OpenLLM-France/wikimedia huggingface dataset:
# Isla Bastimentos National Marine Park

Isla Bastimentos National Marine Park (in Spanish: Parque Nacional Marino Isla Bastimentos) is a marine park located in the Bocas del Toro Archipelago, Panama. The park covers 13,226 hectares.

## History

The park has been managed and protected by the National Environmental Authority of Panama (ANAM) since its creation in 1988. The Cayos Zapatillas are the most popular place to visit this park.

## Geography

The site has an area of 13,000 hectares. It includes multiple islands including the Cayo Zapatilla Major and other minor islands.

## Sights

The park protects forests, mangroves, monkeys, sloths, caiman, crocodile, and 28 species of amphibians and reptiles. Playa Larga (Long Beach), on Isla Bastimentos, that is important nesting site for sea turtles. Four species of endangered sea turtles use it as a nesting site from April through September. The rana rojo (strawberry poison-dart frog) also inhabits the island. It is home to over 250 species of fish and marine mammals.
The turtles mostly go to Playa Larga (Long Beach), which is located at the north side of the marine park.
The monkeys and sloths are seen at Quebrada de Sal (Salt Creek).
The park also has nearly eighty eighty different coral species. The corals are believed to be over 10,000 years old.
Wizard Beach. also known as Playa Primera, scenic yellow sand beach next to jungle reached by a wilderness path from Old Bank in dry weather. Further along the coast are Playa Segunda (Second Beach) and Red Frog Beach. There is also a water taxi to Red Frog Beach from a marina on the south side of the island.
# Isla Ballena

Isla Ballena, is an island in the Gulf of California east of the Baja California Peninsula. The island is uninhabited and is part of the La Paz Municipality.

## Biology

Isla Ballena has five species of reptiles: Phyllodactylus unctus (San Lucan leaf-toed gecko), Sauromalus ater (common chuckwalla), Sceloporus hunsakeri (Hunsaker's spiny lizard), Urosaurus nigricauda (black-tailed brush lizard), and Uta stansburiana (common side-blotched lizard).
# Topsy-Turvy doll

A Topsy-Turvy doll is a double-ended doll, typically featuring two opposing characters. They are traditionally American cloth folk dolls which fuse a white girl child with a black girl child at the hips. Later dolls were sometimes a white girl child with a black mammy figure. Precise facts about their origins are rare, but as late as the 1950s, "Topsy and Eva" dolls were marketed by Sears, Montgomery Ward, and The Babyland Rag company (aka Bruckner).

## Meaning and use

As objects of material culture, Topsy-Turvy dolls have provoked a great amount of interpretive controversy. Karen Sanchez-Eppler suspects that Harriet Beecher Stowe's Topsy in Uncle Tom's Cabin may have taken her name from the dolls, making for a "poignant and somewhat disturbing pairing with little Eva".
Doll collector Wendy Lavitt writes, "It has recently been suggested that these dolls were often made for Black children who desired a forbidden white doll (a baby like the ones their mothers cared for); they would flip the doll to the black side when an overseer passed them at play." Alice Taylor echoes this idea. “Scholars and doll enthusiasts continue to speculate about their original purpose and how children would have used them. The dolls likely were produced for slave children and perhaps as 'maid dolls' for white children. The issue of how children played with these dolls remains hotly debated”.
Kimberly Wallace-Sanders addresses the controversial question of the possible meanings and uses behind the doll's design in her social history of the image and myth of the Southern mammy figure. She writes:
   African American slave women may have given dolls like these to their daughters as a preparation for a possibility of a life devoted to nurturing two babies: one black and one white. Topsy-turvy dolls are designed for children to play with one baby at a time, and this accurately reflects the division of caregiving that African American women encountered, having to care for white children during the day and their own children at night. These handmade dolls are important, creative expressions of those otherwise silent women we know only as "mammy."
Wallace-Sanders also disagrees with the "forbidden white doll" theory, arguing that the idea of a secret doll that would be forbidden to own makes Black mothers seem extremely irresponsible.
* Topsy-Turvy dolls
* A pair of Cinderellas dressed as servants
* A pair of Cinderellas ready for a ball

## Collections and museums

Many Topsy-Turvy style dolls can be found in the Hatch Collection of Black Cloth Dolls. Another in a red checked apron, "called a double ender because of the two opposite heads", is on view at the Philadelphia Doll Museum.
# Ishtar TV

Ishtar TV (Syriac: ܐܬܝܪܝܬܐ ܕܥܫܬܪ) is an Assyrian broadcasting channel which has its headquarters in Ankawa, Iraq. It was established by Sarkis Aghajan and was led by George Mansour, who was Ishtar TV's first General Manager, in 2005. The network broadcasts mostly in Syriac, but Arabic and Kurdish are heard throughout the day as well.
The channel is named after the ancient Assyrian goddess Ishtar, who remains a part of modern Assyrian culture. Politically, the channel is affiliated with the Chaldean Syriac Assyrian Popular Council.
# Ishti

An ishti in Hinduism is a series of oblations to different deities. It also refers to a human on earth believed to have superpowers. some books state that she will change the world when she turns 21
# Isabella, Countess of Atholl

Isabella of Atholl was countess or ban-mormaer of Atholl, Scotland, from the death of her father Henry in 1211 until the accession of her son Padraig in 1236–7.
It has often been thought that, after the death of Thomas of Galloway in 1232, she married again, this time to the powerful political figure Alan Durward; this however, rests solely in the fact that Alan styles himself "Count of Atholl" in a few documents between 1233 and 1234. However, as Matthew Hammond has shown, this more is more likely to refer to fact that Alan, as a grandson of Máel Coluim, Earl of Atholl, probably sought to inherit the province.
# Tony Huber

Automobiles Tony Huber, Tony Huber was a French manufacturer of automobiles in Paris from 1902 until 1906.

## Company history

Tony Huber founded his automobile production company in Boulogne-Billancourt in 1902. The brand name was Tony Huber. In addition to manufacturing their own automobiles, engines were also supplied to other automobile manufacturers. Production ended in 1906.
The UK agent was 'United Motor Industries' of London and Rue Meyerbeer, Paris, founded in 1899.
Between 1905 and 1912, Huber operated a company with Armand Peugeot for the production of motor boats and electrical systems.
From 1920, Huber again manufactured motor boats in the new company Tony Huber et Compagnie.

## Vehicles

Two models with two-cylinder engines were offered, having engines of either 8 HP or 11 HP. The latter model had a chain drive, all other models had a shaft drive. There were also four-cylinder models with 14CV, 16/18CV and 20/25CV.
Two vehicles of this brand still exist and occasionally take part in the London to Brighton Veteran Car Run.

## Engine supplier

Tony Huber supplied their engines as original equipment for : Alliance, Bolide, Crypto, C.V.R., Medici and Morisse.
# Isostyla picata

Isostyla picata is a moth of the family Notodontidae first described by William Warren in 1900. It is found in Colombia and Ecuador.
# Tony Jackson

Tony Jackson may refer to:
* Tony Jackson (basketball, born 1942) (1942–2005), American basketball player in the ABL and ABA
* Tony Jackson (basketball, born 1958), American basketball player in the NBA
* Tony Jackson (American football) (born 1982), American football fullback
* Tony Jackson (pianist) (1882–1921), American pianist, singer, and composer
* Tony Jackson (singer) (1940–2003), English singer and bass guitarist
* Tony Jackson (died 2001), English singer with the group Rage
# Tordillos

Tordillos is a municipality located in the province of Salamanca, Castile and León, Spain. As of 2016 the municipality has a population of 377 inhabitants.
# Isodar

Isodar is a theory of habitat selection in population biology proposed by Douglas W. Morris. The theory underscores the importance of the abundance and thus competition between the members of the same species in selecting habitats. The name "isodar" stems from "iso" in Latin meaning same and "dar" from Darwin.

## Background and theory

An isodar, or habitat isodar, is a theory in evolutionary ecology developed in the late 1980s by Douglas W. Morris. Isodars model density-dependent habitat selection for one or two species in two habitats according to the ideal free and ideal despotic distributions. Isodar is a two-part word: "iso" meaning equal in Latin; "dar" for Darwinian evolution, and is defined as all combinations of population densities in habitats A and B such that both habitats offer the same fitness reward.
Animals displaying an ideal free distribution distribute themselves among patches (sources of a resource) in such a way that each individual get the same amount of the resource. For example, if food is twice as abundant in habitat A compared to habitat B, the ideal free distribution-based model would predict that there will accordingly be twice as many animals competing for food in habitat A compared to habitat B. If the total number of animals is considered to be variable, there are two ways this can be plotted on a two-dimensional Cartesian graph. One way is to plot two lines on a graph of fitness vs. density of individuals. This graph can be used to predict the density of individuals at any given level of fitness. The second is to plot the density of individuals in habitat A vs. the density of individuals in habitat B when the fitness of all individuals is equal. The line in this second graph is an isodar line.
Ideal free isodars predict that a species density in habitat A will increase linearly with its density in habitat B so that each individual in the species has the same fitness. If habitat A has higher quality resources than habitat B, then proportionately more individuals would be in habitat A then in habitat B. This can be shown on either a Fitness-Density graph (Figure 1) or a graph of density in two habitats (Figure 2).

## Applications

Isodars can be used to study density-dependent habitat selection between two species competing for two habitats. Species will equilibrate between the two habitats two maintain equal fitness within their own species and avoid competition with the other species. Isodars have also been used to show the effect of human habitat selection on biodiversity. They can also be employed to examine the cost and density dependence of habitat selection in a population.
Criticism leveled against the method includes the fact that in attempting to condense a very complex combination of parameters into the single metric of population density, misleading conclusions about the underlying dynamics may be suggested or supported.
# Isodaphne perfragilis

Isodaphne perfragilis is a species of sea snail, a marine gastropod mollusk in the family Raphitomidae.

## Description

The length of the shell attains 18.5 mm, its diameter 7.5 mm.
(Original description) The white, fusiform shell has a moderately long siphonal canal. It is very thin, fragile and hyaline. It contains eight whorls, of which about 2½ form the protoconch, with convex whorls and criss-cross sculpture. The subsequent whorls are convex, separated by a deep, linear suture, the upper ones are strongly angular at the shoulder, the angle however is fainter on lower whorls and nearly disappears on the body whorl. A second prominent liration is visible on upper whorls, but becomes likewise fainter. Moreover, the shell is crossed by numerous, fine, raised, spiral striae and finer axial ones, producing a fine cancellation. On the siphonal canal the spirals are stronger. The aperture is oval, angular above, with a rather short, moderately wide siphonal canal below. The peristome is broken, according to growth lines with a shallow sinus above, roundedly angular at the entrance of the siphonal canal. The columellar margin is convex at the body whorl, then nearly straight, slightly curved to the left, with a thin layer of enamel.

## Distribution

This marine species occurs in the Makassar Strait and in the Ceram Sea, Indonesia at depths between 835 m - 2029 m
# Ishimaru

Ishimaru (written: 石丸 lit. "stone circle") is a Japanese surname. Notable people with the surname include:
* Akira Ishimaru (アキラ 石丸, born 1928), Japanese-American engineer and academic
* Hiroya Ishimaru (石丸 博也, born 1941), Japanese voice actor
* Hajime Ishimaru (born 1890), Japanese painter
* Jiro Ishimaru (石丸 次郎, born 1962), Japanese journalist
* Kanji Ishimaru (石丸 幹二, born 1965), Japanese actor and singer
* Kazunari Ishimaru, Japanese engineer
* Kenjirō Ishimaru (石丸 謙二郎, born 1953), Japanese actor
* Kiyotaka Ishimaru (石丸 清隆, born 1973), Japanese footballer
* Toshihito Ishimaru (石丸 利人, born 1931), Japanese boxer

## Fictional characters

* Kiyotaka Ishimaru (石丸 清多夏), a character in the visual novel Danganronpa: Trigger Happy Havoc
# Trachyderes hilaris

Trachyderes hilaris is a species of beetle in the family Cerambycidae. It was described by Bates in 1880.
# Isometrus

Isometrus is a genus of scorpion belonging and being eponymous to the family Buthidae. Some species are currently assigned to the genus Reddyanus.

## Distribution

The species of this genus are found in south and southeast Asia and in Oceania, with the exception of Isometrus maculatus which is pantropical.

## Description

They are medium sized buthids, where the adults have a body length of 30 to 75 mm. Pedipalps are orthobothriotaxic. Chelal trichobothrium db is located between dt and et. There are 3 to 5 pairs of lateral eyes. Tibial spurs are absent on all legs. Movable and fixed fingers of pedipalps consists with six rows of granules.

## Current species

* Isometrus adviteeya Deshpande, Gowande, Dandekar, Joshi, Bastawade & Sulakhe, 2024
* Isometrus amboli Sulakhe, 2020
* Isometrus anamalaiensis Deshpande, Gowande, Dandekar, Joshi, Bastawade & Sulakhe, 2024
* Isometrus antillanus Thorell, 1876
* Isometrus armatus Pocock, 1891
* Isometrus atherii Amir & Kamaluddin, 2008
* Isometrus atomarius Simon, 1884
* Isometrus bituberculatus Pocock, 1891
* Isometrus chinensis Karsch, 1879
* Isometrus devillei Becker, 1880
* Isometrus feae Thorell, 1889
* Isometrus formosus Pocock, 1894
* Isometrus garyi Lourenço & Huber, 2002
* Isometrus gracilis Thorell, 1876
* Isometrus hainanensis Lourenço, Qi & Zhu, 2005
* Isometrus infuscatus Pocock, 1891
* Isometrus isadensis Tikader & Bastawade, 1983
* Isometrus kovariki Sulakhe, Dandekar, Mukherjee, Pandey, Ketkar, Padhye & Bastawade, 2020
* Isometrus lao Lourenço & Leguin, 2012
* Isometrus liaqatii Amir & Kamaluddin, 2008
* Isometrus lithophilis Deshpande, Gowande, Dandekar, Joshi, Bastawade & Sulakhe, 2024
* Isometrus maculatus (DeGeer, 1778)
* Isometrus mesor Simon, 1884
* Isometrus palani Deshpande, Gowande, Dandekar, Joshi, Bastawade & Sulakhe, 2024
* Isometrus pallidimanus Karsch, 1879
* Isometrus papuensis Werner, 1916
* Isometrus phipsoni Oates, 1888
* Isometrus sonticus Karsch, 1879
* Isometrus tamhini Sulakhe, Dandekar, Padhye & Bastawade, 2020
* Isometrus thenmala Deshpande, Gowande, Dandekar, Joshi, Bastawade & Sulakhe, 2024
* Isometrus thorellii Koch & Keyserling, 1885
* Isometrus thurstoni Pocock, 1893
* Isometrus thwaitesi Pocock, 1897
* Isometrus weberi Karsch, 1882

## Former species

All species are assigned to Reddyanus.
* Isometrus acanthurus Pocock, 1899
* Isometrus assamensis Oates, 1888
* Isometrus basilicus Karsch, 1879
* Isometrus besucheti Vachon, 1982
* Isometrus bilyi Kovařík, 2003
* Isometrus brachycentrus Pocock, 1899
* Isometrus corbeti Tikader & Batawade, 1983
* Isometrus deharvengi Lourenço & Duhem, 2010
* Isometrus heimi Vachon, 1976
* Isometrus khammamensis Kovařík, 2003
* Isometrus krasenskyi Kovařík, 1998
* Isometrus kurkai Kovařík, 1997
* Isometrus loebli Vachon, 1982
* Isometrus melanodactylus (L. Koch, 1867)
* Isometrus navaiae Kovařík, 1998
* Isometrus petrzelkai Kovařík, 2003
* Isometrus problematicus Kovařík, 2003
* Isometrus rigidulus Pocock, 1897
* Isometrus tibetanus Lourenço & Zhu, 2008
* Isometrus vittatus Pocock, 1900
* Isometrus zideki Kovařík, 1994
# Harris McGalliard

Andrew Harris McGalliard (September 25, 1906 – May 26, 1978), better known as Bucky Harris, was an American professional baseball player who played in the Japanese Baseball League from 1936 to 1938. While playing for the Korakuen Eagles in the fall of 1937, he won the Japanese Baseball League Most Valuable Player Award.
# Dixon's Q test

In statistics, Dixon's Q test, or simply the Q test, is used for identification and rejection of outliers. This assumes normal distribution and per Robert Dean and Wilfrid Dixon, and others, this test should be used sparingly and never more than once in a data set. To apply a Q test for bad data, arrange the data in order of increasing values and calculate Q as defined:
    $Q={\frac {\text{gap}}{\text{range}}}$
Where gap is the absolute difference between the outlier in question and the closest number to it. If Q > Q$_{table}$, where Q$_{table}$ is a reference value corresponding to the sample size and confidence level, then reject the questionable point. Note that only one point may be rejected from a data set using a Q test.

## Example

Consider the data set:
    $0.189,\ 0.167,\ 0.187,\ 0.183,\ 0.186,\ 0.182,\ 0.181,\ 0.184,\ 0.181,\ 0.177\,$
Now rearrange in increasing order:
    $0.167,\ 0.177,\ 0.181,\ 0.181,\ 0.182,\ 0.183,\ 0.184,\ 0.186,\ 0.187,\ 0.189\,$
We hypothesize that 0.167 is an outlier. Calculate Q:
    $Q={\frac {\text{gap}}{\text{range}}}={\frac {|0.177-0.167|}{0.189-0.167}}=0.455.$
With 10 observations and at 90% confidence, Q = 0.455 > 0.412 = Q$_{table}$, so we conclude 0.167 is indeed an outlier. However, at 95% confidence, Q = 0.455 < 0.466 = Q$_{table}$ 0.167 is not considered an outlier.
McBane notes: Dixon provided related tests intended to search for more than one outlier, but they are much less frequently used than the r$_{10}$ or Q version that is intended to eliminate a single outlier.

## Table

This table summarizes the limit values of the two-tailed Dixon's Q test.
| Number of values: | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 |
| Q$_{90%}$: | 0.941 | 0.765 | 0.642 | 0.560 | 0.507 | 0.468 | 0.437 | 0.412 |
| Q$_{95%}$: | 0.970 | 0.829 | 0.710 | 0.625 | 0.568 | 0.526 | 0.493 | 0.466 |
| Q$_{99%}$: | 0.994 | 0.926 | 0.821 | 0.740 | 0.680 | 0.634 | 0.598 | 0.568 |
# Odites atmopa

Odites atmopa is a moth in the family Depressariidae. It was described by Edward Meyrick in 1914. It is found in Sri Lanka.
The wingspan is 26–27 mm. The forewings are whitish ochreous with the costal edge ochreous except towards the base and with the discal stigmata minute and blackish, the second immediately followed by a pale grey cloudy spot. There is a curved subterminal series of a very few grey scales and a terminal series of cloudy blackish-grey dots. The hindwings are yellow whitish.
# Veltpunch

Veltpunch is a Japanese alternative rock band which formed in 1997. They played at the SXSW music festival in Austin, Texas, USA, in March 2000. Their first major single, "Crawl", reached number 36 on the Oricon single charts in 2008 and remained on the chart for seven weeks. Crawl was also featured as an opening theme for the anime Nabari no Ou.

## Members

* Hidenori Naganuma (長沼 秀典, Naganuma Hidenori) (Vocals, guitar)
* Aiko Nakajima (ナカジマ アイコ, Nakajima Aiko) (Bass, vocals)
* Taisuke Endo (遠藤 泰介, Endō Taisuke) (Drums) [1997 – 2010]
* Seiji Himeno (姫野 聖二, Himeno Seiji) (Guitar) [1997 – 2012]
* Naoki Asama (浅間 直樹, Asama Naoki) (Drums) [2011–present]
* Shinichiro Arakawa (荒川 慎一郎, Arakawa Shinichiro) (Guitar) [2013–present]

## Discography
### Singles

* "Crawl" (May 21, 2008) Oricon Style Single ranking: No. 36

### Albums

* Repeat 2000 Times (Mar 21, 2000)
* When We Drive (Mar 21, 2002)
* Question No. 13 (Dec 15, 2004)
* A Huge Mistake (Oct 5, 2005, 2nd Release Nov 3, 2006)
* White Album (Aug 1, 2007)
* Paint Your Life Grey (Mar 9, 2008)
* Black Album (Feb 17, 2010)
* His Strange Fighting Pose (Aug 3, 2011)
* THE NEWEST JOKE (Jul 20, 2016)
* SUICIDE KING (Aug 5, 2020)

### Best albums

* Gold Album 1997–2012 (Aug 8, 2012)
# Lok Hin Terrace

Lok Hin Terrace (Chinese: 樂軒臺) is a Home Ownership Scheme and Private Sector Participation Scheme court in Chai Wan, Hong Kong Island, Hong Kong near Walton Estate and Yue Wan Estate. Formerly the site of Block 1 to 8 of old Chai Wan Estate, it was jointly developed by the Hong Kong Housing Authority and Genius Project Development Company Limited and has a total of five residential blocks built in 1995.

## Houses

| Name | Chinese name | Building type | Completed |
| Block 1 | 第1座 | Private Sector Participation Scheme | 1995 |
| Block 2 | 第2座 | Private Sector Participation Scheme | 1995 |
| Block 3 | 第3座 | Private Sector Participation Scheme | 1995 |
| Block 4 | 第4座 | Private Sector Participation Scheme | 1995 |
| Block 5 | 第5座 | Private Sector Participation Scheme | 1995 |

## Demographics

According to the 2016 by-census, Lok Hin Terrace had a population of 4,588. The median age was 48.9 and the majority of residents (94.6 per cent) were of Chinese ethnicity. The average household size was 3 people. The median monthly household income of all households (i.e. including both economically active and inactive households) was HK$35,530.

## Politics

Lok Hin Terrace is located in Yue Wan constituency of the Eastern District Council. It was formerly represented by Chui Chi-kin, who was elected in the 2019 elections until May 2021.
# Wollae station

Wollae Station (Korean: 월내역; Hanja: 月內驛) is a railway station of the Donghae Line in Jangan-eup, Gijang County, Busan, South Korea.
# Sherwood Forest, Frederick County, Maryland

Sherwood Forest is an unincorporated community in Frederick County, Maryland, United States.
# Postzegelcode

A postzegelcode is a hand-written method of franking in the Netherlands. It consists of a code containing nine numbers and letters that customers can purchase online from PostNL and write directly on their piece of mail within five days as proof of payment in place of a postage stamp.
For mail within the Netherlands, the nine letters and numbers are written in a three-by-three grid. For international mail there is a fourth additional row that contains P, N, L.
The system was started in 2013. Initially the postzegelcode was more expensive than a stamp because additional handling systems were required. Then for a while the postzegelcode was cheaper. Eventually the rates were set to the same price.
In December 2020, 590,000 people sent cards with postzegelcodes.

## Safety

Since the codes are valid for only five days, the chance that someone would guess a recently purchased code is quite low. Assuming 26 letters and 9 digits (the zero is not used to avoid confusion with the letter O), there are 35$^9$ (78.8 trillion) possibilities. Even if a postzegelcode were used for all mail items in the Netherlands, the probability is about 1 in 2 million that any stamp code has been sold in the past five days.
# Lirimiris

Lirimiris is a genus of moths of the family Notodontidae erected by Francis Walker in 1865.

## Species

* Lirimiris albolineata Druce, 1887
* Lirimiris auriflua Draudt, 1937
* Lirimiris guatemalensis Rothschild, 1917
* Lirimiris lignitecta Walker, 1865
* Lirimiris meridionalis (Schaus, 1904)
* Lirimiris truncata (Herrich-Schäffer, [1856])