OpenLLM-France/wikimedia huggingface dataset:
# The Perfect Stranger (film)

The Perfect Stranger is a 2005 independent film based on the novel Dinner with a Perfect Stranger by David Gregory. It was featured at the 2005 Western Film and Video Festival, and was released on October 28, 2005. Directed by Jefferson Moore and Shane Sooter, the film starred Pamela Brumley and Jefferson Moore.

## Plot

Nikki Cominsky (Pamela Brumley) is a lawyer with problems in her married life. She moved from Cincinnati, Ohio and is working for a large law firm in the Chicago area. She invites her husband to have a romantic dinner at a local restaurant, but he has already made plans to go to a baseball game. Disappointed, she goes to work and sees an invitation for dinner at the very same restaurant that she was planning on going to with her husband. At first she is irked because she is sick of the local churches' attempts at getting new followers, but quickly realizes that this may be a romantic attempt from her husband. Excited, she goes to the restaurant, but sees a mysterious man claiming to be Jesus Christ (Jefferson Moore). She thinks the man is crazy and attempts to leave, but the man persuades her to stay by telling her that after dinner he would tell her who sent him. Knowing that she would want to find out who is responsible, and not wanting to refuse a free dinner, she stays. The man begins to use real life examples such as family and other religions to tie in why Christianity is the one true religion, also as to why he really is, in fact, Jesus. Throughout their evening of conversation, arguments and debate, Nikki learns things she never knew about life, Heaven, Hell, other religions, the universe, and even herself. By the time dinner is over, she notices large spike scars on the man's wrists, and her life has been changed forever. He says that she was the one who sent for him, years before. When Nikki gets home, she finds her husband there, and Sarah (her daughter) in bed, as was foretold by the stranger.

## Cast

* Pamela Brumley as Nikki Cominsky
* Jefferson Moore as The Stranger
* Tom Luce as Eduardo
* Dennis Martin as Matt Cominsky
* Stella Davis as Sarah Cominsky

## Production

The film was shot on location in Louisville, Kentucky and neighboring Jeffersonville, Indiana.

## Sequels and spinoffs

The movie is followed by two sequels: Another Perfect Stranger (2007) and Nikki and the Perfect Stranger (2013).
# São Bartolomeu (Coimbra)

São Bartolomeu is a former civil parish in the municipality of Coimbra, Portugal. The population in 2011 was 627 in an area of 0.17 km$^2$, meaning it's the least populated bairro in Coimbra. On 28 January 2013 it merged with Sé Nova, Santa Cruz, and Almedina to form Coimbra (Sé Nova, Santa Cruz, Almedina e São Bartolomeu). It is home to the Igreja de Santiago and Ponte de Santa Clara.
Population of the civil parish of São Bartolomeu (1864–2011)YearPop.±% 1864 3,160—     1878 3,484+10.3% 1890 3,776+8.4% 1900 3,872+2.5% 1911 3,881+0.2% 1920 3,532−9.0% 1930 3,533+0.0% 1940 3,810+7.8% 1950 3,707−2.7% 1960 3,451−6.9% 1970 2,484−28.0% 1981 2,172−12.6% 1991 1,395−35.8% 2001 856−38.6% 2011 627−26.8% :
# Bert Pearson (American football)

Madison Bertrand Pearson (March 22, 1905 – May 1, 1945) was an American professional football player. Pearson played eight years in the National Football League (NFL), mainly for the Chicago Bears. He was an offensive lineman. He was born in Manhattan, Kansas.
# Base stock model

The base stock model is a statistical model in inventory theory. In this model inventory is refilled one unit at a time and demand is random. If there is only one replenishment, then the problem can be solved with the newsvendor model.

## Overview
### Assumptions

* Products can be analyzed individually
* Demands occur one at a time (no batch orders)
* Unfilled demand is back-ordered (no lost sales)
* Replenishment lead times are fixed and known
* Replenishments are ordered one at a time
* Demand is modeled by a continuous probability distribution

### Variables

* $L$ = Replenishment lead time
* $X$ = Demand during replenishment lead time
* $g(x)$ = probability density function of demand during lead time
* $G(x)$ = cumulative distribution function of demand during lead time
* $\theta$ = mean demand during lead time
* $h$ = cost to carry one unit of inventory for 1 year
* $b$ = cost to carry one unit of back-order for 1 year
* $r$ = reorder point
* $SS=r-\theta$, safety stock level
* $S(r)$ = fill rate
* $B(r)$ = average number of outstanding back-orders
* $I(r)$ = average on-hand inventory level

## Fill rate, back-order level and inventory level

In a base-stock system inventory position is given by on-hand inventory-backorders+orders and since inventory never goes negative, inventory position=r+1. Once an order is placed the base stock level is r+1 and if X≤r+1 there won't be a backorder. The probability that an order does not result in back-order is therefore:
$P(X\leq r+1)=G(r+1)$
Since this holds for all orders, the fill rate is:
$S(r)=G(r+1)$
If demand is normally distributed ${\mathcal {N}}(\theta ,\,\sigma ^{2})$, the fill rate is given by:
$S(r)=\phi \left({\frac {r+1-\theta }{\sigma }}\right)$
Where $\phi$ is cumulative distribution function for the standard normal. At any point in time, there are orders placed that are equal to the demand X that has occurred, therefore on-hand inventory-backorders=inventory position-orders=r+1-X. In expectation this means:
$I(r)=r+1-\theta +B(r)$
In general the number of outstanding orders is X=x and the number of back-orders is:
$Backorders={\begin{cases}0,&x<r+1\\x-r-1,&x\geq r+1\end{cases}}$
The expected back order level is therefore given by:
$B(r)=\int _{r}^{+\infty }\left(x-r-1\right)g(x)dx=\int _{r+1}^{+\infty }\left(x-r\right)g(x)dx$
Again, if demand is normally distributed:
$B(r)=(\theta -r)[1-\phi (z)]+\sigma \phi (z)$
Where $z$ is the inverse distribution function of a standard normal distribution.

## Total cost function and optimal reorder point

The total cost is given by the sum of holdings costs and backorders costs:
$TC=hI(r)+bB(r)$
It can be proven that:
$G(r^{*}+1)={\frac {b}{b+h}}$
Where r* is the optimal reorder point.
    Proof ${\frac {dTC}{dr}}=h+(b+h){\frac {dB}{dr}}$ ${\frac {dB}{dr}}={\frac {d}{dr}}\int _{r+1}^{+\infty }(x-r-1)g(x)dx=-\int _{r+1}^{+\infty }g(x)dx=-[1-G(r+1)]$ To minimize TC set the first derivative equal to zero: ${\frac {dTC}{dr}}=h-(b+h)[1-G(r+1)]=0$ And solve for G(r+1).
If demand is normal then r* can be obtained by:
$r^{*}+1=\theta +z\sigma$
# Guamués River

Guamués River is a river of Colombia. It is part of the Amazon River basin and a 140-km-long left tributary of the Putumayo River.
# Kunikane-ike Dam

Kunikane-ike Dam (Japanese: 国兼池) is an earthfill dam located in Hiroshima Prefecture in Japan. The dam is used for irrigation. The catchment area of the dam is 13.6 km$^2$. The dam impounds about 25 ha of land when full and can store 1060 thousand cubic meters of water. The construction of the dam was started on 1946 and completed in 1953.
# Getchell Township, Barnes County, North Dakota

Getchell Township is a civil township in Barnes County, North Dakota, United States. As of the 2000 census, its population was 68.
# Grevillea christineae

Grevillea christineae, commonly known as Christine's grevillea, is a species of flowering plant in the family Proteaceae and is endemic to the south-west of Western Australia. It is an erect, rounded shrub with wiry branches, linear to narrowly elliptic leaves, and white flowers.

## Description

Grevillea christineae is an erect, rounded shrub that typically grows to a height of 0.5–1 m (1 ft 8 in – 3 ft 3 in) and has wiry, zig-zagging branchlets. Its leaves are linear to narrowly elliptic, 20–60 mm (0.79–2.36 in) long and 1–6.5 mm (0.039–0.256 in) wide, with the edges rolled under and both surfaces more or less glabrous. The flowers are arranged in groups of eight to twelve in leaf axils or on the ends of branchlets and are white, sometimes turning pink or red as they age, the pistil 7.0–8.5 mm (0.28–0.33 in) long. Flowering occurs in August and September and the fruit is a narrowly oval follicle 10–15 mm (0.39–0.59 in) long.

## Taxonomy

Grevillea christineae was first formally described in 1986 by Donald McGillivray in his book New Names in Grevillea (Proteaceae) from specimens collected in 1979 near Goomalling by Alex George. The specific epithet (christineae) honours Christine Cornish, who assisted McGillivray.

## Distribution and habitat

Grevillea christineae grows in woodland and shrubland in scattered populations between Watheroo and Goomalling in the Avon Wheatbelt, Geraldton Sandplains and Jarrah Forest biogeographic regions of south-western Western Australia.

## Conservation status

This species is listed "endangered" under the Australian Government Environment Protection and Biodiversity Conservation Act 1999, Vulnerable on the IUCN Red List and as "Threatened" by the Western Australian Government Department of Parks and Wildlife, meaning that it is in danger of extinction. The main threats to the species are damage or clearing during road maintenance work, inappropriate fire regimes and rubbish dumping. Other threats to this species include vegetation clearing, competition from invasive weeds and changed hydrology, including salinity. It may also be susceptible to dieback disease from the plant pathogen Phytophthora cinnamomi.
# Cancellaphera amasia

Cancellaphera amasia is a species of sea snail, a marine gastropod mollusk in the family Cancellariidae, the nutmeg snails.
# Plistonax inopinatus

Plistonax inopinatus is a species of beetle in the family Cerambycidae. It was described by Lane in 1960.
# Apostolic Overcoming Holy Church of God

The Apostolic Overcoming Holy Church of God was founded in 1916 as the Ethiopian Overcoming Holy Church of God by the late Bishop W.T. Phillips in Mobile, Alabama. The Church was locally incorporated on July 14, 1920.
Believing that God’s message was to all people on April 1, 1941, the church changed its name and was incorporated in the State of Alabama as the Apostolic Overcoming Holy Church of God. The church spread to many parts of the United States and into foreign territories.
Bishop Phillips led the church successfully for 57 years. He died on November 24, 1973, and Senior Bishop Jasper Roby served as the National Presider until May 2000. In June 2000, Bishop George W. Ayers, Ph.D. was voted by the Executive board as the National/International Presiding Prelate. His position was reaffirmed in June 2002 and he served faithfully until his death in 2015. His position was succeeded by Bishop John H. Matthews, who currently serves.
The church presently has missionaries serving Western, Southwest and Southeast Africa.
The local churches are united under districts, which are governed by overseers and district or diocesan bishops. The Annual Meeting called "Pentecost" convenes each year on June 1–10.
Birmingham, Alabama, is the home of the church headquarters. Since 2011 it has been located at the Cathedral of the Cross A.O.H. Church of God at 1480 CenterPoint Parkway Birmingham, AL 35215.
The Apostolic Overcoming Holy Church of God proclaims it is set upon the foundation laid by Jesus Christ and the Apostles following (non-Trinitarian) Oneness-Pentecostal doctrine. It believes that the work that Christ began must be continued to bring humanity to complete reconciliation with God.
# Stamnodes modocata

Stamnodes modocata is a species of geometrid moth in the family Geometridae. It is found in North America.
The MONA or Hodges number for Stamnodes modocata is 7351.
# Theotokos of Port Arthur

Theotokos of Port Arthur (Our Lady of Port Arthur, also known in Russian as Theotokos upon Swords and the Far Eastern Gatekeeper) is an Eastern Orthodox icon, representing the Theotokos (Virgin Mary) with the Mandylion and God the Father, flanked by two angels. The icon's dimensions (without frame) are approximately 124×77 cm. The icon is associated with the vision of an old veteran sailor, who came to pray in the Kiev Pechersk Lavra on December 11, 1903. In his dream, the sailor reportedly saw the Virgin Mary, who warned him about the upcoming Russo-Japanese War. Mary instructed to make an exact depiction of the vision and deliver it to Port Arthur (now Lüshunkou District) so that the Russians would gain her patronage and protection in the war.
Following the onset of the Russo-Japanese War, the devotees donated money for materials needed for making the icon. The image itself was painted free of charge by icon painter Pavel Shtronda in 1904 according to the sailor's vision. The icon, however, was not delivered to Port Arthur in time and the Siege of Port Arthur, as well as the war in general, ended with Russian defeat (for this reason the icon is also called the Unachieved Victory). Nonetheless the icon continued to be venerated and six copies were made. The icon was considered lost for more than 90 years. In 1998 Christian pilgrims from Vladivostok came to Jerusalem and fortuitously saw the icon in an antique shop. Expert examination confirmed its identity and the icon was bought and brought back to Russia. The original icon can be found now in Vladivostok in Pokrovsky Church (44 Okeansky Ave.). The feast day of the Theotokos of Port Arthur is 29 August (16 August in the Old Style calendar) and 24 December (11 December in the Old Style calendar).
In 2003 and 2014 the icon, together with another significant Theotokos Derzhavnaya icon, were brought to the Portuguese city of Fátima, where the famous Catholic Fátima Marian apparition occurred in 1917.
# Asian Invasion

Asian Invasion is a three-part mini-series presented by Jonathan Ross which aired on BBC Four in January 2006. Focusing on East Asian cinema, the series looked at some of the most famous films, actors and directors in Japan, Korea and Hong Kong. The series was directed by Rod Edge and written and produced by Jack Barth.

## Episode 1 - "Japan"

Episode 1 first aired on 10 January 2006. It features interviews with Mamoru Oshii and Ryuhei Kitamura and a brief history of Japanese cinema, as Ross builds up to his primary focus of modern Japanese cinema.

## Episode 2 - "Hong Kong"

Episode 2 first aired on 17 January 2006. In this instalment Ross meets comedy legend Stephen Chow and director Derek Yee, discusses the career of Michelle Yeoh and hails the illustrious careers of martial arts legends Jackie Chan and Bruce Lee.

## Episode 3 - "Korea"

Episode 3 first aired on 24 January 2006. Featuring interviews with directors Park Chan-wook and Kim Ki-duk, a look at Korea's burgeoning film industry and also a retrospective with regard to North Korean film making efforts.
# Murder of Lorenzo Cutugno

The murder of Lorenzo Cutugno was committed in Turin, Italy on 11 April 1978. The victim was a member of the Polizia Penitenziaria assigned to the Turin prisons, ambushed by the Red Brigades during the period known as the Years of Lead.

## History

On the morning of 11 April 1978, Cutugno was leaving the building where he lived at Lungo Dora Napoli 60, to go to work. As Cutugno emerged from the elevator, two Red Brigades members, Cristoforo Piancone and Nadia Ponti, repeatedly shot him in the legs with the aim of kneecapping him. Although already wounded, Cutugno dragged himself out of the entrance hall and shot the two fleeing terrorists, managing to hit both.
Patrizio Peci, a Red Brigades terrorist who turned informant, later wrote that Cutugno initially shot only Piancone, his male assailant, and not Ponti, a woman, seriously wounding Piancone. When Ponti prepared to shoot Cutugno again, Cutugno and Ponti fired at the same time, with Cutugno wounding Ponti in the arm and thigh. A third terrorist who was waiting in a stolen car, Vincenzo Acella, intervened and shot the wounded policeman from behind, in the heart and head. Peci wrote of Cutugno's actions before his death, "I must say that that Cutugno has shown that he has two big balls like this".
Cristoforo Piancone, left in a hospital emergency room by his comrades, was arrested and convicted of six murders and two attempted murders. He was the first Red Brigades member of those who were carrying out an extensive terror campaign in Turin to be identified and arrested.
# Germanville, Nebraska

Germanville is a ghost town in Cuming County, Nebraska, United States.

## History

A post office was established at Germanville in 1898, and remained in operation until it was discontinued in 1902. A share of the early settlers being natives of Germany caused the name to be selected.
# Grevillea cirsiifolia

Grevillea cirsiifolia, commonly known as varied-leaf grevillea, is a species of flowering plant in the family Proteaceae and is endemic to the south-west of Western Australia. It is a prostrate shrub, usually with divided leaves with eight to thirty lobes, and creamy white and bright yellow flowers with a white to pale yellow style.

## Description

Grevillea cirsiifolia is a prostrate shrub that typically grows up to 2 m (6 ft 7 in) wide. Its leaves are 70–160 mm (2.8–6.3 in) long and 5–25 mm (0.20–0.98 in) wide in outline, usually pinnatifid to pinnatipartite with eight to thirty linear to almost triangular lobes 12–60 mm (0.47–2.36 in) long and 1.5–5 mm (0.059–0.197 in) wide, or sometimes simple and toothed. The lower surface of the leaves is silky-hairy. The flowers are arranged in groups in leaf axils or on the ends of branchlets on a rachis 25–70 mm (0.98–2.76 in) long and are creamy white outside, brighter yellow inside, the pistil 7–8 mm (0.28–0.31 in) long with a white to pale yellow style. Flowering occurs from October to December and the fruit is a silky-hairy follicle 10–11.5 mm (0.39–0.45 in) long.

## Taxonomy

Grevillea cirsiifolia was first formally described in 1848 by Carl Meissner in Johann Georg Christian Lehmann's Plantae Preissianae from specimens collected by James Drummond in the Swan River Colony. The specific epithet (cirsiifolia) means "Cirsium-leaved".

## Distribution and habitat

Varied-leaf grevillea grows in woodland, often near winter-wet areas and is found from near Darkan to Mount Lindesay near Denmark in the Avon Wheatbelt, Jarrah Forest, Mallee and Warren biogeographic regions of Western Australia.

## Conservation status

This grevillea is listed as "not threatened" by the Department of Biodiversity, Conservation and Attractions and as Data Deficient on the IUCN Red List of Threatened Species, meaning there is insufficient information to assign a threat category to the species.
# Plymouth Congregational Church (Providence, Rhode Island)

The Plymouth Congregational Church is an historic church building at 1014 Broad Street in Providence, Rhode Island. Completed in 1919 for a congregation founded in 1878, it is a well-preserved example of late Gothic Revival architecture, designed by Boston architect George F. Newton. Since 2016, the building has been home to the Iglesia Visión Evangélica congregation. It was listed on the National Register of Historic Places in 2021.

## Architecture and history

The former Plymouth Congregational Church is located at the eastern edge of the Elmwood neighborhood and western edge of Lower South Providence, at the southeast corner of Broad Street and Pennsylvania Avenue. It is a large stone structure, with a square tower rising in the front left corner. Buttresses adorn the sides of the building and the tower corners, and a large stained-glass window dominates the gabled Broad Street facade. The main entrance is in the base of the tower, with heavy wooden doors set in a Gothic-arched opening with transom windows. The interior follows a modified Akron plan, specifically designed to accommodate large Sunday School classes.
The church was built in 1915-1919 for a congregation founded nearby in 1878; it was its third edifice. It was designed by George F. Newton, an architect based in Boston, Massachusetts. Planning for the building began as early as 1891, when the congregation purchased the lot where it stands. Its design and construction were delayed by funding considerations, and its construction was interrupted by World War I. It was formally dedicated on March 2, 1919.
In 1927, Plymouth Congregational Church merged with Union Congregational Church. Its combined membership of 1,200 made it one of the largest Protestant churches in Providence. However, by 1968 the congregation had shrunk to about 140 members, due to members moving to the suburbs.
The building was sold in 1971 to the Rhode Island Conference of the United Church of Christ, which that same year sold the building to the Holy Cross Church of God in Christ, a 260-member Black congregation, which remained there until 2015.
Iglesia Visión Evangélica, a Latin congregation, acquired the church in 2016. Leaders of the congregation nominated the property to the National Register of Historic Places, to recognize the building's historic significance. The nomination itself is significant as the first bilingual National Register nomination.
# Leeman, Wisconsin

Leeman is a small unincorporated community located in the Town of Maine in northern Outagamie County, Wisconsin, United States. It is two miles west of Nichols and one mile south of Shawano County. The Wolf River runs through the community. Postal service is provided by the Shiocton post office, ZIP code 54170.

## Transportation

Leeman is located on Wisconsin Highway 187 and Wisconsin Highway 168. Outagamie County Highway F also enters the community.

## Images

* Welcome sign
* Leeman market. A gas station in Leeman
# Star-Spangled Kid

The Star-Spangled Kid is the name of several superheroes in the DC Comics' main shared universe.

## Fictional character history
### Sylvester Pemberton

The original Star-Spangled Kid was Sylvester Pemberton, a Golden Age character, created by Superman co-creator Jerry Siegel. He adopted the identity to battle Nazism during World War II, and was unique in being a child with an adult sidekick, Stripesy a.k.a. Pat Dugan. Both he and Dugan were superb acrobats along with having sufficient training in hand-to-hand combat, but the pair regularly bickered about which of them should get top billing.
Decades later, he changed his name to Skyman and led Infinity Inc. He was later killed by Mister Bones's cyanide touch.

### Courtney Whitmore

Courtney is Pat Dugan's stepdaughter, who found Pemberton's gear in his belongings and donned the Cosmic Converter Belt, with a costume of her own design. She begins her career as the second Star-Spangled Kid to annoy Dugan as partial revenge for him marrying her mother and supposedly forcing the family to move from Los Angeles to Blue Valley, Nebraska. Dugan, a skilled mechanic, designs and builds S.T.R.I.P.E., a mecha which he rides in to accompany and protect her. Eventually, she joins the JSA and, after being given Jack Knight's cosmic rod, changes her identity to Stargirl.

### Miss Martian

A third Star-Spangled Kid appears in Terror Titans #1 and is subsequently captured by the Terror Titans team for the Dark Side Club. The Star-Spangled Kid is forced to fight in a tournament against other meta-humans, going on to win the tournament. During the course of the storyline he appears to have a much stronger resistance to brainwashing than the other fighters, although he does eventually succumb. Later, it is revealed that he is the shape-shifting Miss Martian, who is immune to the brainwashing and gradually frees the other combatants.

## Other versions

* An African-American child based on the Star-Spangled Kid, simply named Stars, appears in Kingdom Come. This version wears a leather jacket, an American flag bandana, a T-shirt with an inverted American flag, and a cosmic belt in addition to wielding the Cosmic Staff. Additionally, he is accompanied by a muscular older man called "Stripes".
* The Star-Spangled Kid appears in Tiny Titans #38.

## In other media

* The Sylvester Pemberton incarnation of the Star-Spangled Kid appears in the Smallville two-part episode "Absolute Justice", portrayed by Jim Shield.
* The Sylvester Pemberton incarnation of the Star-Spangled Kid appears in a photograph depicted in the Stargirl episode "Brainwave".