OpenLLM-France/wikimedia huggingface dataset:
# Baibakov Art Projects

Baibakov Art Projects is a non-profit organization that aims to provide platforms for cultural production primarily within Moscow.

## History

Founded in 2008, the initiative was the first to make use of the former Red October Chocolate Factory in the center of Moscow. Baibakov Art Projects inaugurated its 3000m2 space with an exhibition called invasion : evasion, which challenged 22 Russian artists and collectives (including Gosha Ostretsov, Ira Korina, Dmitry Teselkin and Alina Gutkina) to launch a creative invasion of the exhibition space. It followed this exhibition with "Natural Wonders: New Art from London," a show which likewise featured a showcase of 22 artists and collectives based in London (among them Idris Khan, Conrad Shawcross, Ryan Gander and Shezad Dawood.) Later, Baibakov Art Projects would go on to host exhibitions of artists like Luc Tuymans, Paul Pfeiffer, and Olga Chernysheva as well as group shows like FIVE, which featured Walead Beshty, Matthew Brannon, Wade Guyton, Sterling Ruby and Kelley Walker.
In April 2010, Baibakov Art Projects relocated to a former House of Culture at Paveletskaya Naberezhnaya 2/18, where it hosted the exhibition Perpetual Battles, curated by Baibakova with Kate Sutton and Jean-Max Colard. The show featured work by artists including Thomas Hirschhorn, Cyprien Gaillard, Latifa Echakhch and Saadane Afif. Concurrently, Baibakov Art Projects hosted 032c's Workshop Report an exhibition that displayed works by Cyprien Gaillard, Andro Wekua, Gosha Rubchinskiy and Carsten Holler on Konstatin Grcic tables, set up on a Missoni carpet. Following the exhibition, Baibakov Art Projects began to operate using pop-up spaces, such as Dom Spiridonov, where they hosted a launch for Visionaire's Fairy Tales in October 2010.
# Baicalein 7-O-glucuronosyltransferase

Baicalein 7-O-glucuronosyltransferase (EC 2.4.1.253, UBGAT) is an enzyme with systematic name UDP-D-glucuronate:5,6,7-trihydroxyflavone 7-O-glucuronosyltransferase . This enzyme catalyses the following chemical reaction
    UDP-D-glucuronate + baicalein $\rightleftharpoons$ UDP + baicalin
The enzyme is specific for UDP-D-glucuronate as a sugar donor.
# Nacoleia mesochlora

Nacoleia mesochlora is a moth in the family Crambidae. It was described by Edward Meyrick in 1884. It is found in Australia, where it has been recorded from Queensland, the Northern Territory, New South Wales, Victoria, South Australia and Western Australia.
The wingspan is 14–16 mm. The forewings are pale dull whitish ochreous. The first line is straight, thick and blackish, from one-third of the costa to two-fifths of the inner margin. The basal area up to this line is rather dark fuscous. The second line is thick, blackish and runs from three-fourths of the costa to beyond the middle of the inner margin. The hind-marginal area beyond this line is rather dark fuscous and there is a cloudy fuscous discal spot, as well as three small semicircular blackish-fuscous centred marks on the costa between first and second lines. The hindwings are pale ochreous yellow, with a broad rather dark fuscous hind-marginal band.
# Divergent geometric series

In mathematics, an infinite geometric series of the form
    $\sum _{n=1}^{\infty }ar^{n-1}=a+ar+ar^{2}+ar^{3}+\cdots$
is divergent if and only if $|r|>1.$ Methods for summation of divergent series are sometimes useful, and usually evaluate divergent geometric series to a sum that agrees with the formula for the convergent case
    $\sum _{n=1}^{\infty }ar^{n-1}={\frac {a}{1-r}}.$
This is true of any summation method that possesses the properties of regularity, linearity, and stability.

## Examples

In increasing order of difficulty to sum:
* 1 − 1 + 1 − 1 + ⋯, whose common ratio is −1
* 1 − 2 + 4 − 8 + ⋯, whose common ratio is −2
* 1 + 2 + 4 + 8 + ⋯, whose common ratio is 2
* 1 + 1 + 1 + 1 + ⋯, whose common ratio is 1.

## Motivation for study

It is useful to figure out which summation methods produce the geometric series formula for which common ratios. One application for this information is the so-called Borel-Okada principle: If a regular summation method assigns ∑$_{n=0}$$^∞$z$^n${\textstyle \sum _{n=0}^{\infty }z^{n}} to $1/(1-z)$ for all z{\textstyle z} in a subset $S$ of the complex plane, given certain restrictions on $S$, then the method also gives the analytic continuation of any other function f(z)=∑$_{n=0}$$^∞$a$_n$z$^n${\textstyle f(z)=\sum _{n=0}^{\infty }a_{n}z^{n}} on the intersection of $S$ with the Mittag-Leffler star for $f(z)$.

## Summability by region
### Open unit disk

Ordinary summation succeeds only for common ratios $|r|<1.$

### Closed unit disk

* Cesàro summation
* Abel summation

### Larger disks

* Euler summation

### Half-plane

The series is Borel summable for every z with real part < 1.

### Shadowed plane

Certain moment constant methods besides Borel summation can sum the geometric series on the entire Mittag-Leffler star of the function 1/(1 − z), that is, for all z except the ray z ≥ 1.
# Berberis veitchii

Berberis veitchii is a shrub native to western Hubei, China. It was once cultivated as an ornamental in other countries, the source almost certainly being seed collected by Wilson.
Berberis veitchii is an evergreen shrub up to 150 cm tall, with yellow spines along the younger branches. Leaves are simple, lanceolate, leathery, up to 11 cm long. Flowers are yellow, born in groups of up to 10. Berries are egg-shaped, blue with a white waxy bloom, up to 10 mm long.
# Canton of La Motte-du-Caire

The canton of La Motte-du-Caire is a former administrative division in southeastern France. It was disbanded following the French canton reorganisation which came into effect in March 2015. It consisted of 13 communes, which joined the canton of Seyne in 2015. It had 2,563 inhabitants (2012).
The canton comprised the following communes:
* Le Caire
* Châteaufort
* Clamensane
* Claret
* Curbans
* Melve
* La Motte-du-Caire
* Nibles
* Sigoyer
* Thèze
* Valavoire
* Valernes
* Vaumeilh

## Demographics

Historical population of Canton of La Motte-du-Caire (Source: INSEE) :
| Year | 1962 | 1968 | 1975 | 1982 | 1990 | 1999 |
| Population | 1 382 | 1 536 | 1 500 | 1 605 | 1 897 | 2 090 |
| From the year 1962 on: No double counting—residents of multiple communes (e.g. students and military personnel) are counted only once. |||||||
# Bournville Cricket Ground

The Bournville Cricket Ground in Birmingham, England was used for first-class cricket by Worcestershire County Cricket Club on two occasions. In 1910 they drew with Essex, and the following year they beat Surrey by two wickets.
Warwickshire played Second XI matches here for a few years in the 1960s and 1970s. The ground also hosted four games in the ICC Trophy in 1979 (1), 1982 (2) and 1986 (1).
The ground is now home to Bournville Cricket Club during the summer, who currently compete in the Warwickshire Cricket League.

## Records
### First-class

* Highest team total: 301/8 by Worcestershire v Surrey, 1911
* Lowest team total: 198 by Worcestershire v Essex, 1910; and by Worcestershire v Surrey, 1911
* Highest individual innings: 107 by Frederick Pearson for Worcestershire v Surrey, 1911
* Best bowling in an innings: 5/53 by Thomas Rushby for Surrey v Worcestershire, 1911
# Henry Ritter

Henry Ritter (24 May 1816, in Montreal – 21 December 1853, in Düsseldorf) was a German Canadian-born genre painter and illustrator; associated with the Düsseldorfer Malerschule.

## Biography

His father was a Kingdom of Hanover officer, working with the British military, and his mother was English. At a young age, he went to live with an uncle in the Free and Hanseatic City of Hamburg, where he served a commercial apprenticeship. After 1832, he received his first art lessons from Heinrich Jacob Aldenrath and Friedrich Carl Gröger.
From 1836 to 1847, he was a student at the Kunstakademie Düsseldorf, in the classes of Karl Ferdinand Sohn and Friedrich Wilhelm Schadow. During his last seven years there, he was a member of the Master Class and had his own studio at the Akademie. Most influential, however, were the private lessons he took in 1837 and 1838 from Rudolf Jordan, who took him on trips to the North Sea, became his friend and taught him an ethnographic approach to painting.
In 1842, he married a landowner's daughter from Bonn. Due to an ailment diagnosed as a "nervous fever", he moved to Seligenthal [de], near Siegburg. He returned to Düsseldorf in 1852 and died there the following year. His remaining works were preserved by Ferdinand Fagerlin, who married his sister-in-law and took over his studio.
He was, perhaps, better known as an illustrator than a painter. From 1847, he was a regular contributor to the satirical Düsseldorfer Monathefte [de]. In 1849, he published Der Politische Struwwelpeter, a satire on the recent Revolution and the subject of German unification; based on the children's book, Struwwelpeter. From 1851 to 1853, he provided drawings for albums published by Wolfgang Müller von Königswinter. Among his notable book illustrations are those for a collection of works by Washington Irving.

## Selected works

* Writing to the Family
* Divided Germany, from Der Politische Struwwelpeter
* English People
* Fighting Smugglers on the English Coast
# Fletcher Knebel

Fletcher Knebel (October 1, 1911 – February 26, 1993) was an American author of several popular works of political fiction.
Knebel was born in Dayton, Ohio, but relocated a number of times during his youth. He graduated from high school in Yonkers, New York, spent a year studying at the University of Paris and graduated from Miami University in Oxford, Ohio during 1934. Upon graduation, he received a job offer from the newspaper Coatesville Record of Coatesville, Pennsylvania. He spent the next 20 years working for newspapers, eventually becoming the political columnist for Cowles Publications. Knebel served in the United States Navy during World War II, attaining the rank of lieutenant. From 1951 to 1964, he satirized national politics and government in a nationally published column named "Potomac Fever".
During 1960, he wrote a chapter on John F. Kennedy for the book Candidates 1960. This seemed to begin a passion for writing books, and he went on to write fifteen, most of them fiction, and all of them dealing with politics, intrigue and social upheaval. His best-known novel is Seven Days in May (1962, co-authored with Charles W. Bailey), about an attempted military coup in the United States. The book was a great success, reaching number one on the New York Times bestseller list, and was made into a successful movie also named Seven Days in May during 1964.
Knebel was married four times from 1935 to 1985. He committed suicide after a long bout with cancer, by taking an overdose of sleeping pills in his home in Honolulu, Hawaii, during 1993. He is the source of the quote: "Smoking is one of the leading causes of statistics."
# Fletcher Lewis

Fletcher Lewis (born 16 July 1955) is a Bahamian former long jumper who competed in the 1976 Summer Olympics. Lewis achieved a personal best of 7.97 meters which be accomplished in 1976 during a competition in Gainesville, FL.
# Fletcher Jones

Fletcher Jones may refer to:
* Fletcher Jones (Australian entrepreneur) (1895–1977), Australian clothing manufacturer and retailer
* Fletcher Jones (American entrepreneur) (1931–1972), American businessman and computer pioneer
# Herdland Township, Clay County, Iowa

Herdland Township is a township in Clay County, Iowa, USA. As of the 2000 census, its population was 210.

## History

Herdland Township was created in 1873.

## Geography

Herdland Township covers an area of 35.57 square miles (92.1 km$^2$) and contains no incorporated settlements, although the unincorporated community of Cornell is located here. According to the USGS, it contains three cemeteries: Burr Oak, Liberty and Osborn.
The streams of Montgomery Creek and Willow Creek run through this township.
# Camp Karingal

Camp General Tomas B. Karingal is the district headquarters of the Quezon City Police District and is located in Sikatuna Village, Quezon City.

## Background

It was named after the assassinated chief of Northern Police District (NPD) Brigadier General Tomas B. Karingal. It was formerly used by the NPD when the Quezon City police still merged within it.
In 2020, due to 14 COVID cases, the camp was under lockdown.
# Nankin, Queensland

Download coordinates as:
* KML
* GPX (all coordinates)
* GPX (primary coordinates)
* GPX (secondary coordinates)
Nankin is a rural locality in the Livingstone Shire, Queensland, Australia. In the 2021 census, Nankin had a population of 176 people.

## Geography

The now-closed Emu Park railway line entered the locality from the west (Nerimbera) and exits to the north. Four now-abandoned stations served the locality:
* Nankin Junction railway station (23°23′19″S 150°37′51″E﻿ / ﻿23.3886°S 150.6307°E﻿ / -23.3886; 150.6307﻿ (Nankin Junction railway station (former)))
* Leaholme railway station (23°21′55″S 150°38′51″E﻿ / ﻿23.3652°S 150.6474°E﻿ / -23.3652; 150.6474﻿ (Leaholme railway station (former)))
* Coolcorra railway station (23°21′24″S 150°39′19″E﻿ / ﻿23.3566°S 150.6554°E﻿ / -23.3566; 150.6554﻿ (Coolcorra railway station (former)))
* Sleipner Junction railway station (23°20′48″S 150°39′41″E﻿ / ﻿23.3468°S 150.6614°E﻿ / -23.3468; 150.6614﻿ (Sleipner Junction railway station (former)))
The now-closed branch line to Broadmount separated from the Emu Park railway line at Nankin Junction and travelled to the south-west (now Thompson Point) through the following abandoned railway stations within the locality (from west to east):
* Crescent View railway station (approx 23°25′29″S 150°40′45″E﻿ / ﻿23.4246°S 150.6792°E﻿ / -23.4246; 150.6792﻿ (Crescent View railway station))
* Meadows railway station (approx 23°25′52″S 150°41′34″E﻿ / ﻿23.4311°S 150.6929°E﻿ / -23.4311; 150.6929﻿ (Meadows railway station (former)))
* Balnagowan railway station (approx 23°27′27″S 150°43′17″E﻿ / ﻿23.4574°S 150.7214°E﻿ / -23.4574; 150.7214﻿ (Balnagowan railway station (former)))
The Rockhampton–Emu Park Road runs through from south-west to north-west.

## History

Nankin Junction Provisional School opened in 1899. On 1 January 1909, it became Nankin Junction State School. It closed circa 1940. The school was on the north-eastern corner of the railway line and Thompsons Point Road, approx 71 Thompson Point Road (23°23′12″S 150°37′56″E﻿ / ﻿23.38675°S 150.63224°E﻿ / -23.38675; 150.63224﻿ (Nankin Junction State School (former))).

## Demographics

In the 2016 census, Nankin had a population of 170 people.
In the 2021 census, Nankin had a population of 176 people.

## Education

There are no schools in Nankin. The nearest government primary schools are Lakes Creek State School in neighbouring Lakes Creek, Rockhampton, to the north-west, Coowonga State School in Coowonga to the north, and Keppel Sands State School in Keppell Sands to the north-east. The nearest government secondary schools are North Rockhampton State High School in Frenchville, Rockhampton to the north-west and Yeppoon State High School in Yeppoon to the north.
# Coloma Township

Coloma Township may refer to the following places in the United States:
* Coloma Township, Whiteside County, Illinois
* Coloma Charter Township, Michigan
# Brahampur, Nepal

Brahampur is a ward in Dakneshwori Municipality in Saptari District in the Sagarmatha Zone of south-eastern Nepal. At the time of the 2011 Nepal census it had a population of 4,673.
# Dan Miller (American football)

Daniel Scott "Danny" Miller (born December 30, 1960) is an American former professional football player who was a kicker in the National Football League (NFL) and the United States Football League (USFL).
Miller was born in West Palm Beach, Florida and played scholastically at nearby Clewiston High School. He played collegiately for the Miami Hurricanes, where he accumulated 10 school records and graduated as the best kicker in team history. As a senior, he was honored by Football News as a first-team All-American.
Miller was selected by the Washington Redskins in the eleventh-round of the 1982 NFL draft. In training camp he competed with veteran Mark Moseley for the position, with Mosely ultimately being given the nod. Rather than releasing Miller, the Redskins opted to keep him on their taxi squad, as insurance should Mosely falter. He was released a few days after the season opener. A players' strike interrupted the 1982 season, causing the cancellation of weeks 3 through 10. When play resumed, Miller was signed by the New England Patriots. He kicked in two games for them, but was not impressive on kickoffs, and was released when the team reactivated veteran John Smith from the injured reserve list.
Miller was signed by the Baltimore Colts with three weeks left in the season. His first game he was 2 for 2 on extra points and 2 for 2 on field goals in regulation. However, his game-winning attempt in overtime was blocked, as the game ended in a tie. The next week he was again 2/2 and 2/2, including a 58-yard field goal that was, at the time, the third longest in NFL history. Miller was with the Colts during the 1983 preseason, but was cut when they traded for rookie Raúl Allegre.
A month later he was signed by the Jacksonville Bulls of the USFL. He was with them for the first three games of the 1984 season, released, and signed with the Birmingham Stallions. With the Stallions, Miller finally secured a starting job, going 60 for 62 on extra points and 10 for 15 on field goals the remainder of the season. The following year he was 49/52 and 19/28.
Following the USFL season, Miller had a tryout with the Atlanta Falcons but was released midway through the preseason. In 1986 he signed with the St. Louis Cardinals, but was again released during preseason.
His nephew, Andrew Miller, is a former MLB pitcher.
# Cryptocephalus amatus

Cryptocephalus amatus is a species of case-bearing leaf beetle in the family Chrysomelidae. It is found in North America.

## Subspecies

Three subspecies belong to the species Cryptocephalus amatus:
* Cryptocephalus amatus amatus Haldeman, 1849$^{icg}$
* Cryptocephalus amatus apicedens Fall, 1932$^{icg}$
* Cryptocephalus amatus fractilineatus R. White, 1968$^{icg}$
Data sources: i = ITIS, c = Catalogue of Life, g = GBIF, b = Bugguide.net
# Berberis vulgaris subsp. australis

Berberis vulgaris subsp. australis, synonym Berberis hispanica, is a shrub belonging to the family Berberidaceae and the genus Berberis (pronounced bẽr’ber-is). It is a woody plant and parts of the plant are considered toxic, although the berries are edible and juicy.

## Description

Berberis vulgaris subsp. australis is a deciduous shrub growing up to 3 m (10 ft) high. The stems and young branches are reddish or dark purple. The bark is covered with 3 to 5 branched spines, which are bracts or modified leaves. The central spine is usually larger. The leaves are oval, arranged in fascicles on short peduncles originated in the axils of the spines. The leaves are thick, leathery, similar to the size of the spines, and 1 to 5 cm long. Each leaf is attached to a short petiole.
The flowers are yellow. They form raceme inflorescence and make clusters of 3 to 9 flowers attached in a long panicle. Each flower is about 6 mm in diameter. The sepals are oval and entire. The petals are similar to sepals. The interiors of the flowers are filled with nectar at base. The flowers usually contain six stamens. The fruits are oblong lilacs or blue berries. The fruits are 1 cm long and covered with wax. The berries contain two seeds. The flowers are mature from April to June.

## Taxonomy

The taxon was first described by Pierre Edmond Boissier in 1839 as Berberis vulgaris var. australis. In 1852, Boissier and Georges François Reuter described Berberis hispanica as a separate species. In 1904, Bénédict P. G. Hochreutiner raised B. vulgaris var. australis to the full species Berberis australis, treating B. hispanica as a synonym. In 1961, Vernon Heywood treated the taxon as a subspecies, B. vulgaris subsp. australis, rather than as a variety or species, a treatment accepted by Plants of the World Online as of March 2024.

## Distribution

Berberis vulgaris subsp. australis is native southern Spain, Morocco and Algeria. It appears from 1000 m or up to 2000 m in elevation. It is found on hedges of mountains overlooking the Mediterranean.

## Uses

The root and flowers have been used to extract yellow dyes. The fruits are sweet and sour tastes. The fruits have been used to produce syrups and soft drinks. The fruits are rich in Vitamin C. The bark contains an alkaloid, Berberine. It stimulates the uterus and the intestine. It may cause liver complaints, rheumatism and sciatica. Some species of the genus Berberis are used as ornamental plants. Barberry is often parasitized by the fungus Puccinia graminis and becoming part of the life cycle of the fungus. For this reason, barberry was removed from many places.
# Benelli MP 95E

The Benelli MP 95E or Benelli MP95 Atlanta is a precision target shooting pistol designed for the 25 metre pistol and 25 metre rapid fire pistol ISSF shooting events. It is manufactured by Benelli Armi SpA of Italy. Available calibers are .22 LR and .32 S&W Long Wadcutter.

## Features

Like all pistols designed for the 25 metre pistol and 25 metre rapid fire pistol events, it has fully adjustable sights, trigger and anatomically shaped grip.
It lacks the palm shelf of the older MP90, but one can be added as an option. The top of the pistol features numerous rails for the mounting of a scope or electronic sight.
# Ernest Amos

Ernest Amos may refer to:
* Ernest Amos (footballer)
* Ernest Amos (politician)
# Erik Hoel

Erik Hoel is an American neuroscientist, neurophilosopher, and fiction writer. His main areas of research are the study and philosophy of consciousness, cognition, biological function of dreams, and mathematical theories of emergence. He is noted for using information theory and causal analysis to develop mathematical models to explore and understand the basis of consciousness and dreams. Hoel holds a PhD in neuroscience from the University of Wisconsin–Madison and in 2018 was recipient of the Forbes 30 Under 30 – Science award.

## Career
### Research

Hoel was previously a postdoctoral researcher in the lab of Rafael Yuste at Columbia University and a visiting fellow at the Institute for Advanced Study in Princeton. He is known for the idea of "causal emergence", a formal theory about how macroscales of systems can have stronger causal relationships than their underlying microscale. He has also developed the overfitted brain hypothesis, on how dreams evolved as a way to prevent overfitting during learning.

### Writing

The novelist Andre Dubus III tutored Hoel on writing when he was 13.
Hoel has published essays in The Atlantic and The Baffler, among others.
The Revelations
In 2021, Hoel published The Revelations, a mystery novel set at New York University concerning a fictional scholarship program that brings together eight young consciousness researchers, one of whom is murdered. Publishers Weekly called it "a dizzying, impressive debut".

## Personal life

Hoel is married to Julia Buntaine Hoel, a fellow neuroscientist, artist, and founder of the SciArt Initiative. They have a son, born in 2021.
# Escuminac

Escuminac may refer to:

## Places in New Brunswick, Canada

* Escuminac, New Brunswick, a rural community
** Escuminac disaster (1959)
* Point Escuminac, a cape at the mouth of St. Lawrence River, in the Northumberland Strait

## Places in Quebec, Canada

* Escuminac, Quebec, a municipality
* Escuminac River, Quebec
* Escuminac Formation, a geologic formation