OpenLLM-France/wikimedia huggingface dataset:
# The Overcast

The Overcast is a monthly newspaper that covers arts and culture in St. John's, Newfoundland and Labrador. The paper began publishing in February 2014, founded by St. John's author and blogger Chad Pelley.
The Overcast covers local artists and entrepreneurs, food, retail, and academic culture. In addition to its monthly print issue, its website is home to an online alternative radio station (Overcast Radio), event listings, restaurant listings and reviews, and other resources, including its own YouTube channel of Overcast-exclusive web videos. The Overcast also produces two podcasts, None the Wiser and The Overcast Fiction Podcast.
The Overcast administers and funds the Borealis Music Prize for the best Newfoundland & Labrador album of the year, and The Albedo Grant, an annual $10,000 grant meant to help someone "kickstart their dreamjob or take their career to new heights".
The paper was intended by Pelley to be replacement for The Scope, a St. John's-based alternative weekly that ceased publication after seven years, in December 2013.
# Michael Treschow

Niels Michael Aage Treschow (born April 22, 1943) is a Swedish businessman. As chairman of the board of both Unilever since 2007 and the Confederation of Swedish Enterprise, and former chairman of Ericsson, Treschow is one of the most influential people in Swedish business today.

## Early life

Michael Treschow was born on April 22, 1943, in Helsingborg, Skåne län, Sweden. His father was a major in the Swedish Army.
Treschow graduated with a degree in engineering from Lund University.

## Career

Treschow started his career at Atlas Copco, where he eventually became CEO. Later, he served as CEO of Electrolux. He is now chairman of Electrolux as well. In 2002 he became chairman at Ericsson. These positions were followed by his election at the Confederation of Swedish Enterprise, a lobbying organization for Sweden's larger companies. Treschow is also a board member at ABB.
Treschow serves as the chairman of Unilever. Additionally, he serves on the board of directors of ABB.
Treschow serves as the chairman of the board, Research Institute of Industrial Economics (IFN). He is a member of the Royal Swedish Academy of Engineering Sciences and a recipient of the Légion d'honneur.

## Personal life

Treschow has been married twice and he has two children, Adam Treschow and Adéle Treschow.
# Arad–Szeged pipeline

The Arad–Szeged pipeline is a natural gas pipeline from Arad in Romania to Szeged in Hungary diversifying natural gas suppliers and delivery routes for the two countries and connects the two natural gas national grids. The pipeline attempts to lessen the two country's dependence on Russian energy. The Arad–Szeged pipeline is part of the larger New European Transmission System meant to unite Central and South Eastern Europe's natural gas transmission networks.
Preparations for the project started in 2008 and the intergovernmental agreement between Romania and Hungary was signed on 1 July 2008. The project is developed by the consortium of two companies. The final investment decision was made at the end of 2008. The pipeline is expected to be operational by September 2010 and it will carry 4.4 billion cubic meters of natural gas per year.

## History

The agreement between Romanian gas company Transgaz and Hungarian oil and gas company MOL was signed on 1 July 2008. The intergovernmental agreement to build a natural gas pipeline between countries was signed in May 2010 in Arad. The pipeline was supposed to be inaugurated on 29 July 2010 but was postponed until September due to construction issues on the Hungarian side. The pipeline is supposed to be inaugurated by the European Commissioner for Energy Günther Oettinger.

## Technical description

The length of the Romanian section is 62 kilometres (39 mi). The length of Hungarian section is 47 kilometres (29 mi). The diameter of pipeline is 27.5 inches (700 mm) and the capacity is 4.4 billion cubic meter (bcm) of natural gas per annum. The total cost of the pipeline was around €68 million (US$85 million) and the construction cost was 48% for the Romanian section and 52% for the Hungarian section. The two sections meet near the Hungarian/Romanian border at Csanádpalota/Nădlac.
# Blastocladiaceae

The Blastocladiaceae are a family of fungi in the division Blastocladiomycota. It contains the following genera:
* Allomyces
* Blastocladiella
* Blastocladia
* Blastocladiopsis
* Microallomyces
The family was circumscribed by Henning Eiler Petersen in 1909.
# Rembercourt-Sommaisne

Rembercourt-Sommaisne (French pronunciation:) is a commune in the Meuse department in Grand Est in northeastern France.
Rembercourt-Sommaisne was created on 1 January 1973 when the former communes of Rembercourt-aux-Pots and Sommaisne were joined. The 15th century church of Saint-Louvent in Rembercourt-aux-Pots is a listed monument.

## Geography

The Chée forms part of the commune's southern border.
The Aisne rises near Sommaisne, a hamlet in the northern part of the commune.
# Zhangixalus franki

Zhangixalus franki, or Frank's tree frog, is a species of frog in the family Rhacophoridae. It has been reported in China, in Yunnan Province, and in northern Vietnam, between 1320 and 1360 m above sea level.
The adult male frog measures approximately 77.9–85.8 mm in snout-vent length.
This frog has been observed near small ponds in undisturbed evergreen forests between 1320 and 1680 meters above sea level. Scientists believe the frog breeds through larval development, like other frogs in Zhangixalus, but the eggs and tadpoles have yet to be observed directly.
The principal threats to this frog are habitat loss associated with small-scale agriculture and logging
# Ray Best

Ray Best (born October 16, 1936) is a former American football coach. He was the 27th as head football coach at Doane College in Crete, Nebraska, serving for five seasons, from 1971 to 1975, and compiling a record of 35–12–3.

## Head coaching record

| Year | Team | Overall | Conference | Standing | Bowl/playoffs | NAIA$^#$ |
| Doane Tigers (Nebraska Intercollegiate Athletic Conference) (1971–1975) |||||||
| 1971 | Doane | 6–2–1 | 4–1 | 1st | | |
| 1972 | Doane | 10–1 | 5–0 | 1st | L NAIA Division II Semifinal | 3 |
| 1973 | Doane | 7–2–1 | 4–0–1 | 1st | | 20 |
| 1974 | Doane | 6–3 | 4–1 | 2nd | | |
| 1975 | Doane | 6–4–1 | 3–1–1 | 2nd | | |
| Doane: | Doane: | 35–12–3 | 20–3–2 | | | |
| Total: | Total: | 35–12–3 | | | | |
| National championship  Conference title  Conference division title or championship game berth |||||||
| $^#$Rankings from NAIA Division II poll. |||||||
# Colin McKenzie

Colin McKenzie may refer to:
* Death of Sergeant Colin McKenzie
* Colin McKenzie (cricketer) (1880–1930), Australian cricketer
* Colin Campbell McKenzie (1836–1899), member of the Legislative Assembly of British Columbia
* Colin McKenzie (rugby union) (born 1964), Canadian rugby union player
* Colin McKenzie, character in mockumentary Forgotten Silver
# Michael Largo

Michael Largo, born in Staten Island (New York) is an American writer. Largo received the Bram Stoker Award for Superior Achievement in Nonfiction, 2006, for Final Exits: The Illustrated Encyclopedia of How We Die.
The Portable Obituary was nominated for a Bram Stoker Award.
# Proposition 17

Proposition 17 refers to two different and unrelated California ballot propositions.
* 1972 California Proposition 17 related to Capital punishment
* 2020 California Proposition 17 relates to expansion of voting rights to individuals on parole
# Araea

Araea is a genus of moths of the family Noctuidae. The genus was erected by George Hampson in 1908.

## Species

* Araea attenuata Hampson, 1908 Kashmir
* Araea indecora (Felder & Rogenhofer, 1874) South Africa
# Blastocladiella

Blastocladiella is a genus of fungus.

## Species

* Blastocladiella anabaenae
* Blastocladiella asperosperma
* Blastocladiella britannica
* Blastocladiella colombiensis
* Blastocladiella cystogena
* Blastocladiella emersonii
* Blastocladiella laevisperma
* Blastocladiella microcystogena
* Blastocladiella novae-zelandiae
* Blastocladiella simplex
* Blastocladiella stomophilum
* Blastocladiella stuebenii
* Blastocladiella variabilis
# Relativity

Relativity may refer to:

## Physics

* Galilean relativity, Galileo's conception of relativity
* Numerical relativity, a subfield of computational physics that aims to establish numerical solutions to Einstein's field equations in general relativity
* Principle of relativity, used in Einstein's theories and derived from Galileo's principle
* Theory of relativity, a general treatment that refers to both special relativity and general relativity
** General relativity, Albert Einstein's theory of gravitation
** Special relativity, a theory formulated by Albert Einstein, Henri Poincaré, and Hendrik Lorentz
** Relativity: The Special and the General Theory, a 1920 book by Albert Einstein

## Social sciences

* Linguistic relativity
* Cultural relativity
* Moral relativity

## Arts and entertainment
### Music

* Relativity Music Group, a Universal subsidiary record label for releasing film soundtracks
* Relativity Records, an American record label
* Relativity (band), a Scots-Irish traditional music quartet 1985–1987
* Relativity (Emarosa album), 2008
* Relativity (Indecent Obsession album), 1993
* Relativity (Walt Dickerson album) or the title song, 1962
* Relativity, an EP by Grafton Primary, 2007

### Television

* Relativity (TV series), a 1996–1997 American drama series
* "Relativity" (Farscape), an episode
* "Relativity" (Star Trek: Voyager), an episode

### Other

* Relativity (M. C. Escher), a 1953 lithograph print by M. C. Escher
* Relativity Media, an American film production company

## Business

* Relativity Space, an American aerospace manufacturing company
# Zhangixalus hongchibaensis

Zhangixalus hongchibaensis, the Wuxi tree frog, is a frog in the family Rhacophoridae. Scientists know it from the type locality: Hongchiba in Wuxi County, Chongqing Province, China. It has been observed 1747 meters above sea level.
The adult male frog measures about 46.5–49.7 mm in snout-vent length and the adult female frog about 55.3 mm. The skin of the frog's dorsum is light green in color with yellow spots with dark brown edges. The front legs are short. There is light red color on the ventral sides of the hind legs and brown color on the toes. The innser surfaces of the hind legs are white with brown spots.
The female frog lays eggs in foam nests on the bottoms of grassy vegetation near water.
Scientists named this frog hongchibiensis after Hongchiba, which is the largest alpine grassland in China.
The IUCN classifies this frog as endangered because of its small range, though it does include one protected park: Micang Mountain National Nature Reserve.
# Ray Beverley

Alton Ray Beverley (1884–1956) was the 6th Bishop of Toronto.
Educated at the University of Toronto, he was ordained in 1908. He began his career as a curate at St Paul's, Halifax, Nova Scotia. He was Rector of Trinity Church, Quebec from 1910 to 1919 and Vicar of Trinity Church, Barrie until 1934 when he became Suffragan Bishop of Toronto, a post he held until 1947. In that year he became its diocesan bishop, retiring in 1955. He died a few months later.
# Banjarharjo, Brebes

Banjarharjo District is the name of an administrative district (Indonesian: Kecamatan) in Brebes Regency, Central Java, Indonesia. It covers 161.75 km$^2$ and had a population of 118,070 at the 2010 Census and 129,783 at the 2020 Census.
# Polynesian Navigation Company

The Polynesian Navigation Company (Société de Navigation Polynesiènne) (SNP) is a shipping company in French Polynesia which operates routes between Tahiti and the Leeward Islands and Tuamotus. It is a subsidiary of the Martin Group.
In May 2014 SNP acquired the assets of the Société de transport insulaire maritime (STIM), including the ferries Hawaikinui and Nuku Hau, following the latter's receivership.
In 2017 SNP applied to the Polynesian Competition Authority for approval to purchase the Taporo fleet, which would hae given it a monopoly on shipping to the Leeward Islands. Approval was granted, subject to a requirement that SNP sell two vessels to maintain competition. This condition led to the collapse of the deal.
In 2019 the company was granted a fuel tax refund to subsidise the Hawaikinui's service to the Leeward Islands.
In March 2022 it announced the construction of a new ferry, Hawaikinui 2, which is expected to replace Hawaikinui in 2025. In March 2023 its new ship, Hava'i, arrived in Papeete for use on the Leeward islands route. In April 2023 it applied to the Polynesian Competition Authority for approval to buy Transport maritime des Tuamotu Ouest, operators of the Mareva Nui. Approval was granted in June 2023.

## Fleet

| Name | Built | In service | Gross tonnage | Notes |
| Hawaikinui | 1980 | 2014 - | 879 GT | To be replaced 2025 |
| Nuku Hau | 1979 | 2014 - | 1,161 GT | |
| Hava'i | 2007 | 2023 - | 2,638 GT | |
| Mareva Nui | 1978 | 2023 - | 400 GT | |
# Michael Kelly (sport shooter)

Michael Kelly (March 29, 1872 – May 3, 1923) was an American sport shooter, born in Attymon, County Galway, Ireland, who competed in the 1920 Summer Olympics. In 1920 he won the gold medal as member of the American team in the team 30 metre military pistol competition as well as in the 50 metre free pistol event.
# Gorgan (river)

The Gorgan is a left tributary of the river Cozd in Romania. It flows into the Cozd in Dacia. Its length is 9 km (5.6 mi) and its basin size is 33 km$^2$ (13 sq mi).
# Lori Barbero

Lori Anne Barbero (born November 27, 1961) is an American musician. She rose to prominence as the drummer of the alternative rock band Babes in Toyland, which she formed in 1987. After the dissolution of Babes in Toyland in 2001, Barbero subsequently played drums for bands such as Eggtwist and Koalas. In 2015, she reunited with Babes in Toyland and embarked on an international tour before disbanding again in 2020.

## Early life

Barbero was born in Minneapolis on November 27, 1961. She is of Filipino and Scandinavian descent. At the age of fourteen, her father moved the family to Pearl River, New York, where she attended high school, graduating in 1978.
During her teenage years, Barbero often ventured into New York City to attend concerts, specifically at CBGB, which exposed her to a wide array of bands: "From where my house was—we lived on a hill—I could see New York. So I went into the city a lot, and I saw a lot of music," Barbero recalled. "I liked music that was probably not as acceptable to a lot of ears as it was to mine. In high school, I loved David Bowie and I loved Queen. I remember going to the city and seeing a lot of punk stuff, [like] the Tubes and Patti Smith, and the New York Dolls. I was pretty lucky because it was just part of my life."
After high school, Barbero moved to Key West, Florida before returning to Minneapolis, where she attended the University of Minnesota before dropping out and working as a waitress.

## Career

Barbero had never played a musical instrument prior to joining Babes in Toyland, but had always wanted to learn to play drums. Upon meeting Kat Bjelland at a barbecue in the mid-1980s, Bjelland asked her to start a band with her.
After the dissolution of Babes in Toyland in the early 2000s, Barbero worked as a music manager, and for a time was Courtney Love's assistant during the recording of America's Sweetheart (2004), beginning in 2002. She was subsequently employed by the South by Southwest Music Festival in Austin, Texas as an assistant production manager for a total of seven years, beginning in the late 2000s. She was also part owner of the now defunct Minneapolis label Spanish Fly Records, whose roster included Smut, Dumpster Juice, Milk, REO Speedealer, Sleep Capsule, and Likehell.
Lori contributed to a zine called After Grrrl (Small Stories From Big Lives) in 2015. The zine included stories from many influential female artists, icons, and taste makers including Allison Wolfe, Camille Rose Garcia, Tara McPherson, Kelly Osbourne, Bonnie Burton, Remy Holwick, Jessicka, Janine Jarman as well as many others.

## Personal life

As of 2014, Barbero divided her time between Minneapolis and Austin, Texas.
# U-rank

In model theory, a branch of mathematical logic, U-rank is one measure of the complexity of a (complete) type, in the context of stable theories. As usual, higher U-rank indicates less restriction, and the existence of a U-rank for all types over all sets is equivalent to an important model-theoretic condition: in this case, superstability.

## Definition

U-rank is defined inductively, as follows, for any (complete) n-type p over any set A:
* U(p) ≥ 0
* If δ is a limit ordinal, then U(p) ≥ δ precisely when U(p) ≥ α for all α less than δ
* For any α = β + 1, U(p) ≥ α precisely when there is a forking extension q of p with U(q) ≥ β
We say that U(p) = α when the U(p) ≥ α but not U(p) ≥ α + 1.
If U(p) ≥ α for all ordinals α, we say the U-rank is unbounded, or U(p) = ∞.
Note: U-rank is formally denoted $U_{n}(p)$, where p is really p(x), and x is a tuple of variables of length n. This subscript is typically omitted when no confusion can result.

## Ranking theories

U-rank is monotone in its domain. That is, suppose p is a complete type over A and B is a subset of A. Then for q the restriction of p to B, U(q) ≥ U(p).
If we take B (above) to be empty, then we get the following: if there is an n-type p, over some set of parameters, with rank at least α, then there is a type over the empty set of rank at least α. Thus, we can define, for a complete (stable) theory T, $U_{n}(T)=\sup\{U_{n}(p):p\in S(T)\}$.
We then get a concise characterization of superstability; a stable theory T is superstable if and only if $U_{n}(T)<\infty$ for every n.

## Properties

* As noted above, U-rank is monotone in its domain.
* If p has U-rank α, then for any β < α, there is a forking extension q of p with U-rank β.
* If p is the type of b over A, there is some set B extending A, with q the type of b over B.
* If p is unranked (that is, p has U-rank ∞), then there is a forking extension q of p which is also unranked.
* Even in the absence of superstability, there is an ordinal β which is the maximum rank of all ranked types, and for any α < β, there is a type p of rank α, and if the rank of p is greater than β, then it must be ∞.

## Examples

* U(p) > 0 precisely when p is nonalgebraic.
* If T is the theory of algebraically closed fields (of any fixed characteristic) then $U_{1}(T)=1$. Further, if A is any set of parameters and K is the field generated by A, then a 1-type p over A has rank 1 if (all realizations of) p are transcendental over K, and 0 otherwise. More generally, an n-type p over A has U-rank k, the transcendence degree (over K) of any realization of it.
# Brown-throated treecreeper

Brown-throated treecreeper can refer to two species of Certhia:
* Sikkim treecreeper, Certhia discolor
* Hume's treecreeper, Certhia manipurensis
# Banjaratma Heritage Rest Area

6°54′23″S 108°59′1″E﻿ / ﻿6.90639°S 108.98361°E﻿ / -6.90639; 108.98361
The Banjaratma Heritage Rest Area, or Rest Area KM 260B, is a rest area on the Trans-Java Toll Road within Brebes Regency, Central Java, Indonesia.
It is located on kilometer 260 within the Pejagan-Pemalang section of the toll road's length, in the Jakarta direction. It occupies the site of a former colonial sugar factory. The factory itself operated from 1913 to 1998, and was abandoned for around twenty years. It was revitalized by a consortium of government-owned companies following the opening of the toll road, and the rest area began operations in 2019.

## History
### Sugar mill

The Banjaratma sugar mill, owned initially by Amsterdam-based sugar plantation company NV Cultuurmaatschappij, began construction in 1908 and operations in 1913. The factory doubles as a research station on sugarcane plantation and milling. In its operations, to secure a supply of sugarcane, the factory "rented" land from surrounding landholding peasants, who in turn often moved to work in urban areas while landless farmers from elsewhere cultivated the sugarcane.
While most sugar mills in Java closed during the Japanese occupation of the Dutch East Indies, the Banjaratma mill continued to operate. During the Indonesian National Revolution, the factory was seized by local pro-independence militias from the Japanese occupiers. A number of Eurasian workers of the factory were rounded up and killed in the Bersiap era. After Indonesian independence and nationalization of Dutch firms, the sugar mill was owned by the government-operated agricultural companies. Reduced supply of sugarcane, coupled with increased operating costs and aging machinery caused the factory to shutdown in 1998, its final production being done in 1997. The building was abandoned, and a rumored haunting even became subject of a 2013 Trans 7 TV episode.

### Revitalization

By 2016, construction of the Trans-Java Toll Road had reached Brebes Regency, and the path of the toll road (specifically the Pejagan-Pemalang section) passed within the sugar mill's 25-hectare complex. There was initial local opposition to the construction, as at that time the building had been designated a Cultural Property of Indonesia. In order to preserve and utilize the old factory, a consortium of six Indonesian government-owned firms invested Rp 250 billion for the factory's revitalization and for the construction of a toll road rest area. It began operations on 17 March 2019.

## Facilities

The rest area contains standard facilities for Indonesian rest areas such as a mosque, a Pertamina gas station, parking spaces, and a food court. As one of the largest rest areas in Indonesia, the complex measures 10.4 hectares with the main building itself covering 1.6 hectares, and contains several tourist attractions such as a colonial-era steam locomotive which carried sugarcane and a mini-zoo. It is also host to a number of stalls selling products from local SMEs of Brebes, such as salted eggs. The main building's interior is relatively preserved, with the original ornamented brick walls sitting between modern stalls.
# William Simpson-Hinchliffe

William Algernon Simpson-Hinchcliffe (1880–1963) was Conservative MP for Sowerby.
He contested the seat at a by-election in 1904 and the 1906 general election.
He won the seat in 1922, but lost it to the Liberals in 1923.

## Sources

* ↑ ‘SIMPSON-HINCHLIFFE, William Algernon’, Who Was Who, A & C Black, an imprint of Bloomsbury Publishing plc, 1920–2016; online edn, Oxford University Press, 2014; online edn, April 2014 accessed 24 May 2020
* Craig, FWS, ed. (1974). British Parliamentary Election Results: 1885-1918 London: Macmillan Press. p. 448. ISBN 9781349022984.
* Whitaker's Almanack, 1905 to 1907, 1923 and 1924 editions
* This article about a Conservative Member of the Parliament of the United Kingdom representing an English constituency and born in the 1880s is a stub. You can help Wikipedia by expanding it.
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