irina Lobacheva / Ilia Averbukh | Galit Chait / Sergei Sakhnovski | Tatiana Navka / Roman Kostomarov |
# Sawyer, North Dakota

Sawyer is a city in Ward County, North Dakota, United States. The population was 319 at the 2020 census. It is part of the Minot Micropolitan Statistical Area. Sawyer was founded in 1898.

## Geography

According to the United States Census Bureau, the city has a total area of 0.48 square miles (1.24 km$^2$), all land.

## Demographics
### 2010 census

As of the census of 2010, there were 357 people, 139 households, and 99 families residing in the city. The population density was 743.8 inhabitants per square mile (287.2/km$^2$). There were 150 housing units at an average density of 312.5 per square mile (120.7/km$^2$). The racial makeup of the city was 96.6% White, 0.3% African American, 1.1% Native American, 0.3% Asian, 0.3% from other races, and 1.4% from two or more races. Hispanic or Latino of any race were 0.8% of the population.
There were 139 households, of which 35.3% had children under the age of 18 living with them, 58.3% were married couples living together, 8.6% had a female householder with no husband present, 4.3% had a male householder with no wife present, and 28.8% were non-families. 24.5% of all households were made up of individuals, and 10.8% had someone living alone who was 65 years of age or older. The average household size was 2.57 and the average family size was 3.05.
The median age in the city was 38.4 years. 28% of residents were under the age of 18; 7.1% were between the ages of 18 and 24; 25.5% were from 25 to 44; 27.8% were from 45 to 64; and 11.8% were 65 years of age or older. The gender makeup of the city was 52.4% male and 47.6% female.

### 2000 census

As of the census of 2000, there were 377 people, 150 households, and 108 families residing in the city. The population density was 782.4 inhabitants per square mile (302.1/km$^2$). There were 162 housing units at an average density of 336.2 per square mile (129.8/km$^2$). The racial makeup of the city was 98.14% White, 0.53% Native American, 1.06% Asian, 0.27% from other races. Hispanic or Latino of any race were 1.06% of the population.
There were 150 households, out of which 35.3% had children under the age of 18 living with them, 60.0% were married couples living together, 8.7% had a female householder with no husband present, and 28.0% were non-families. 24.7% of all households were made up of individuals, and 10.0% had someone living alone who was 65 years of age or older. The average household size was 2.51 and the average family size was 2.98.
In the city, the population was spread out, with 29.4% under the age of 18, 5.8% from 18 to 24, 30.8% from 25 to 44, 22.3% from 45 to 64, and 11.7% who were 65 years of age or older. The median age was 36 years. For every 100 females, there were 107.1 males. For every 100 females age 18 and over, there were 107.8 males.
The median income for a household in the city was $30,750, and the median income for a family was $35,000. Males had a median income of $30,417 versus $14,750 for females. The per capita income for the city was $13,245. About 6.9% of families and 8.0% of the population were below the poverty line, including 6.7% of those under age 18 and none of those age 65 or over.
# Trząs

Trząs is a village in the administrative district of Gmina Kluki, within Bełchatów County, Łódź Voivodeship, in central Poland. It lies approximately 7 kilometres (4 mi) south-west of Kluki, 15 km (9 mi) south-west of Bełchatów, and 58 km (36 mi) south of the regional capital Łódź.
# Żelisław, Łódź Voivodeship

Żelisław is a village in the administrative district of Gmina Błaszki, within Sieradz County, Łódź Voivodeship, in central Poland. It lies approximately 3 kilometres (2 mi) south-east of Błaszki, 22 km (14 mi) west of Sieradz, and 73 km (45 mi) west of the regional capital Łódź.
# Chapter 33

Chapter 33 refers to a 33rd chapter in a book.
Chapter Thirty-Three, Chapter 33, or Chapter XXXIII may also refer to:

## Television

* "Chapter 33" (House of Cards)
* "Chapter Thirty-Three" (Boston Public)
* "Chapter Thirty-Three: Deus Ex Machina", an episode of Chilling Adventures of Sabrina
* "Chapter Thirty-Three: Shadow of a Doubt", an episode of Riverdale

## Other uses

* Chapter 33 (G.I. Bill of Rights)
# Erick Torres (footballer, born 2001)

Erick Alexandro Torres Leyva (born 16 February 2001) is a Peruvian footballer who plays as a winger for Deportivo El Inca.

## Career
### Club career

Torres got his professional debut for Carlos A. Mannucci in the Peruvian Primera División on 14 April 2019 against Alianza Universidad. Torres was in the starting lineup but was replaced by Relly Fernández after 51 minutes. His second appearances came 13 days later against Sport Huancayo.
In the summer 2021, Torres joined Deportivo Llacuabamba. In February 2022, Torres moved to fellow league club Comerciantes Unidos.
In 2023, he moved to Racing de Huamachuco and later to Defensor Porvenir. In 2024, he joined Deportivo El Inca.
# Odelia

Odelia or Odilia is a feminine given name. It is a variant form of the name Ottilie. It is also a modern Hebrew name meaning “I will thank Yahweh.”

## Women named Odelia

* Odelia Ntiamoah Boampong (born 1981), Ghanaian entrepreneur, TV and radio news reporter
* Odelia Fitoussi (born 1977), Israeli art therapist and disability rights advocate
* Manohara Odelia Pinot (born 1992), Indonesian-American model

## Women named Odilia

* Odile of Alsace, Roman Catholic saint also known as Odilia
* Odilia of Cologne, Roman Catholic saint
* Mary Odilia Berger (1823–1880), German-born American Catholic religious sister
* Odilia Castro Hidalgo (1908–1999), Costa Rican teacher, communist and feminist
* Odilia Dank (1938–2013), American educator and politician
* Luz Odilia Font (1929–2022), Puerto Rican actress
* Odilia Palomo Paíz (1919–1985), Guatemalan teacher and politician and wife of Guatemalan President Carlos Castillo Armas
* Odilia Suárez (1923–2006), Argentine architect, educator and urban planner