OpenLLM-France/wikimedia huggingface dataset:
# Dead & Company Summer Tour 2019

Dead & Company Summer Tour 2019 was a concert tour by the rock band Dead & Company. It was the follow-up to the band's Dead & Company Summer Tour 2018. The tour comprised 19 dates across 14 locations from May 31 to July 6, 2019.

## Tour dates

| Date | City | Venue | Attendance | Revenue |
| May 31, 2019 | Mountain View | Shoreline Amphitheatre | 38,971 / 44,262 | $2,871,183 |
| June 1, 2019 | Mountain View | Shoreline Amphitheatre | 38,971 / 44,262 | $2,871,183 |
| June 3, 2019 | Los Angeles | Hollywood Bowl | 33,713 / 34,857 | $3,284,217 |
| June 4, 2019 | Los Angeles | Hollywood Bowl | 33,713 / 34,857 | $3,284,217 |
| June 7, 2019 | George | The Gorge Amphitheatre | 36,956 / 43,893 | $2,866,616 |
| June 8, 2019 | George | The Gorge Amphitheatre | 36,956 / 43,893 | $2,866,616 |
| June 12, 2019 | Noblesville | Ruoff Home Mortgage Music Center | 17,751 / 24,462 | $1,376,803 |
| June 14, 2019 | Chicago | Wrigley Field | 72,851 / 83,234 | $7,055,528 |
| June 15, 2019 | Chicago | Wrigley Field | 72,851 / 83,234 | $7,055,528 |
| June 18, 2019 | Saratoga Springs | Saratoga Performing Arts Center | 20,323 / 25,082 | $1,470,588 |
| June 20, 2019 | Camden | BB&T Pavilion | 24,010 / 25,349 | $1,793,730 |
| June 22, 2019 | Foxborough | Gillette Stadium | 40,509 / 43,779 | $3,281,808 |
| June 23, 2019 | New York City | Citi Field | 39,726 / 39,726 | $4,042,235 |
| June 26, 2019 | Bristow | Jiffy Lube Live | 17,182 / 23,194 | $1,425,802 |
| June 28, 2019 | Charlotte | PNC Music Pavilion | 18,993 / 19,474 | $1,599,995 |
| June 29, 2019 | Atlanta | Cellairis Amphitheatre | 18,943 / 18,943 | $1,436,397 |
| July 2, 2019 | Dallas | Dos Equis Pavilion | 13,127 / 20,006 | $1,214,688 |
| July 5, 2019 | Boulder | Folsom Field | 67,835 / 86,982 | $6,512,990 |
| July 6, 2019 | Boulder | Folsom Field | 67,835 / 86,982 | $6,512,990 |
| Total | Total | Total | 460,890 / 533,193 (86.4%) | $40,232,580 |

## Musicians

* Bob Weir – guitar, vocals
* Mickey Hart – drums
* Bill Kreutzmann – drums
* John Mayer – guitar, vocals
* Oteil Burbridge – bass, percussion, vocals
* Jeff Chimenti – keyboards, vocals
# Babbs

Babbs may refer to:
* Babbs, Oklahoma (Babbs Switch), small rural community in Kiowa County, Oklahoma
** Babbs Switch Fire on December 24, 1924, killed thirty-six people in a one-room school house at Babbs Switch
* Babbs Green, village in Hertfordshire, England
* Babbs Island, island in Hancock County, West Virginia on the Ohio River between East Liverpool, Ohio and Chester, West Virginia
* Babbs Mill Lake, man-made lake in the Kingfisher Country Park in the Kingshurst area of Solihull, England
* Babbs (surname)
# Stenoma inflata

Stenoma inflata is a moth of the family Depressariidae. It is found in the Amazon region and French Guiana.
The wingspan is about 27 mm. The forewings are whitish brownish, faintly violet tinged, with scattered dark fuscous scales and with the costal edge ochreous whitish. The second discal stigma is very small and dark fuscous and there is a rather small suffused dark fuscous spot on the middle of the costa, and a larger triangular one at four-fifths, where a curved series of cloudy dark fuscous dots runs to the tornus. There is also a marginal series of blackish dots around the apex and termen. The hindwings are pale ochreous.
# Edward Prest (priest)

Edward Prest (1824–1882) was an English churchman, Archdeacon of Durham from 1863 until 1882.

## Life

He was born on 18 October 1824 in St Crux parish, the son of John Prest, a merchant of the Pavement, York, and his wife Arabella Lambert; he was one of five sons, with William Prest (1832–1885) being a younger brother. He was educated at Uppingham School and matriculated in 1843 at St John's College, Cambridge, graduating B.A. in 1847 and M.A. 1850.
Prest was ordained deacon in 1846, and priest in 1847. He was chaplain of Sherburn Hospital 1851–7, and its Master 1857–1861; after which he was Rector at Gateshead (1861–1881), also being Master of King James' Hospital there.
At the end of his life Prest was Rector of Ryton-on-Tyne (1881–1882). He died on 27 October 1882.

## Family

Prest married in 1852 Rose Farrar, third daughter of Henry Farrar of Princes Risborough. Of their children:
* Edward Henry Prest (1856–1893), eldest son, became headmaster of Barnard Castle School.
* Stanley Faber Prest (1858–1931), second son, an engineer, was a director of C. A. Parsons and Company.
# Laura Cretara

Italian coin of 100 lire CuNi 81/19 :
| Towered Italy surrounded by the inscription "REPVBBLICA ITALIANA". In exergue L. CRETARA | Face value among olive-tree branches, the date (1993) and the mint-mark (R) for Rome. On top: eagle; on bottom: dolphin |
Laura Cretara (Rome, December 28, 1939) is an Italian medallist and engraver.

## Biography

Following her father's footsteps (Francesco was a painter and engraver, member of the Communist Party of Italy), she had her first artistic training at home. She completed her education attending the Artistic High School, then the Academy of Beautiful Arts of Rome. Later, she attended the "Scuola dell'Arte della Medaglia della Zecca di Stato" (School of Art of Medal of the Mint of State) where she had teachers like Guttuso, Fazzini, Giampaoli and Balardi.
In 1961 she was employed as engraver at the Mint of Rome and in 1970 she drew the reverse of the silver coin of 1000 lire struck for the 100th anniversary of Rome as Capital. She's been the first woman in Italy to sign a coin.
She designed the 100 lire coined since 1993, as well as the national face of the one euro coin with the Vitruvian man by Leonardo.
She also designed great part of the Italian bimetallic coins of 500 lire.
# Breteuil

Breteuil may refer to:

## Places in France

* Breteuil, Eure, in the Eure département; alternative name Breteuil-sur-Iton
** Siege of Breteuil in 1346 during the Hundred Years' War
* Breteuil, Oise, in the Oise département; alternative name Breteuil-sur-Noye
** Breteuil Abbey [fr], Oise
* Château de Breteuil, southwest of Paris, in the Yvelines département

## People

* Baron de Breteuil
* Emilie de Breteuil, marquise du Chatelet
* Henri Le Tonnelier de Breteuil (1848-1916), French aristocrat and politician
# Leases by Corporations Act 1541

The Leases by Corporations Act 1541 (33 Hen. 8. c. 27) was an act of the Parliament of England. The whole act was repealed by section 39(1) of, and schedule 5 to, the Charities Act 1960 (8 & 9 Eliz. 2. c. 58).
The act provided "that any powers belonging to a corporation can be exercised by a majority of the corporators, notwithstanding any directions to the contrary in their foundation statutes."
# Johann Dominikus Schultze

Johann Dominikus Schultze (June 16, 1751 in Gröden - May 22, 1790 in Hamburg) was a medical doctor and natural scientist from the Holy Roman Empire.

## Works

* Schulze, I. D. 1775. Beyträge zur Kenntniß seltener Insekten. Erstes Stück. - Der Naturforscher 6: 87–98, Tab. IV [= 4]. Halle.
* Schulze, I. D. 1776. Beyträge zur Kenntniß seltner Insekten. Zweytes Stück. - Der Naturforscher 9: 99–110, Tab. II [= 2]. Halle.
* Schulze, I. D. 1776. Vergleichung der Kupfer eines wenig bekanten Insektenwercs des Wenceslaus Hollar mit dem linnäischen System. - Der Naturforscher 9: 215–224. Halle.
* Geve, N. G. & Schultze, J. D. 1790. Belustigung im Reiche der Natur. Erster Band aus den Papieren des Verstorbenen vollendet durch Johannes Dominicus Schultze. Mit 18 ausgemahlten Kupfertafeln. - pp. I-VI [= 1-6], 1–121, Tab. I-XVIII [= 1-18]. Hamburg. (Herold).

## Education

He attended the Johanneum and the Akademisches Gymnasium in Hamburg. Here he heard lectures by the doctor and naturalist Johann Albert Heinrich Reimarus and the doctor and botanist Paul Dietrich Giseke .

## Other

The 1776 description of Papilio arnaca by Johann Christian Fabricius was based on an unspecified number of specimens from Suriname, in Schulze's collection. Two other Schulze Lepidoptera were species of "Papilio" for which he selected names which had recently been introduced by Pieter Cramer (claudia and iphigenia) for other species in Uitlandsche Kapellen. Thus Schulze's names were invalid primary homonyms. Schulze said that Fabricius had visited him in Hamburg to see his collection, and would be including the new species in the "mantissa" (or supplement) to his Systema entomologiæ (1775) Fabricius duly did so in the 1777 Genera insectorum and Schulze's new names are often credited to Fabricius in error.
# DeVault

DeVault is a family name. It may also refer to the following:

## People and places

* Mike DeVault (born 1958), American politician
* Devault, Pennsylvania
* The DeVault Memorial Stadium
* The DeVault-Massengill House in Tennessee
# Bacelarella

Bacelarella is a genus of African jumping spiders that was first described by Lucien Berland & J. Millot in 1941. This genus was named in honour of the Portuguese arachnologist Amélia Bacelar.

## Species

As of April 2024 it contains eight species, found only in Africa:
* Bacelarella conjugans Szüts & Jocqué, 2001 – Ivory Coast
* Bacelarella dracula Szüts & Jocqué, 2001 – Ivory Coast, Nigeria
* Bacelarella fradei Berland & Millot, 1941 (type) – West Africa, Congo, Malawi
* Bacelarella gibbosa Wesolowska & Edwards, 2012 – Nigeria
* Bacelarella iactans Szüts & Jocqué, 2001 – Ivory Coast
* Bacelarella machadoi Wesołowska & Wiśniewski, 2023 – Angola
* Bacelarella pavida Szüts & Jocqué, 2001 – Ivory Coast
* Bacelarella tanohi Szüts & Jocqué, 2001 – Ivory Coast
* Bacelarella tentativa Szüts & Jocqué, 2001 – Ivory Coast
# Wilhelm Hasemann

Wilhelm Hasemann (16 September 1850, Mühlberg – 28 November 1913, Gutach) was a German genre painter and illustrator.

## Life and career

Hasemann was the only son of a mechanic and left school at the age of fifteen to work in his father's shop. After displaying some artistic talent, he went to study at the Prussian Academy of Arts, the Weimar Saxon-Grand Ducal Art School and the Academy of Fine Arts, Karlsruhe where he was a student of Gustav Schönleber. In 1880, he visited the village of Gutach for the first time as part of an assignment to illustrate the novella "Lorle, die Frau Professorin" by Berthold Auerbach. Later, he and his brother-in-law Curt Liebich would establish an artists' colony at Gutach. In 1898, he was named a Professor by Frederick I, Grand Duke of Baden.
Hasemenn's paintings focused on rural life, customs and traditional dress, and his works were widely reproduced as postcards and magazine illustrations. He often collaborated with the writer Heinrich Hansjakob, who lived nearby in Haslach. They shared an interest in preserving the culture of the Black Forest region.
The primary and secondary schools in Gutach are named after him, as well as the art museum and the game preserve between Hausach and Schonach. In addition, the mountain hut on the Farrenkopf on the Westweg between Hausach and Schonach bears his name.
# Stanislav Konopásek

Stanislav Konopásek (18 April 1923 – 6 March 2008) was a Czech professional ice hockey player.

## Playing career

Konopásek played as a winger when he was drafted for LTC Praha in 1935, whom he would play with until 1950. He also played on the national team, winning the 1947 and 1949 World Championships and a silver medal at the 1948 Winter Olympics in St. Moritz, Switzerland. Konopasek himself scored the winning goal that denied Canada the 1949 Championships.
In the 1948 Olympics, Konopasek also scored the winning goal in a 3–2 win over the United States, tying Canada's record of 7–0–1. They eventually lost to Canada by a single goal.
In 1950, as they were about to get on an airplane to defend their World Championship title in London, he and several of his teammates were charged with trying to leave Czechoslovakia and assaulting state police. Konopasek was sentenced to 12 years in prison for "slandering the republic", later reduced to 5. Other teammates received sentences ranging from six months to 15 years.
After getting out of prison, he then played for Tatra Smíchov (1955–1956), Sparta Praha (1956–1962), and Motorlet Praha (1962–1963), closing his international career with 69 goals in 50 games.

## Coaching career

After finishing his playing career in ice hockey he coached Motorlet Praha (1963–1965), GKS Katowice (1965–1968), and Sparta Praha (1968–1973). GKS Katowice, a Polish team, won a national championship in 1968 while coached by Konopásek.

## Death

Stanislav Konopásek died in Prague on 6 March 2008, following a long illness. He was survived by his wife, Anna, and a son.
# Laura Cowie

Laura Cowie (7 April 1892 – 11 February 1969) was a Scottish silent film actress.

## Early life

Cowie was born on 7 April 1892 in Milltown of Rothiemay, Banffshire, Scotland. She was the daughter of farmer Alexander Cowie and his wife Anna Hutcheon. After her parents had married in 1889, they took up a lease on Turtory farm near Marnoch. In 1893, Laura's older brother Alexander was born. When the father died in 1900, following a sudden heart attack, the remaining family moved to Aberdeen, where they lived with two of Laura's cousins and earned some money by taking in two female students as boarders. Laura went to school in Aberdeen.
In 1902, her mother married her second husband, the elderly Alexander Reid Craib, the Minister of the parish of New Pitsligo. He was 61 at the time.
As a young girl, Laura wished to become a professional dancer. She was already taking dancing lessons at a local institute in Aberdeen. Both her mother and her step-father decided that she was indeed talented and needed proper training. So Anna took her daughter as well as her son Alexander to London, where Laura gained a place at the Academy of Dramatic Arts (later RADA) which had been founded in 1904.

## Career

The academy's founder, theatre director Herbert Beerbohm Tree, saw great potential in Laura Cowie, but convinced her that she would make a better actress than a dancer. While the young woman embarked on her career, she was chaperoned by her mother, who had decided to stay in London, opening up an agency for housemaids. While Anna Cowie took a flat in Hampstead, Laura shared an apartment in Great Smith Street with her brother Alexander, who had found a good job in the automobile industry.
After appearing in various stage productions, Laura's first role in a film was in William Barker's Henry VIII (1911). She would later play major parts in Anne de Boleyn (1914) and Queens of France (1938). Laura Cowie played alongside famous actors like Sir John Gielgud, Alec Guinness, Mrs Patrick Campbell or George Fawcett. In 1934 she starred as Katherine Parr in Winifred Carter's The Queen Who Kept Her Head.
On 20 June 1918 she married scriptwriter and director John Hastings Turner. After the marriage, she mostly retired and only occasionally appeared in film productions by the Rank studios.

## Final years and death

In 1939, both Laura's mother and her brother died, the latter leaving behind a wife and a young son.
After their marriage, John Hastings Turner and Laura bought Blue Tile Farm in Fakenham, Norfolk. Here Turner wrote many of his scripts and novels, and here he died in 1956. Laura died on 11 February 1969 in the small coastal town of Wells-next-the-Sea, Norfolk, England.
# André de Azevedo

André de Azevedo (born July 8, 1959 in São José dos Campos) is a Brazilian rally raid truck driver. He won 10 stages at Dakar Rally with Tatra trucks and reached his personal best at 2003 Dakar Rally with 2nd place.

## Dakar Rally results

| Year | Class | Vehicle | Position | Stages won |
| 1988 | Motorbikes | Yamaha | DNF | 0 |
| 1989 | Did not enter | Did not enter | Did not enter | Did not enter |
| 1990 | Motorbikes | Yamaha | 22nd | 0 |
| 1991 | Motorbikes | Yamaha | 21st | 0 |
| 1992 | Did not enter | Did not enter | Did not enter | Did not enter |
| 1993 | Motorbikes | Yamaha | 9th | 0 |
| 1994 | Motorbikes | Yamaha | 15th | 0 |
| 1995 | Did not enter | Did not enter | Did not enter | Did not enter |
| 1996 | Motorbikes | KTM | 9th | 0 |
| 1997 | Motorbikes | KTM | 15th | 0 |
| 1998 | Did not enter | Did not enter | Did not enter | Did not enter |
| 1999 | Trucks | Tatra | 3rd | 2 |
| 2000 | Trucks | Tatra | 4th | 2 |
| 2001 | Trucks | Tatra | DNF | 1 |
| 2002 | Trucks | Tatra | 10th | 3 |
| 2003 | Trucks | Tatra | 2nd | 2 |
| 2004 | Trucks | Tatra | 6th | 0 |
| 2005 | Trucks | Tatra | DNF | 0 |
| 2006 | Trucks | Tatra | 4th | 0 |
| 2007 | Trucks | Tatra | 5th | 0 |
| 2008 | Event cancelled – replaced by the 2008 Central Europe Rally | Event cancelled – replaced by the 2008 Central Europe Rally | Event cancelled – replaced by the 2008 Central Europe Rally | Event cancelled – replaced by the 2008 Central Europe Rally |
| 2009 | Trucks | Tatra | 6th | 0 |
| 2010 | Trucks | Tatra | DNF | 0 |
| 2011 | Trucks | Tatra | DNF | 0 |
| 2012 | Trucks | Tatra | 8th | 0 |
* In progress
# Kapsules

Kapsules was a freeware desktop widget engine for Windows. It made use of the Windows Scripting Technology, allowing widget designers to use any scripting language that has an ActiveScript engine. Those widgets were then made available on Kapsules' website. As of December 2005, widgets are available in eight different scripting languages. Kapsules is reliant on the .NET Framework. All versions of Kapsules before and including version 0.9.9.0 have targeted version 1.1 of .NET, and all later versions target version 2.0.
As mentioned above, widgets could be written in any language for which there is an ActiveScript engine. Kapsules also supports .NET scripting languages. This flexibility allows widget designers to use and interface with a much larger codebase, enabling them to interface with a wider variety of existing software components. Widgets have been written in Python, PHP, JScript, JScript.NET, VBScript, VB.NET, Ruby and Perl.
Kapsules was inspired by Arlo Rose and Perry Clarke's Konfabulator (which has recently been purchased by Yahoo! and rebranded as Yahoo! Widgets). Both are widget engines with very similar functionality. Konfabulator was originally written for Mac OS X and later ported to the Windows environment, while Kapsules was designed to use integral components of Windows. By using a managed framework, Kapsules lets designers choose from one of several scripting languages, while Konfabulator widgets are written exclusively in JavaScript. Also, Kapsules can be installed on a Windows guest account, whereas Konfabulator requires Administrator privileges.
On or around November 9, 2006, the Kapsules website was updated with a single page stating that the site had been hacked. It also said that the developers were "busy" working on an updated version of the application and the website. No updates have been made since the announcement. The project website and its domain have since been abandoned.

## Kapsules authors

Andrew Powell
# Leaser Lake

Leaser Lake is a man-made lake located near the village of Jacksonville in Lynn Township, Lehigh County, Pennsylvania. The lake is owned by the Commonwealth of Pennsylvania and managed by the Pennsylvania Fish and Boat Commission (PFBC).
The lake was built for recreational use and opened to the public in 1971. It is the only lake in Lehigh County. The lake is part of a 540 acre park which is owned in part by the PFBC and in part by Lehigh County.
The lake covers 117 acres and is 45 feet deep. The lake is created by a dam located on the Jacksonville Branch of the Ontelaunee Creek which is a tributary of Maiden Creek. The dam consists of an earth embankment, approximately 430 feet long by 53 feet high, and the top of the dam is 24 feet wide.

## History

The lake is named after American patriot Frederick Leaser, who during the Revolutionary War in September 1777, transported the Liberty Bell from Philadelphia, then the revolutionary capital of the Thirteen Colonies to Allentown to protect it from the British as they were preparing to seize to Philadelphia. While in route, the wagon carrying the bell broke down and the bell was then transferred to Leaser's wagon to complete the journey to Zion Reformed Church in Allentown. Leaser's home was in what is now known as Lynn Township.
Leaser Lake dam has had a seepage problem since it was first filled. In 1991, the Pennsylvania Fish and Boat Commission drained the lake to make needed repairs on the dam. The 1991 repairs proved to be inadequate and in 1999 the lake had to be drained 20 feet to prevent dam failure. In 2008-2009, the lake was once again drained to rebuild the dam and spillway.
Shortly after the lake was reopened, seepage was once again discovered which prevented the lake from being completely filled. The new seepage location was not where the dam's last $3.5 million rebuilding project had taken place. In September 2014, the lake was lowered by 20 feet so that repairs could be made to the recent seeping area. Repairs to the dam were completed in Spring 2015 and the lake was filled to capacity for the first time since 1991.

## Primary fish

* Bluegill
* Brown Bullhead
* Chain Pickerel
* Large Mouth Bass
* Muskellunge
* Rainbow Trout
* Yellow Perch
# Bell series

In mathematics, the Bell series is a formal power series used to study properties of arithmetical functions. Bell series were introduced and developed by Eric Temple Bell.
Given an arithmetic function $f$ and a prime $p$, define the formal power series $f_{p}(x)$, called the Bell series of $f$ modulo $p$ as:
    $f_{p}(x)=\sum _{n=0}^{\infty }f(p^{n})x^{n}.$
Two multiplicative functions can be shown to be identical if all of their Bell series are equal; this is sometimes called the uniqueness theorem: given multiplicative functions $f$ and $g$, one has $f=g$ if and only if:
    $f_{p}(x)=g_{p}(x)$ for all primes $p$.
Two series may be multiplied (sometimes called the multiplication theorem): For any two arithmetic functions $f$ and $g$, let $h=f*g$ be their Dirichlet convolution. Then for every prime $p$, one has:
    $h_{p}(x)=f_{p}(x)g_{p}(x).\,$
In particular, this makes it trivial to find the Bell series of a Dirichlet inverse.
If $f$ is completely multiplicative, then formally:
    $f_{p}(x)={\frac {1}{1-f(p)x}}.$

## Examples

The following is a table of the Bell series of well-known arithmetic functions.
* The Möbius function $\mu$ has $\mu _{p}(x)=1-x.$
* The Mobius function squared has $\mu _{p}^{2}(x)=1+x.$
* Euler's totient $\varphi$ has $\varphi _{p}(x)={\frac {1-x}{1-px}}.$
* The multiplicative identity of the Dirichlet convolution $\delta$ has $\delta _{p}(x)=1.$
* The Liouville function $\lambda$ has $\lambda _{p}(x)={\frac {1}{1+x}}.$
* The power function Id$_k$ has $({\textrm {Id}}_{k})_{p}(x)={\frac {1}{1-p^{k}x}}.$ Here, Id$_k$ is the completely multiplicative function $\operatorname {Id} _{k}(n)=n^{k}$.
* The divisor function $\sigma _{k}$ has $(\sigma _{k})_{p}(x)={\frac {1}{(1-p^{k}x)(1-x)}}.$
* The constant function, with value 1, satisfies $1_{p}(x)=(1-x)^{-1}$, i.e., is the geometric series.
* If $f(n)=2^{\omega (n)}=\sum _{d|n}\mu ^{2}(d)$ is the power of the prime omega function, then $f_{p}(x)={\frac {1+x}{1-x}}.$
* Suppose that f is multiplicative and g is any arithmetic function satisfying $f(p^{n+1})=f(p)f(p^{n})-g(p)f(p^{n-1})$ for all primes p and $n\geq 1$. Then $f_{p}(x)=\left(1-f(p)x+g(p)x^{2}\right)^{-1}.$
* If $\mu _{k}(n)=\sum _{d^{k}|n}\mu _{k-1}\left({\frac {n}{d^{k}}}\right)\mu _{k-1}\left({\frac {n}{d}}\right)$ denotes the Möbius function of order k, then $(\mu _{k})_{p}(x)={\frac {1-2x^{k}+x^{k+1}}{1-x}}.$