OpenLLM-France/wikimedia huggingface dataset:
# Concarena

The Concarena is a mountain in Lombardy, northern Italy. It is multi summited and its highest peak is the Cima della Bacchetta, with a height of 2,549 m.
The Concarena divides the mid Val Camonica and the Valle di Scalve, lying at its north-eastern tip (the southern one being the Pizzo Camino). Most of the mountain is located in the province of Brescia, with only the north-western areas part of the province of Bergamo.
Other summits over 2,000 meters include the Cima dei Ladrinai (2,403 m), Monte Vaccio (2,338 m) and the Corno del Dente (2,303 m).
The mountain is composed of carbonate rocks from the Triassic period (c. 225 million years ago).

## SOIUSA classification

According to the SOIUSA (International Standardized Mountain Subdivision of the Alps) the mountain can be classified in the following way:
* main part = Eastern Alps
* major sector = Southern Limestone Alps
* section = Bergamasque Alps and Prealps
* subsection = Bergamasque Prealps
* supergroup = Prealpi Bergamasche Orientali
* group = Gruppo Camino-Concarena
* subgroup = Gruppo della Concarena
* code = II/C-29.II-C.11.c
# Hanover, New Mexico

Hanover is a census-designated place in Grant County, New Mexico, United States. Its population was 167 as of the 2010 census. Hanover has a post office with ZIP code 88041. New Mexico State Road 152 and New Mexico State Road 356 pass through the community. The town was named after the local Hanover Mines. Sofio Henkel, one of the original settlers, came from Hanover, Germany, in 1841 and mined until 1843, when he was driven away by Apaches.
# Sonorella neglecta

Sonorella neglecta is a terrestrial pulmonate gastropod mollusc in the subfamily Helminthoglyptinae. Sonorella is a genus of large land snails consisting of over 80 species, with new ones continuing to be described. The shells typically differ only rather subtly, but proportions of the genitalia differentiate species. The genus is distributed in the southwestern USA (Arizona, New Mexico and NW Texas) and northern Mexico, with individual species often restricted to a single mountain massif ("sky island") or to a small part of one. Sonorella neglecta is such a narrow-range endemic from the Chiricahua Mountains. Its official vernacular name is the Portal Talussnail.

## Discovery and description

Sonorella neglecta was described by Wendell Gregg in 1951 following its discovery in 1948 by Gregg and M.L. Walton on a rocky, south-facing hillside in the Chiricahua Mountains in south-eastern Arizona. The location is 3 miles west along the road from Portal to the town of Paradise (31.94°N 109.18°W), at an altitude of about 1750 m (5300 ft). They also found it at two or three other localities within a few miles of this type locality. At least six other Sonorella species occur in the same massif, of which S. virilis is known from particularly close by.
Like other species of the genus, the shell of S. neglecta is a little flatter than spherical, pale brown in colour with a chestnut peripheral band. Distinctive features of the shell are its relatively small size (15–17 mm diameter, c. 9 mm high), an umbilicus about a seventh of the diameter, and the surface sculpture of the protoconch. The type specimen is now in the Natural History Museum of Los Angeles County (LACM 1451).
Walter Miller later visited the type locality and found the first living specimens, describing their genital anatomy in his doctoral thesis.

## Phylogenetic affinity

On the basis of the surface sculpture, Gregg (1951) considered S. neglecta to be most closely related to S. hachitana. On the basis of the genital anatomy Miller (1967) considered it most closely related to S. imperatrix. Bequaert & Miller (1973) put both S. neglecta and S. imperatrix in the "Sonnorella binneyi complex". A later reanalysis by McCord (1995) also placed S. neglecta with S. binneyi, but S. imperatrix was more distant; however, this work has been criticised. A molecular phylogeny is lacking.

## Conservation status

NatureServe has classified S. neglecta as "critically imperiled" on account of the few known localities and lack of recent records. This prompted a petition in 2007 to classify S. neglecta, along with hundreds of other species, as "endangered or threatened with critical habitat", which was turned down by the United States Fish and Wildlife Service in 2009. Sonorella neglecta currently has no special state or federal legal status. This reflects the lack of information available about distribution and threats to the species.
# Connla Cáem

Connla Cáem ("the beautiful"), also known as Connla Cruaidchelgach ("bloody blade"), son of Irereo, was, according to medieval Irish legend and historical tradition, a High King of Ireland.

## Biography

He came to power after he killed his predecessor, and his father's killer, Fer Corb, and ruled for four (or twenty) years, until he died in Tara, and was succeeded by his son Ailill Caisfiaclach. The Lebor Gabála Érenn synchronises his reign with that of Ptolemy IV Philopator of Egypt (221–205 BC). The chronology of Geoffrey Keating's Foras Feasa ar Éirinn dates his reign to 319–315 BC, the Annals of the Four Masters to 463–443 BC.
| Preceded byFer Corb | High King of Ireland LGE 3rd century BC FFE 319–315 BC AFM 463–443 BC | Succeeded byAilill Caisfiaclach |
# Happy Journey

Happy Journey may refer to:
* Happy Journey (album), a 1962 album by Hank Locklin
** "Happy Journey" (song)
* Happy Journey (1943 film)
* Happy Journey (2014 Malayalam film)
* Happy Journey (2014 Marathi film)
# South African cricket team in England in 1970 (proposed)

The South African national cricket team was scheduled to tour England over the 1970 English summer. However, the tour was cancelled after protests from the anti-apartheid movement.
It was replaced by a Rest of the World team.

## South African squad

* South Africa
* Ali Bacher (c)
* Eddie Barlow
* Grahame Chevalier
* Lee Irvine
* Tiger Lance
* Denis Lindsay (wk)
* Graeme Pollock
* Peter Pollock
* Mike Procter
* Barry Richards
* Arthur Short
* John Traicos
* Pat Trimborn
* Gary Watson

## Revised tour schedule

The original tour schedule contained 28 matches. The Cricket Council, the governing body of English cricket, met at Lord's on 12 February 1970 when they decided to revise the tour programme, cutting it from 28 to 12 matches. Grounds at which the police would find it difficult to maintain order were excluded from the itinerary. The fixture list was published in that year’s Wisden Cricketers' Almanack.
| Date | Opponents | Venue |
| 6, 8, 9 June | Southern Counties | Lord's, London |
| 10, 11, 12 June | Northern Counties | Trent Bridge, Nottingham |
| 13, 15, 16 June | Yorkshire | Headingley, Leeds |
| 18, 19, 20, 22, 23 June | England (1st Test) | Lord's, London |
| 27, 29, 30 June | Warwickshire | Edgbaston, Birmingham |
| 2, 3, 4, 6, 7 July | England (2nd Test) | Trent Bridge, Nottingham |
| 11, 13, 14 July | Surrey | The Oval, London |
| 16, 17, 18, 20, 21 July | England (3rd Test) | Edgbaston, Birmingham |
| 25, 26, 27 July | Glamorgan | St Helen's, Swansea |
| 30, 31 July, 1, 3, 4 August | England (4th Test) | Headingley, Leeds |
| 8, 10, 11 August | Lancashire | Old Trafford, Manchester |
| 13, 14, 15, 17, 18 August | England (5th Test) | The Oval, London |
# Haney, Wisconsin

Haney is a town in Crawford County, Wisconsin, United States. The population was 309 at the 2010 census. The unincorporated communities of Barnum and Petersburg are located within the town.

## History

The town was named for John Haney, the first person to settle in the town in the mid-1840s.

## Geography

According to the United States Census Bureau, the town has a total area of 32.7 square miles (84.7 km$^2$), of which, 32.7 square miles (84.6 km$^2$) of it is land and 0.03% is water.

## Demographics

As of the census of 2000, there were 309 people, 129 households, and 89 families residing in the town. The population density was 10.1 people per square mile (3.9/km$^2$). There were 172 housing units at an average density of 5.3 per square mile (2.0/km$^2$). The racial makeup of the town was 99.70% White and 0.30% Asian.
There were 129 households, out of which 28.7% had children under the age of 18 living with them, 62.0% were married couples living together, 3.9% had a female householder with no husband present, and 31.0% were non-families. 26.4% of all households were made up of individuals, and 10.9% had someone living alone who was 65 years of age or older. The average household size was 2.56 and the average family size was 3.12.
In the town, the population was spread out, with 25.5% under the age of 18, 6.7% from 18 to 24, 21.5% from 25 to 44, 32.1% from 45 to 64, and 14.2% who were 65 years of age or older. The median age was 42 years. For every 100 females, there were 126.0 males. For every 100 females age 18 and over, there were 119.6 males.
The median income for a household in the town was $29,306, and the median income for a family was $32,500. Males had a median income of $21,154 versus $20,417 for females. The per capita income for the town was $14,877. About 7.5% of families and 14.1% of the population were below the poverty line, including 20.9% of those under age 18 and 13.8% of those age 65 or over.

## Notable people

* Thomas Curley, Wisconsin State Representative and farmer, lived in the town; Curley served on the Haney Town Board
# Complement (complexity)

In computational complexity theory, the complement of a decision problem is the decision problem resulting from reversing the yes and no answers. Equivalently, if we define decision problems as sets of finite strings, then the complement of this set over some fixed domain is its complement problem.
For example, one important problem is whether a number is a prime number. Its complement is to determine whether a number is a composite number (a number which is not prime). Here the domain of the complement is the set of all integers exceeding one.
There is a Turing reduction from every problem to its complement problem. The complement operation is an involution, meaning it "undoes itself", or the complement of the complement is the original problem.
One can generalize this to the complement of a complexity class, called the complement class, which is the set of complements of every problem in the class. If a class is called C, its complement is conventionally labelled co-C. Notice that this is not the complement of the complexity class itself as a set of problems, which would contain a great deal more problems.
A class is said to be closed under complement if the complement of any problem in the class is still in the class. Because there are Turing reductions from every problem to its complement, any class which is closed under Turing reductions is closed under complement. Any class which is closed under complement is equal to its complement class. However, under many-one reductions, many important classes, especially NP, are believed to be distinct from their complement classes (although this has not been proven).
The closure of any complexity class under Turing reductions is a superset of that class which is closed under complement. The closure under complement is the smallest such class. If a class is intersected with its complement, we obtain a (possibly empty) subset which is closed under complement.
Every deterministic complexity class (DSPACE(f(n)), DTIME(f(n)) for all f(n)) is closed under complement, because one can simply add a last step to the algorithm which reverses the answer. This doesn't work for nondeterministic complexity classes, because if there exist both computation paths which accept and paths which reject, and all the paths reverse their answer, there will still be paths which accept and paths which reject — consequently, the machine accepts in both cases.
Similarly, probabilistic classes such as BPP, ZPP, BQP or PP which are defined symmetrically with regards to their yes and no instances are closed under complement. In contrast, classes such as RP and co-RP define their probabilities with one-sided error, and so are not (currently known to be) closed under complement.
Some of the most surprising complexity results shown to date showed that the complexity classes NL and SL are in fact closed under complement, whereas before it was widely believed they were not (see Immerman–Szelepcsényi theorem). The latter has become less surprising now that we know SL equals L, which is a deterministic class.
Every class which is low for itself is closed under complement.
# Sonoda (fish)

Sonoda is a genus of marine hatchetfishes found in the Atlantic Ocean.

## Species

There are currently two recognized species in this genus:
* Sonoda megalophthalma M.G. Grey, 1959
* Sonoda paucilampa M.G. Grey, 1960
# Song of Soho

Song of Soho is a 1930 British musical film directed by Harry Lachman and starring Carl Brisson, Edna Davies and Donald Calthrop. It was produced by British International Pictures at the company's Elstree Studios outside London.

## Plot

An ex-French Foreign Legion soldier comes to Soho and ends up as a singer in a cafe.

## Cast

* Carl Brisson as Carl
* Edna Davies as Camille
* Donald Calthrop as Nobby
* Henry Victor as Henry
* Lucienne Herval as Lucienne
* Antonia Brough as Antonia
* Charles Farrell as Legionnaire
* Andrea Nijinsky as Dancer
# Hamachi

Hamachi may refer to:
* Hamachi (fish), a Japanese amberjack or buri /yellowtail commonly used in sushi
* Hamachi (software), a virtual private network (VPN) application
* Hamachi, an uncommon Japanese family name written as 濱地 or 浜地
* Hamachi, a fictional character in the manga Yōkaiden
* My Youth Romantic Comedy Is Wrong, As I Expected, a light novel series also known as Hamachi (はまち)
# Hamacreadium cribbi

Hamacreadium cribbi is a species of digenean, parasitic in the lethrinid fish Lethrinus miniatus. The species was collected off New Caledonia.

## Morphology

Hamacreadium cribbi is characterised by the size of its eggs which tend to be larger [72–93 (84) vs 54–81 (56) μm long] than those of other species of Hamacreadium. Other characteristics, such as body size and shape and internal ratios, differentiate H. cribbi from other species.

## Host

The host of H. cribbi is the sweetlip emperor, Lethrinus miniatus. The worms were found in the digestive tract.
This species was reported from this host species in 2010 under the name Neolebouria sp. A. The following species as hosts of Neolebouria sp. A: the Spotcheek Emperor Lethrinus rubrioperculatus; the Pacific Yellowtail Emperor Lethrinus atkinsoni, the Drab Emperor Lethrinus ravus, and the Slender Emperor, Lethrinus variegatus. However, the description of H. cribbi was based solely on the worms from L. miniatus, and worms from the other hosts may differ, possibly at the specific level.

## Etymology

This species was named for "Tom Cribb of the University of Queensland, the pre-eminent digenean taxonomist of the Indo-Pacific Region".
# Handball at the 1987 Pan American Games

The Handball Tournament at the 1987 Pan American Games was held from August 9 to August 17, 1987 in Indianapolis, United States at the Hoosier Dome. The sport made its debut at the Pan Am Games with two tournaments, one for the men (from August 9 to August 17) and one for the women (from August 10 to August 16).

## Men's tournament
### Final ranking

| RANK | TEAM |
| 1. | United States |
| 2. | Cuba |
| 3. | Brazil |
| 4. | Canada |
| 5. | Argentina |
United States are qualified for the 1988 Summer Olympics in Seoul, South Korea. Cuba is qualified for the 1989 Men's Handball World Championship for B-nations in France.

### Awards

* 1987 Pan American Games winners
* United States First title

## Women's tournament
### Final ranking

| RANK | TEAM |
| 1. | United States |
| 2. | Canada |
| 3. | Brazil |
| 4. | Cuba |
| 5. | Argentina |
United States are qualified for the 1988 Summer Olympics in Seoul, South Korea. Canada and Brazil are qualified for the 1987 Women's Handball World Championship for B-nations in Bulgaria.

### Awards

* 1987 Pan American Games winners
* United States First title

## Medal table

| Place | Nation | | | | Total |
| 1 | United States | 2 | 0 | 0 | 2 |
| 2 | Canada | 0 | 1 | 0 | 1 |
| | Cuba | 0 | 1 | 0 | 1 |
| 4 | Brazil | 0 | 0 | 2 | 2 |
| Total | Total | 2 | 2 | 2 | 6 |
# Sonnpark

Sonnpark is an alpine training centre and base set up in Axams, near Innsbruck, Austria. It started in 1993 as a joint venture between the Australian and Austrian Olympic Committees for both summer and winter sports. Colin Hickey said about Sonnpark "Yeah. It's great ... With that sort of back-up, we'd have given [the Europeans] a run for their money." Australia sold the base in 2002.
# Sonnleithner

Sonnleithner is a surname. Notable people with the surname include:
# Hanne Nørregaard

Hanne Nørregaard (born 21 December 1968) is a Danish women's international footballer who plays as a midfielder. She is a member of the Denmark women's national football team. She was part of the team at the 1999 FIFA Women's World Cup.
# Hanne Refsholt

Hanne Refsholt (born (1960-11-16)November 16, 1960 in Larvik) is a Norwegian agronomist and businessperson. She is the former CEO of TINE (until 2018) and former chair of Domstein.

## Career

Refsholt is educated with a Master in Agronomy from the Norwegian College of Agriculture and a Master in Business Administration from the Norwegian School of Management. She started working in research and development for TINE in 1988, and later became director of product development. From 1996-98 she was Director of the Norwegian Independent Meat and Poultry Association, but returned to TINE in 1998. She became an executive officer in 2001 and CEO in 2005. In 2007, the newspaper Nationen declared her the most powerful women in the Norwegian agricultural sector. She is also a board member of the Grocery Manufacturers of Norway.
# Conan the Adventurer (short story collection)

Conan the Adventurer is a 1966 collection of four fantasy short stories by American writers Robert E. Howard and L. Sprague de Camp, featuring Howard's sword and sorcery hero Conan the Barbarian. Most of the stories originally appeared in the fantasy magazine Weird Tales in the 1930s. The book has been reprinted a number of times since by various publishers, and has also been translated into German, French, Japanese, Spanish, Italian, Swedish and Dutch. It was later gathered together with Conan the Wanderer and Conan the Buccaneer into the omnibus collection The Conan Chronicles 2 (1990).

## Contents

* "Introduction" (L. Sprague de Camp)
* "The People of the Black Circle" (Robert E. Howard)
* "The Slithering Shadow" (Robert E. Howard)
* "Drums of Tombalku" (Robert E. Howard and L. Sprague de Camp)
* "The Pool of the Black One" (Robert E. Howard)

## Plot summary

In these stories from Conan's early thirties, the Cimmerian starts as a leader of an Afghuli tribe in Vendhya, journeys into the Black Kingdoms south of Stygia, and ends up as a Zingaran buccaneer.
Chronologically, the four short stories collected as Conan the Adventurer fall between Conan the Wanderer and Conan the Buccaneer.
# Sorlada

Sorlada is a town and municipality located in the province and autonomous community of Navarre, northern Spain. According to 2017 census, it had 52 inhabitants.
# Sonoma County Roller Derby

Sonoma County Roller Derby is a women's flat track roller derby league based in Santa Rosa, California. The league (SCRD) has around 70 active members who not only skate in bouts, but participate in community building events throughout the county. Sonoma County Roller Derby is a member of the Women's Flat Track Derby Association (WFTDA). The All-Stars are SCRD's WFTDA level travel team; the All-Stars skate against other A level teams for international rankings. The league also has a mixed level travel team, the Growlers, and two home teams: the Wine Country Wreckers and North Bay Bruisers.

## History

The league was founded in 2007 and was accepted into the Women's Flat Track Derby Association Apprentice Program in October 2009, becoming a full member of the WFTDA in December 2010.
In February 2011, some former league skaters formed the Resurrection Roller Girls. Following this, Sonoma County left its California skate venue, which it had regularly been selling out, and redeveloped a former furniture store in downtown Santa Rosa as a new roller rink. This project ran into difficulties after city regulations required the installation of an expensive sprinkler system, and league practices there ceased in 2014.
Sonoma County Roller Derby now hosts home bouts in the Grace Pavilion of the Sonoma County Fairgrounds.

## WFTDA rankings

| Season | Final ranking | Playoffs | Championship |
| 2011 | 28 W | DNQ | DNQ |
| 2012 | 25 W | DNQ | DNQ |
| 2013 | 143 WFTDA | DNQ | DNQ |
| 2014 | 131 WFTDA | DNQ | DNQ |
| 2015 | 198 WFTDA | DNQ | DNQ |
| 2016 | 133 WFTDA | DNQ | DNQ |
| 2017 | 219 WFTDA | DNQ | DNQ |
| 2018 | 167 WFTDA | DNQ | DNQ |
| 2019 | 208 WFTDA | DNQ | DNQ |
# Hampton Rocks Cutting

Hampton Rocks Cutting (grid reference ST779666) is a 1.3 hectare geological Site of Special Scientific Interest near the village of Bathampton, Somerset, notified in 1990.
The site is listed in the Geological Conservation Review, for its exposure of Pleistocene rocks made up of coarse fluvial gravels showing scour-and-fill structures and planar bedding. Their sedimentology gives a clear indication that the deposits were laid down under 'cold-stage' conditions, probably during the Devensian glacial period.
# Hallin Fell

Hallin Fell is a hill in the English Lake District surrounded on three sides by Ullswater.

## Topography

The fell is a continuation of the ridge leading down from Steel Knotts, but the depression at The Hause is so profound that Hallin Fell appears totally independent in almost any view. This is born out by its status as a Marilyn, despite being diminutive amongst Lakeland fells.
Hallin Fell stands like a plug in the outlet of the Martindale valley system. The outflows of Rampsgill, Bannerdale and Boredale are deflected west around the fell, eventually finding the shore of Ullswater at Sandwick. Fusedale and the little valley above Howtown drain around the east of the fell to meet the Lake at Howtown Wyke. The southern boundaries of the fell are therefore easily defined by these watercourses and the Howtown to Sandwick road with its ferocious hairpin climb to The Hause.
The fell is circular in plan with smooth slopes to the south and west. Wainwright famously claimed that the southern side could be "ascended comfortably in bare feet". There is rougher ground on the other sides and Hallin Fell's northernmost extremity — Geordie's Crag — projects into the lake, separating Ullswater's middle and lower reaches.

## Summit

The top is grassy with a number of small knolls and some outcropping rock. The highest point has an imposing square sectioned columnar cairn, and there are many other small cairns at other vantage points. Like many shorter hills in mountainous areas, the views from the summit are excellent, and Hallin Fell commands views across Martindale Common, High Street, Helvellyn, Blencathra and Ullswater.

## Ascents

The climb from Howtown to the obelisk at the summit is short and easy; there are also multiple paths up from St Peter's Church at The Hause and from Howtown hamlet. Around the northern side of the fell is part of the popular lakeside walk from Howtown to Patterdale. This route, mainly in wooded surroundings and with some gentle scrambling over outcrops, can be combined with a trip on the Ullswater steamer to provide a fine low-level excursion.
# Hans Pichler

Hans Pichler (1882–1958) was an Austrian-born German philosopher. A student of Windelband and Meinong, he revived in his work the philosophy of Wolff contra the epistemologism of the Neo-Kantians, particularly in his Über Christian Wolffs Ontologie (1910). Among those influenced by Pichler's turn to realist ontology was Nicolai Hartmann.