OpenLLM-France/wikimedia huggingface dataset:
# Hundred of Onkaparinga

The Hundred of Onkaparinga is a cadastral hundred of the County of Adelaide, South Australia, in the Adelaide Hills. It was proclaimed by Governor Frederick Robe in 1846 and named for the Onkaparinga River valley, which flows from north east to south west through the hundred.
The main towns within the hundred are Woodside, Lobethal, Balhannah and, on the southern fringe, Hahndorf. The Adelaide suburb of Crafers is another major population centre in the hundred.

## Local government

The earliest local government within the hundred was established with the formation of the district councils of Onkaparinga and East Torrens on the same day in 1853, which incorporated the entire hundred. East Torrens governed almost half of the hundred in the west and Onkaparinga council governed the remainder.
In 1858 the District Council of Crafers seceded from the south of the hundred. Crafers was in turn annexed by the District Council of Stirling in 1935.
In 1997 all of the hundred with the exception of Hahndorf township, on the southern fringe, came under the local governance of the much larger Adelaide Hills Council area, when that council was formed by amalgamations of East Torrens, Onkaparinga and Stirling councils with the District Council of Gumeracha.
# Harrisons Cut gold diversion

Harrisons Cut gold diversion sluice is located on the Dargo River approximately 15 km north of Dargo, Victoria, Australia. The 50 m cutting diverts a length of the river and allowed the exposed river bed to be sluiced for alluvial gold. No record has been found of Harrison's Cut or any undertaking of its kind. Its position suggests a construction date in the 1880s.
The cutting is one of around thirteen river diversions surviving from the Victorian gold rush.
The site is listed on the Victorian Heritage Register and covered by a Heritage Overlay.
# Bahiroji Pingale

Bhaironji Pant Pingale was the younger son of Moropant Trimbak Pingle. His father, Moropant Pingle was the first Peshwa of Chhattrapati Shivaji.
When Kanhoji Angre attacked Satara in 1711, Bahiroji was taken a prisoner by him. Immediately Shahu I ordered Balaji Vishwanath to ensure his release and also gave Balaji Vishwanath authority in the form of the post of Peshwa, so that he could negotiate with Kanhoji Angre on behalf of the king.
His descendants, the Pingale family still lives in Kothrud Pune.
# Günther Tuchel

Günther Tuchel is a West German retired slalom canoeist who competed in the mid-1960s. He won two medals in the C-2 team event at the ICF Canoe Slalom World Championships with a silver in 1963 and a bronze in 1965.
# Othello (Theatre Night)

Othello is a 1990 film produced by the Royal Shakespeare Company, starring Ian McKellen, Willard White, Imogen Stubbs, and Zoë Wanamaker. It is based on a stage production of William Shakespeare's play Othello, directed by Trevor Nunn, and later rethought for TV and filmed in a studio. It was shot in a black box theater, so minimal props or scenery were needed, and aired 23 June 1990 on Theatre Night.

## Cast

* Ian McKellen as Iago
* Willard White as Othello
* Imogen Stubbs as Desdemona
* Zoë Wanamaker as Emilia
* Michael Grandage as Roderigo
* Clive Swift as Brabantio / Gratiano
* John Burgess as Duke of Venice / Lodovico
* Marsha Hunt as Bianca

## Production

Trevor Nunn directed the film himself based on his 1989 production for the Royal Shakespeare Company. The sets, costumes, and props are from the American Civil War, but the dialogue remains tied to Venice and Cyprus. In contrast with Antony and Cleopatra (1974) and Macbeth (1979), Nunn preferred "contemplative" medium shots over extreme closeups. The film makes little attempt to hide that it is a filmed stage production. Michael Brooke, writing for BFI Screenonline, thinks this is because Nunn's state purpose was to preserve the stage production for posterity. The film presents almost the complete text of the play, leaving out just one scene with Cassio and the clown.

## Reception

The previous film adaptation of a Nunn stage production for the Royal Shakespeare Company of a Shakespeare play, Macbeth (1979), was "widely regarded as one of the finest screen Shakespeares ever", so expectations for this adaptation were "sky-high". Brooke thinks the expectations were "… generally met by a production that holds a very distinguished place amongst filmed Othellos, and is arguably its most successful television translation." He particularly calls out "the beautifully achieved chemistry between the four leads" as among its strongest features.
In the Cambridge Companion to Shakespeare on Film, Carol Chillington Rutter finds a feminist perspective in the film:
   … this is the one Othello where the women's stories get fully told. Imogen Stubb's girlish, impulsive, incandescent Desdemona is set against [Zoë] Wanamaker's watchful, damaged Emilia …. Her nuanced playing … establishes Emilia as one of Shakespeare's great tragic roles. When, roaring, Wanamaker defies Othello … and breaks free of her collusion with Iago's lies … the voice Emilia acquires seems to be the voice of women's history. Here is a role that claims the agency that eludes Ophelia, Gertrude, Desdemona.
# Justice Blackwell

Justice Blackwell may refer to:
* Albert T. Blackwell Jr. (1925–2022), associate justice of the Maryland Court of Appeals
* Keith R. Blackwell (born 1975), associate justice of the Supreme Court of Georgia
# Scundu

Scundu is a commune located in Vâlcea County, Oltenia, Romania. It is composed of four villages: Avrămești, Blejani, Crângu and Scundu.
# Rajupeta, Eluru district

Rajupeta is a village in Eluru district of the Indian state of Andhra Pradesh. It is located in Pedapadu mandal of Eluru revenue division. The nearest train station is Vinnamangalam (VGM) located at a distance of 20.21 km.

## Demographics

As of 2011 Census of India, Nandikeswarapuram had a population of 622. The total population constitute, 323 males and 299 females with a sex ratio of 926 females per 1000 males. 58 children are in the age group of 0–6 years with sex ratio of 611. The average literacy rate stands at 72.34%.
# Hundred of Ongar

Hundred of Ongar was an ancient hundred in the west of the county of Essex, England. Hundred of Ongar was centred on the town of Chipping Ongar.
Hundred of Ongar contained the following parishes:
* Abbess Roding
* Beauchamp Roding
* Berners Roding
* Bobbingworth or Bovinger
* Chigwell
* Chipping Ongar
* Fyfield
* Greensted-juxta-Ongar
* High Laver
* High Ongar
* Kelvedon Hatch
* Lambourne
* Little Laver
* Loughton
* Magdalen Laver
* Moreton
* Navestock
* North Weald Bassett
* Norton Mandeville
* Shelley
* Stanford Rivers
* Stapleford Abbotts
* Stapleford Tawney
* Stondon Massey
* Theydon Bois
* Theydon Garnon
* Theydon Mount
# Cantharellus subg. Pseudocantharellus

Pseudocantharellus is a subgenus of fungi in the genus Cantharellus. Species in this subgenus are found in Africa.

## Description

The fruiting bodies of this species are pink to red with thin-walled hyphal endings.

## Taxonomy

The subgenus was established in 2013 based on phylogenetic analysis.

### Species

Accepted species:
| Scientific Name | Year | Mycorrhizal association | Distribution |
| C. floridulus Heinem. | 1958 | | sub-Saharan Africa |
| C. goossensiae (Beeli) Heinem. | 1958 | | Congo |
| C. miniatescens Heinem. | 1958 | | Congo |
| C. violaceoflavescens De Kesel, Guelly, L.A.Parra & Buyck | 2020 | Berlinia grandiflora | Togo |
| C. rhodophyllus Heinem | 1958 | Gilbertiodendron dewevrei | Congo |
| C. rubrosalmoneus (Buyck & V. Hofst.) Buyck & V. Hofst. | 2018 | | Madagascar |
# Kōnan, Saitama

Kōnan (江南町, Kōnan-machi) was a town located in Ōsato District, Saitama, Japan.
As of 2003, the town had an estimated population of 13,826 and a density of 605.08 persons per km$^2$. The total area is 22.34 km$^2$.
On February 13, 2007, Kōnan was merged into the expanded city of Kumagaya and no longer exists as an independent municipality.
# Renhe

Renhe may refer to the following places in China:
* Ren River, a river in Chongqing, Sichuan, and Shaanxi, the longest tributary of Han River system
* Renhe District, a district of Panzhihua, Sichuan

## Towns, townships, and subdistricts
### Chongqing

* Renhe Subdistrict, Yubei District, a subdistrict in Yubei District
* Renhe Subdistrict, Yunyang County, a subdistrict in Yunyang County

### Guangdong

* Renhe, Guangdong, a town in Guangzhou

### Guizhou

* Renhe Yi and Miao Ethnic Township, a township in Qianxi County

### Henan

* Renhe, Huangchuan County, a town in Huangchuan County
* Renhe, Minquan County, a town in Minquan County
* Renhe Subdistrict, Zhoukou, a subdistrict in Chuanhui District, Zhoukou

### Hunan

* Renhe, Ningyuan County, a town in Ningyuan County
* Renhe Township, Xiping County, a township in Xiping County

### Jiangxi

* Renhe, Xiajiang County, a town in Xiajiang County
* Renhe Township, Xinyu, a township in Xinyu

### Shandong

* Renhe, Weihai, a town in Rongcheng, Weihai
* Renhe Subdistrict, Gaotang County, a subdistrict in Gaotang County

### Sichuan

* Renhe, Renhe District, a town in Renhe District
* Renhe, Shehong County, a town in Shehong County
* Renhe, Xichong County, a town in Xichong County
* Renhe, Zitong County, a town in Zitong County
* Renhe Township, Chengdu, a township in Chengdu
* Renhe Township, Dazhu County, a township in Dazhu County
* Renhe Township, Anyue County, a township in Anyue County
* Renhe Township, Linshui County, a township in Linshui County
* Renhe Township, Jiang'an County, a township in Jiang'an County
* Renhe Township, Nanjiang County, a township in Nanjiang County

### Yunnan

* Renhe, Maguan County, in Maguan County, Yunnan
* Renhe, Shidian County, in Shidian County, Yunnan
* Renhe, Yongsheng County, in Yongsheng County, Yunnan

### Zhejiang

* Renhe Subdistrict, Hangzhou, a subdistrict in Yuhang District, Hangzhou
# Euler function

In mathematics, the Euler function is given by
    $\phi (q)=\prod _{k=1}^{\infty }(1-q^{k}),\quad |q|<1.$
Named after Leonhard Euler, it is a model example of a q-series and provides the prototypical example of a relation between combinatorics and complex analysis.

## Properties

The coefficient $p(k)$ in the formal power series expansion for $1/\phi (q)$ gives the number of partitions of k. That is,
    ${\frac {1}{\phi (q)}}=\sum _{k=0}^{\infty }p(k)q^{k}$
where $p$ is the partition function.
The Euler identity, also known as the Pentagonal number theorem, is
    $\phi (q)=\sum _{n=-\infty }^{\infty }(-1)^{n}q^{(3n^{2}-n)/2}.$
$(3n^{2}-n)/2$ is a pentagonal number.
The Euler function is related to the Dedekind eta function as
    $\phi (e^{2\pi i\tau })=e^{-\pi i\tau /12}\eta (\tau ).$
The Euler function may be expressed as a q-Pochhammer symbol:
    $\phi (q)=(q;q)_{\infty }.$
The logarithm of the Euler function is the sum of the logarithms in the product expression, each of which may be expanded about q = 0, yielding
    $\ln(\phi (q))=-\sum _{n=1}^{\infty }{\frac {1}{n}}\,{\frac {q^{n}}{1-q^{n}}},$
which is a Lambert series with coefficients -1/n. The logarithm of the Euler function may therefore be expressed as
    $\ln(\phi (q))=\sum _{n=1}^{\infty }b_{n}q^{n}$
where $b_{n}=-\sum _{d|n}{\frac {1}{d}}=$ -[1/1, 3/2, 4/3, 7/4, 6/5, 12/6, 8/7, 15/8, 13/9, 18/10, ...] (see OEIS A000203)
On account of the identity $\sigma (n)=\sum _{d|n}d=\sum _{d|n}{\frac {n}{d}}$ , where $\sigma (n)$ is the sum-of-divisors function, this may also be written as
    $\ln(\phi (q))=-\sum _{n=1}^{\infty }{\frac {\sigma (n)}{n}}\ q^{n}$.
Also if $a,b\in \mathbb {R} ^{+}$ and $ab=\pi ^{2}$, then
    $a^{1/4}e^{-a/12}\phi (e^{-2a})=b^{1/4}e^{-b/12}\phi (e^{-2b}).$

## Special values

The next identities come from Ramanujan's Notebooks:
    $\phi (e^{-\pi })={\frac {e^{\pi /24}\Gamma \left({\frac {1}{4}}\right)}{2^{7/8}\pi ^{3/4}}}$
    $\phi (e^{-2\pi })={\frac {e^{\pi /12}\Gamma \left({\frac {1}{4}}\right)}{2\pi ^{3/4}}}$
    $\phi (e^{-4\pi })={\frac {e^{\pi /6}\Gamma \left({\frac {1}{4}}\right)}{2^{{11}/8}\pi ^{3/4}}}$
    $\phi (e^{-8\pi })={\frac {e^{\pi /3}\Gamma \left({\frac {1}{4}}\right)}{2^{29/16}\pi ^{3/4}}}({\sqrt {2}}-1)^{1/4}$
Using the Pentagonal number theorem, exchanging sum and integral, and then invoking complex-analytic methods, one derives
    $\int _{0}^{1}\phi (q)\,\mathrm {d} q={\frac {8{\sqrt {\frac {3}{23}}}\pi \sinh \left({\frac {{\sqrt {23}}\pi }{6}}\right)}{2\cosh \left({\frac {{\sqrt {23}}\pi }{3}}\right)-1}}.$
# Justice Blair (disambiguation)

Justice Blair refers to John Blair Jr. (1732–1800), associate justice of the Supreme Court of the United States. Justice Blair may also refer to:
* Charles A. Blair (1854–1912), associate justice of the Michigan Supreme Court
* David Elmore Blair (1874–1954), associate justice of the Supreme Court of Missouri
# Scytodes fusca

Scytodes fusca, the brown spitting spider, is a species of spitting spider in the family Scytodidae. It is found in Central and Southern America, has been introduced into Europe, tropical Africa, Seychelles, Myanmar, China, Japan, and Hawaii.
# Fortification, New Zealand

Fortification is a locality in the western part of the Catlins region of Southland in New Zealand's South Island. Nearby settlements include Quarry Hills and Waikawa to the southeast, Tokanui to the southwest, and Waimahaka to the west. It is over 50 km east of Southland's main centre, Invercargill.
The area was logged by timber companies which included Fortification Timber Co 1875 and Fortification Timber Co Ltd. Subdivisions were created in 1914 under the Lands for Settlement Act and the road to Te Peka improved after 1919.

## Tramway

To serve forestry interests in the Fortification area, a bush tramway was built in the mid-1920s. It ran from Te Peka railway station on the Tokanui Branch eastwards to a sawmill in Fortification, and then divided into a number of branches to logging sites. The tramway's date of closure is unknown, but it occurred prior to the closure of the Tokanui Branch on 31 March 1966. Tramways to a sawmill east of Fortification Hill were shown on 1944 one inch map S183.
# Rajur

Rajur is a census town in Yavatmal district in the Indian state of Maharashtra. Rajur is also known as Rajur Colliery.

## Geography

Rajur has an average elevation of 741 metres (2431 feet).

## Demographics

As of 2001 India census, Rajur had a population of 11,677. Males constitute 52% of the population and females 48%. Rajur has an average literacy rate of 70%, higher than the national average of 59.5%: male literacy is 78%, and female literacy is 62%. In Rajur, 13% of the population is under 6 years of age.
| Year | Male | Female | Total Population | Change | Religion (%) | Religion (%) | Religion (%) | Religion (%) | Religion (%) | Religion (%) | Religion (%) | Religion (%) |
| Year | Male | Female | Total Population | Change | Hindu | Muslim | Christian | Sikhs | Buddhist | Jain | Other religions and persuasions | Religion not stated |
| 2001 | 6019 | 5656 | 11675 | - | 64.463 | 11.520 | 2.116 | 0.197 | 19.837 | 0.120 | 1.722 | 0.026 |
| 2011 | 5639 | 5053 | 10692 | - 8.4̥% | 62.608 | 14.656 | 2.226 | 0.187 | 19.220 | 0.159 | 0.037 | 0.907 |

## Notable People

* Anand Teltumbde, civil rights activist, scholar and columnist.
* Milind Teltumbde, Maoist politician.
# Hundred of O'Loughlin

The Hundred of O'Loughlin is a cadastral hundred of South Australia established in 1898 in the remote County of Way.
The main town of the hundred is Koonibba which began life as an aboriginal mission. The traditional owners of the area are the Wirangu Aboriginal people though Mirning and Kokatha also live in the hundred now.
# Haritalodes levequei

Haritalodes levequei is a moth in the family Crambidae. It was described by Patrice J.A. Leraut in 2005. It is found in South Africa.
# Francisco Pizarro (disambiguation)

Francisco Pizarro was a 16th-century Spanish conquistador who conquered Peru.
Francisco Pizarro may also refer to:
* Francisco Pizarro (Chilean footballer), Chilean football forward
* Francisco Pizarro (Peruvian footballer), Peruvian football manager and former goalkeeper
* Francisco Pizarro Martínez, Mexican diplomat
* Francisco Pizarro, Nariño, municipality in the Nariño Department, Colombia
# Renhat railway station

Renhat railway station is a railway station on Indore–Gwalior line under the Bhopal railway division of West Central Railway zone. This is situated at Renhat, Ghatigaon in Gwalior district of the Indian state of Madhya Pradesh.
# Ottawa station (disambiguation)

Ottawa station is the primary train station in Ottawa, Ontario, Canada. It could also be:
* Ottawa Central Station, the former intercity bus terminal in Ottawa, Ontario, Canada
* Ottawa station (Rock Island Line), a former station in Ottawa, Illinois
* Tremblay station, a rapid transit station adjacent to Ottawa station
* Old Depot Museum, a historic train station and museum in Ottawa, Kansas, United States
* Senate of Canada Building, formerly Ottawa Union Station
# Bauk (field)

The balk, back, bauk (Lowland Scots), leum-iochd or bailc/bac (Scottish Gaelic) was a strip of a corn field left fallow. The fear of being left with the last sheaf of the harvest called the cailleach (kulyach etc.) or gobhar bhacach (the goat of the balk) always led to an exciting competition among the reapers in the last field. The reaper who came on a leum-iochd would of course be glad to have so much less to cut.
An old saying was "better a balk in autumn, than a sheaf the more." Rev. Michie of Dinnet heard the above saying in a different sense in the Highlands of Aberdeenshire, viz. that in lands allotted on the run-rig system, the crofter who got a balk attached to his rig was considered luckier than his neighbour with a somewhat larger rig, because, but without the balk, the grass of which was of more than compensating value, especially for fodder etc.
In Heart of Midlothian (1818) by Walter Scott, he glosses it as "an unploughed ridge of land interposed among the corn"
Gregor's Folk-lore of North East Scotland (1881) says:
    "Even in the cultivated parts of larger size there was no regularity. They were twisted, bent like a bow, zig-zag, of all shapes, and cut up by 'baaks', into which were gathered stones and such weeds as were taken from the portion under crop."
Bauks were also used as boundaries between neighbours' land. George Robertson's General view of Agriculture in Perth (1799) says:
   "Large slices of land are left unploughed, as boundaries between the alternate ridges of neighbours, in the same plough-gate; which are a perpetual nursery of weeds, besides the loss of so much land lying waste. These earthern boundaries ... are wearing fast out, in this country."
This indicates that they were well in decline in parts of Lowland Scotland in the late 18th century. However, the word is recorded in the 1920s north east Scotland, as referring to a path between fields, obviously a residual use with a slightly different meaning.
# Dzmitry Rabchanka

Dzmitry Rabchanka (born 24 December 1985) is a Belarusian sprint canoeist who has been competing since 2005. He won seven medals at the ICF Canoe Sprint World Championships with four golds (C-4 200 m: 2009, C-4 500 m: 2006, C-4 1000 m: 2009, 2010), two silvers (C-4 200 m: 2006, C-4 500 m: 2005), and one bronze (C-4 200 m: 2007).
# Scytodes longipes

Scytodes longipes is a species of spitting spider in the family Scytodidae. It is found in Southern America, has been introduced into Pacific Islands, Guinea, Congo, Indonesia (Irian Jaya), and Australia (Queensland).

## Subspecies

These two subspecies belong to the species Scytodes longipes:
* (Scytodes longipes longipes) Lucas, 1844
* Scytodes longipes simplex Franganillo, 1926
# BQC

BQC or bqc may refer to:
* Beijing Queer Chorus, a semiprofessional mixed choir based in Beijing, China
* Bournvita Quiz Contest, an Indian quiz contest sponsored by Cadbury India
* British Quizzing Championships, a quiz competition in the United Kingdom
* bqc, the ISO 639-3 code for Boko language, Benin and Nigeria
# Rakovica, Bosnia and Herzegovina

Rakovica (Serbian Cyrillic: Раковица) is a village in central-eastern Bosnia and Herzegovina, located west of Ilidža and Sarajevo on the local road towards Kiseljak. The village is located in the municipality of Ilidža.
Ernst von Mansfeld, a well-known mercenary general of the Thirty Years' War, died at Rakovica in 1626, while trying to reach Venice.

## Demographics

According to the 2013 census, its population was 1,836.
Ethnicity in 2013 :
| Ethnicity | Number | Percentage |
| Bosniaks | 1,730 | 94.2% |
| Croats | 43 | 2.3% |
| Serbs | 14 | 0.8% |
| other/undeclared | 49 | 2.7% |
| Total | 1,836 | 100% |
# Sanctuary of Fonte Colombo

The Sanctuary of Fonte Colombo, or Santuario di Fonte Colombo is one of a local cluster of four sanctuary-monasteries, originally based on rural oratories founded in the Rieti Valley by Francis of Assisi in the Rieti valley, province of Rieti, region of Lazio, Italy. This sanctuary is located on the slopes of Monte Rainiero, and near the town of Contigliano.
In 1223, Francis of Assisi occupied a hermit cave, the Sacro Speco, located along the stream below the present monastery. It is there, alongside his companion, Brother Leo, that he composed the second rule of the Franciscan order. This one was accepted by Pope Honorious III. Tradition holds that Francis first acquired the stigmata while at Fonte Colombo. Putatively Frances renamed the site "fountain of the doves" or Fonte Colombo when he saw doves drinking in the stream. The church in the monastery was consecrated in 1450.
# Canonical connection

In geometry (more specifically differential geometry), a canonical connection can mean either
* A canonical connection on a symmetric space that is canonically defined (as described in Ch XI of Kobayashi and Nomizu, Foundations of Differential Geometry Vol II.).
* A Chern connection, a connection of a holomorphic vector bundle with a Hermitian structure, is the unique metric connection D, such that the part which increases the anti-holomorphic type D`` annihilates holomorphic sections.
# LIN7A

Lin-7 homolog A is a protein that in humans is encoded by the LIN7A gene.

## Interactions

LIN7A has been shown to interact with:
* CASK,
* DLG1, and
* KCNJ12.
# H. dichotoma

H. dichotoma may refer to:
* Hoppea dichotoma, a plant species
* Hyphaene dichotoma, a palm species found in India
# Ostrocerca

Ostrocerca is a genus of spring stoneflies in the family Nemouridae. There are about six described species in Ostrocerca.

## Species

These six species belong to the genus Ostrocerca:
* Ostrocerca albidipennis (Walker, 1852) (white-tailed forestfly)
* Ostrocerca complexa (Claassen, 1937) (notched forestfly)
* Ostrocerca dimicki (Frison, 1936) (hooked forestfly)
* Ostrocerca foersteri (Ricker, 1943)
* Ostrocerca prolongata (Claassen, 1923) (bent forestfly)
* Ostrocerca truncata (Claassen, 1923) (truncate forestfly)
# Dump station

A dump station is a place where raw sewage may be entered into a sanitary sewer system in a safe and responsible way. Dump stations are often used by owners of motorhomes, campervans, recreational vehicles or boats that are equipped with toilet facilities and a sewage holding tank, also known as a blackwater holding tank. The holding tank can be safely emptied at a dump station. Greywater holding tanks can also be emptied at a dump station.
Dump stations are often located at campgrounds, RV parks, truck stops, RV storage facilities, highway rest areas, recreation vehicle dealerships, marinas and other places that are frequented by recreational vehicles and boats. Dump station owners may charge a fee for use, or offer them as a free public service.
* A typical area for motorhome in Felletin, France
* Point service of Valuejols, France
* Dumping at an RV campground in Canada
* This waste-related article is a stub. You can help Wikipedia by expanding it.
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