OpenLLM-France/wikimedia huggingface dataset:
# One Left Shoe

One Left Shoe is the solo debut album by the American musician Steve Poltz, released in 1998. The first single was "Silver Lining". Poltz, at the time, expected to record again with the Rugburns, and considered One Left Shoe to be a "sensitive" folk excursion.
Poltz promoted the album by playing shows with, among others, Richard X. Heyman and Lisa Loeb. He also took part in the "Frasier Fair" tour (so named by Rufus Wainwright), with John Doe, Pete Droge, and Glen Phillips.

## Production

Recorded in 15 days, the album was produced by J. Steven Soles. Four of its songs were cowritten by Jewel, who also provided backing vocals. Jim Keltner, Leland Sklar, Benmont Tench, and the Mighty Mighty Bosstones' horn section were among the musicians who played on One Left Shoe. Jimmie Haskell arranged the strings; Van Dyke Parks also contributed during the recording sessions.
"Forbidden Fruit" is about an interaction with a prostitute. "I Thought I Saw You Last Night" was inspired by the death of a friend.

## Critical reception

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
| The Indianapolis Star | |
| Los Angeles Daily News | |
| Los Angeles Times | A |
| MusicHound Rock: The Essential Album Guide | |
| The Province | |
| Rolling Stone | |
| Telegraph-Journal | |
| Toronto Sun | |
Salon determined that, "particularly when it wanders off the straight folkie path, One Left Shoe sounds better than it reads." The Los Angeles Daily News called the album "a gentle and amusing acoustic collection that avoids the furrowed-brow introspection of similar singer-songwriter debuts." The Province labeled it "a reflective, folksy singer-writer album of quiet charm and some sleepiness."
The Washington Post stated that "Poltz wisely sticks to his strengths: pleasant, Randy Newman-ish melodies and whimsical delivery." The Telegraph-Journal advised: "Think Jackson Browne with the seventies sincerity turfed out, replaced by nineties irony." The Indianapolis Star deemed the album "pleasant, mostly earnest, competently performed and ultimately unmemorable." The New Yorker considered it to be "an unexpectedly mature collection of forlorn ballads."
AllMusic wrote that "Poltz still sounds a little unsure of himself in places on One Left Shoe, but on the whole, it's a promising debut."
# Khaltipur railway station

Khaltipur Railway Station is a railway station on the Howrah–New Jalpaiguri line of the Malda railway division of Eastern Railway zone. It is situated beside National Highway 34 at Silampur, Khaltipur of the Malda district in West Bengal. There are a total 10 passenger trains stop at Khaltipur Railway Station.
# Campal

Campal is a neighborhood located in the northern part of the city of Panaji, the capital of the Indian state of Goa. It is completely located on the island of Tiswadi, one of the talukas in the state of Goa.
The neighborhoods name derives from "Campal de Dom Manuel", after Dom Manuel de Portugal e Castro, who developed it as a commercial area in 1830.

## Local landmarks

On the left side of the road into Campal there is a large four-metre cannon. Slightly further is a garden containing a statue erected in 1929 of Francisco Luis Gomes, a representative in the Cortes, in Lisbon.
Campal also houses the Kala Academy, a cultural centre with indoor and outdoor auditoriums, which hosted the International Film Festival of India in 2004, as well as a gymkhana surrounded by a large playground with various sports facilities.
Campal Indoor Complex is a multi-purpose indoor stadium, the home of the Sports Authority of Goa.
The INOX four-screen multiplex theater, the Goa Directorate of Health Services, and the Goa College of Architecture are also located in Campal. Various trade fairs and exhibitions also are often held at the Campal grounds.
# Euglandina jacksoni

Euglandina jacksoni is a species of predatory air-breathing land snail, a terrestrial pulmonate gastropod mollusk in the family Spiraxidae.
# Principle of covariance

In physics, the principle of covariance emphasizes the formulation of physical laws using only those physical quantities the measurements of which the observers in different frames of reference could unambiguously correlate.
Mathematically, the physical quantities must transform covariantly, that is, under a certain representation of the group of coordinate transformations between admissible frames of reference of the physical theory. This group is referred to as the covariance group.
The principle of covariance does not require invariance of the physical laws under the group of admissible transformations although in most cases the equations are actually invariant. However, in the theory of weak interactions, the equations are not invariant under reflections (but are, of course, still covariant).

## Covariance in Newtonian mechanics

In Newtonian mechanics the admissible frames of reference are inertial frames with relative velocities much smaller than the speed of light. Time is then absolute and the transformations between admissible frames of references are Galilean transformations which (together with rotations, translations, and reflections) form the Galilean group. The covariant physical quantities are Euclidean scalars, vectors, and tensors. An example of a covariant equation is Newton's second law,
    $m{\frac {d{\vec {v}}}{dt}}={\vec {F}},$
where the covariant quantities are the mass $m$ of a moving body (scalar), the velocity ${\vec {v}}$ of the body (vector), the force ${\vec {F}}$ acting on the body, and the invariant time $t$.

## Covariance in special relativity

In special relativity the admissible frames of reference are all inertial frames. The transformations between frames are the Lorentz transformations which (together with the rotations, translations, and reflections) form the Poincaré group. The covariant quantities are four-scalars, four-vectors etc., of the Minkowski space (and also more complicated objects like bispinors and others). An example of a covariant equation is the Lorentz force equation of motion of a charged particle in an electromagnetic field (a generalization of Newton's second law)
    $m{\frac {du^{a}}{ds}}=qF^{ab}u_{b},$
where $m$ and $q$ are the mass and charge of the particle (invariant 4-scalars); $ds$ is the invariant interval (4-scalar); $u^{a}$ is the 4-velocity (4-vector); and $F^{ab}$ is the electromagnetic field strength tensor (4-tensor).

## Covariance in general relativity

In general relativity, the admissible frames of reference are all reference frames. The transformations between frames are all arbitrary (invertible and differentiable) coordinate transformations. The covariant quantities are scalar fields, vector fields, tensor fields etc., defined on spacetime considered as a manifold. Main example of covariant equation is the Einstein field equations.
# James Grimshaw

James Grimshaw (1798–1857) was an Irish naturalist in the early 19th century.
Born in County Antrim, Grimshaw worked in his family's linen business. He married Mary Templeton, a daughter of the Irish botanist John Templeton.
Grimshaw was interested mainly botany and wrote numerous scientific papers, including "Flora of the Cave Hill". He was a founding member of both the Belfast Natural History Society and the Belfast Botanic Gardens. Part of his herbarium is now in the Ulster Museum.
# Conchylodes ovulalis

Conchylodes ovulalis, the zebra conchylodes moth, is a moth in the family Crambidae. It was described by Achille Guenée in 1854. It is found from the United States, where it has been recorded from Pennsylvania to Florida, west to Arizona, south through Mexico and Costa Rica to Colombia.
The wingspan is 23–30 mm. Adults are on wing from May to September in the United States.
The larvae feed on Asteraceae species.
# Cooks Mills, Ontario

Cooks Mills, Ontario can mean the following places:
* Cooks Mills, Niagara Region, Ontario
* Cooks Mills, Nipissing District, Ontario in North Bay
* Spragge, Ontario in Algoma District, previously known as Cook's Mills
# Engelschoff

Engelschoff is a municipality in the district of Stade, Lower Saxony, Germany.

## History

Engelschoff belonged to the Prince-Archbishopric of Bremen, established in 1180. The village was subject to the summary jurisdiction by the Porta Coeli convent of nuns in then Eulsete (now Himmelpforten). Engelschoff remained part of that jurisdiction also after the convent was transformed into the secular seigniorial Amt Himmelpforten in 1647.
In 1648 the Prince-Archbishopric was transformed into the Duchy of Bremen, which was first ruled in personal union by the Swedish Crown - interrupted by a Danish occupation (1712-1715) - and from 1715 on by the Hanoverian Crown. After a Prussian and then French occupation from 1806 to 1810, the ephemeric Kingdom of Westphalia annexed the Duchy, before France annexed it with effect of 1 January 1811.
In 1813 the Duchy was restored to the Electorate of Hanover, which - after its upgrade to the Kingdom of Hanover in 1814 - incorporated the Duchy in a real union and the Ducal territory, including Engelschoff within the Amt Himmelpforten, became part of the new Stade Region, established in 1823. Since in 1885 the Amt Himmelpforten merged in the new District of Stade Engelschoff forms part of it.
# Kerala Mithram

Kerala Mithram was one of the earliest Malayalam language newspaper published from Cochin, Kerala, India during 1881. It was printed in the beginning of the month as three, then one week later. Devji Bhimji, from Gujarat was the patron of the newspaper. Kandathil Varghese Mappillai, the founder of Malayala Manorama, was editor-in-Chief and T.G. Paily was deputy editor.
# Khaepa Kali Tala

Khaepa Kali Tala is a temple situated at Katwa, Malo Pada near the Gouranga Baddi. Mostly a temple of Hindu Goddess Kali, this temple also comprises a number of other temples, including that of Shiva, the most important deity of Hinduism. Although this temple was set up in the 1970s but the Khaepa Kali was established there by the dacoits long ago.

## Major Locations

The temple is composed of;
* The temple of Lord Shiva
* The temple of Bhisnu
* The principle temple of Maa Kaali
* The Durga Mandir
* The Hari Mancha
# Dasht-e Sachak

Dasht-e Sachak is a village in Bamyan Province in central Afghanistan.
# 1987 Brabantse Pijl

The 1987 Brabantse Pijl was the 27th edition of the Brabantse Pijl cycle race and was held on 29 March 1987. The race started in Sint-Genesius-Rode and finished in Alsemberg. The race was won by Edwig Van Hooydonck.

## General classification

| Rank | Rider | Time |
| 1 | Edwig Van Hooydonck (BEL) | 5h 54' 00" |
| 2 | Peter Harings (NED) | + 1' 05" |
| 3 | Jean-Marie Wampers (BEL) | + 1' 11" |
| 4 | Patrick Onnockx (BEL) | + 1' 18" |
| 5 | Noël Segers (BEL) | + 1' 27" |
| 6 | Herman Frison (BEL) | + 1' 27" |
| 7 | Jean-Philippe Vandenbrande (BEL) | + 1' 27" |
| 8 | Peter Winnen (NED) | + 1' 27" |
| 9 | Adri van der Poel (NED) | + 1' 27" |
| 10 | Etienne De Wilde (BEL) | + 1' 27" |
# James M. Anderson (hospital executive)

James M. Anderson served as the president and chief executive officer at Cincinnati Children's Hospital Medical Center from 1996 to 2009. He was also chairman of the board of the Cincinnati Branch of the Federal Reserve Bank of Cleveland. In July 2005, Anderson was appointed to a national advisory commission on Medicaid reform, while two years earlier, he was appointed to Ohio Governor Bob Taft's Third Frontier Advisory Board.
Anderson is a former mayor of The Village of Indian Hill, Ohio, and is a graduate of Yale University (1963) and Vanderbilt University Law School (1966). He was a captain in the U.S. Army (1966–1968) during the Vietnam War.
# Kermia eugenei

Kermia eugenei is a species of sea snail, a marine gastropod mollusk in the family Raphitomidae.

## Description

The length of the shell varies between 3.5 mm and 4.5 mm.

## Distribution

This marine species occurs off KwaZulu-Natal, South Africa
# Darnhall (disambiguation)

Darnhall may refer to:
* Darnhall, the village in Cheshire
* Darnhall Mains, the farm and settlement near Eddleston in the Scottish Borders
* A name used historically for the tower house Black Barony near Eddleston in the Scottish Borders
# Encyclopedia of Indigenous Peoples in Brazil

The Encyclopedia of Indigenous Peoples in Brazil is a specialized encyclopedia about the indigenous peoples in Brazil, published online since 1998 by the Instituto Socioambiental (ISA). It presents over 200 articles with ethnographic information about indigenous peoples in Brazil, as well as analyses, news and other indigenous-related material.
In 2013 it was awarded with the Rodrigo de Melo Franco Prize, by the Brazilian National Institute of Historic and Artistic Heritage, for its services in communicating indigenous cultures and heritage.
# Daruka, New South Wales

Daruka is an outer suburb of Tamworth, New South Wales, in the city's north. It is located in the Daruka Valley north of the suburb North Tamworth and east of the locality of Moore Creek and is bounded in the north by the stream Moore Creek. To the east of Daruka is Moonbi and Kootingal. The neighbourhood of Upper Moore Creek 30°56′55″S 150°59′05″E﻿ / ﻿30.9485°S 150.9846°E﻿ / -30.9485; 150.9846 is within the north of the locality.

## Locality

Daruka Estate starts on Daruka Road to the west and ends at the end of Tintinhull Road to the east. Daruka Estate is mostly a medium to high range socio economic class due to the larger property sizes.
# Dathapuram

Dathapuram is a census town located in R.S Kondapuram Mandal, Kadapa district, Andhra Pradesh, India. Dathapuram is under the constituency of Jammalamadugu. Dathapuram is situated along the bank of the Penna River. Gandikota dam is constructed just 13 km away from it, that supplies water for drinking. Dathapuram is also famous for people making silk sarees with their own hands.
In the village, people of all religions are living together. There are religion temples of Sri Chodeswari, Hanuman, Gali Dhelam, Hanuman and Mosque, etc. where all the religions people are celebrating their festivals grandly. A major ceremony held is "Jyothi Uthsavas" at the time of Sankranthi. Ganesh Chaturthi is also celebrated very well. Here, it is not only the religion's temple but also the 5 national temples. The high school has well constructed buildings and playground. In spite of the huge competition from the present corporate studies, the students of this high school are showing their talent in ssc public exams by getting top marks in district level.

## Demographics

As of 2001 India census, Dathapuram had a population of 7,678. Males constitute 51% of the population and females 49%. Dathapuram has an average literacy rate of 54%, lower than the national average of 59.5%: male literacy is 67% and, female literacy is 40%. In Dathapuram, 12% of the population is under 6 years of age.
# Datestone

A datestone is typically an embedded stone with the date of engraving and other information carved into it. They are not considered a very reliable source for dating a house, as instances of old houses being destroyed and rebuilt (with the old date stones intact) have been reported, or may in some cases be the date of a renovation or alteration.
Specific locations have often been chosen for datestones, viz.
* corbel
* gable stone
* Gatepost: a large upright piece of (usually) granite, usually set at the entrance to a driveway or a field.
* keystone
* lintel
# Enmore Castle

Enmore Castle is a historic building in the village of Enmore, Somerset, England. It is a Grade II listed building.

## Construction

Enmore was the seat of the family of William Malet who built a great house, although the original date of construction is uncertain. The house passed to Elizabeth Malet who married John Wilmot, 2nd Earl of Rochester. In 1664 it included a hall, chapel and 20 hearths. The building was still standing in 1727.
It was bought at some time before 1751 by John Perceval, 2nd Earl of Egmont who over the next five years erected the first version of the present castle. The building consisted of a square surround an inner court which was 86 feet (26 m) by 78 feet (24 m). The surrounding walls had square towers at the corners and semicircular turrets on each of the sides including around the doors, all were topped with battlements. Much of the building, including the offices and stables, was underground and accessed via the dry 40 feet (12 m) wide moat which was entered by a tunnel from the park. There is some evidence of a drawbridge over the moat and Stew ponds. It included an armoury, music and picture galleries, a library, and a state dining room. The rooms were hung with tapestries which, after their sale were hung at Combe Sydenham and subsequently in the Bridgwater council chamber. The house received 'the dismissive mockery of Horace Walpole'.

## 19th century

The Percevals were forced to sell the castle in 1833 to pay off debts. It was bought by Nicholas Broadmead, a solicitor with shares in the Parrett Navigation Company and the Ivelchester and Langport Navigation, who demolished a large proportion of the building the following year, converting the remaining parts of the building into a three-storeyed house.

## 20th century

The castle once again underwent major change in 1930 when H. H. Broadmead demolished even more of the old building. Wood panels removed from the castle at this time were incorporated into the Publishing House for the Christian Science Publishing Society in Boston, Massachusetts, USA.
The remaining portion is now divided into two dwellings, however the undercroft survives.
It is close to the Church of St Michael which has 13th-century origins but the present building is largely from the 15th century, and Enmore Park Golf Club which was built on some of the parkland which was attached to the estate.
# James Tibbs

James William Tibbs CMG (27 October 1855 – 17 February 1924) was a New Zealand school principal who made a significant contribution to the development of secondary education in that country. He served as headmaster of Auckland Grammar School from 1893 to 1922.
Tibbs was born in Hobart, Tasmania, Australia, in 1855. He was buried at Purewa Cemetery in the Auckland suburb of Meadowbank.
In the 1923 King's Birthday Honours, Tibbs was appointed a Companion of the Order of St Michael and St George for services to education.
# Dave Leadbetter

David Leadbetter (19 November 1934 – 15 March 2006), was a figure in Scottish politics.
He was born in South Battersea, London, England.
# Encyclopedic Dictionary of Mathematics

The Encyclopedic Dictionary of Mathematics is a translation of the Japanese Iwanami Sūgaku Jiten(岩波数学辞典). The editor of the first and second editions was Shokichi Iyanaga; the editor of the third edition was Kiyosi Itô; the fourth edition was edited by the Mathematical Society of Japan.

## Editions

* Iyanaga, Shōkichi, ed. (1954), Iwanami Sūgaku Jiten (in Japanese) (1st ed.), Tokyo: Iwanami Shoten, MR 0062668
* Iyanaga, Shōkichi, ed. (1960), Iwanami mathematical dictionary, Edited by the Mathematical Society of Japan. Revised and enlarged (in Japanese), Tokyo: Iwanami Shoten, MR 0130788
* Iyanaga, Shōkichi, ed. (1968), Iwanami Sūgaku Jiten (in Japanese) (2nd ed.), Iwanami Shoten Publishers, Tokyo, MR 0241228
* Iyanaga, Shōkichi, ed. (1977), Encyclopedic Dictionary of Mathematics, Volumes I, II, hardback, translated from the 2nd Japanese edition (1st ed.), MIT Press, pp. 1750, ISBN 978-0-262-09016-2, MR 0490100
* Iyanaga, Shōkichi; Kawada, Yukiyosi, eds. (1980) [1977], Encyclopedic Dictionary of Mathematics, Volumes I, II, Translated from the 2nd Japanese edition, paperback version of the 1977 edition (1st ed.), MIT Press, ISBN 978-0-262-59010-5, MR 0591028
* Sūgaku Jiten (in Japanese) (3rd ed.), Tokyo: Iwanami Shoten, 1985, ISBN 978-4-00-080016-7, MR 0924841
* Itô, Kiyosi, ed. (1987), Encyclopedic Dictionary of Mathematics. Vol. I--IV, Hardback, Translated from the Japanese 3rd edition (2nd ed.), MIT Press, p. 2148, ISBN 978-0-262-09026-1, MR 0901762, archived from the original on 2011-06-29
* Itô, Kiyosi, ed. (1993), Encyclopedic Dictionary of Mathematics. Vol. I--II, Paperback, Translated from the Japanese 3rd edition (2nd ed.), MIT Press, p. 2148, ISBN 0-262-59020-4; paperback version of the 1987 edition
* Iwanami Sūgaku Jiten (in Japanese) (Fourth ed.), Tokyo: Iwanami Shoten, 2007, ISBN 978-4-00-080309-0, MR 2383190
# Breedgreedbreed

Breedgreedbreed is the third album from Finnish metal band Misery Inc., released by Finnish record label Johanna Kustannus (Megamania) on October 10, 2007. The album was recorded at Soundtrack Recording Studio & Monttu's by Mikko Herranen during May–July 2007. Album was mixed & produced by Mikko Herranen. Mastered by Svante Forsbäck at Chartmakers Oy.

## Track listing

* "Cheap Clone"
* "Blinded by Power"
* "Devil's Advocate"
* "Ticket But No Ride"
* "Fall Of The Idol"
* "Prodigal Son"
* "Modern Day Human Waste"
* "Obsession"
* "New World Messiah"
* "After You"
* "Candyman"
* "They All Will Get What They Deserve"
Music by Tolonen, Ylämäki, Kauppinen
Lyrics by Tolonen, Mankinen
# Oltenița Water Tower

The Oltenița Water Tower is a water tower located at 2B Argeșului Street in Oltenița, Romania.
The 34.5-meter high octagonal tower was the town’s first structure made of reinforced concrete. Bidding for the building contract took place in 1913, and it was completed in 1916. Shortly thereafter, it was bombed by the Central Powers in World War I. It was placed in service in 1922 and retired in 1977. It then served as a bar and later was used by homeless people. It was listed as a historic monument by Romania's Ministry of Culture and Religious Affairs in 1992. The tower was later used to host temporary art exhibitions, and as an art museum.
# Kermia chichijimana

Kermia chichijimana is a species of sea snail, a marine gastropod mollusk in the family Raphitomidae.
This species is also considered a synonym of Pseudodaphnella barnardi (Brazier, 1876)

## Description

The length of the shell attains 4 mm, its diameter 1.7 mm.
(Original description) The small, solid shell has a fusiform shape. It is gray-white with five black-brown and the same number of white longitudinal stripes on the ribs, sometimes continuous, sometimes dislocated. The sculpture consists of 10 strong longitudinal ribs crossed by spiral threads which swell into tubercles on the ribs, and are 9 or 10 in number on the body whorl. The shell contains 7 whorls, the first 2½ yellow, rounded, forming a trochiform protoconch, sculptured with vertical riblets decussated by delicate, obliquely forward-descending striae. The junction of the protoconch and the sculptured shell is very oblique and sharply defined. The aperture is narrow, with a deep sinus above. The outer lip contains four small teeth within.

## Distribution

This marine species occurs off Japan.
# Callistege fortalitium

Callistege fortalitium is a species of moth of the family Erebidae. It is found in southern Russia (Ural, Altai, Tuva, Siberia), Kazakhstan, Dagestan, Armenia, China and Mongolia.
# Methylobacterium thuringiense

Methylobacterium thuringiense is a Gram-negative, aerobic, facultatively methylotrophic and rod-shaped bacteria from the genus of Methylobacterium.
# Santa Joana (parish)

Santa Joana is a civil parish in Aveiro Municipality, Aveiro District, Portugal. The population in 2011 was 8,094, in an area of 5.85 km$^2$.
# Conchylodes nissenalis

Conchylodes nissenalis is a moth in the family Crambidae described by William Schaus in 1924. It is found in Peru.
The wingspan is about 19 mm. The wings are white with fine tawny-olive markings. There is a point at the base of the costa of the forewings, as well as a subbasal oblique line on the costa and a point beyond in the cell and a point below it. The antemedial line runs from the cell to the inner margin and there is a large annulus in the cell and on the discocellular. There is a medial lunule below the cell and various streaks on the veins. The hindwings have antemedial and medial wavy lines and a line between them in the cell.
# Conchylodes hebraealis

Conchylodes hebraealis is a moth in the family Crambidae. It is found in Haiti.