OpenLLM-France/wikimedia huggingface dataset:
# Impossiball

The Impossiball is a rounded icosahedral puzzle similar to the Rubik's Cube. It has a total of 20 movable pieces to rearrange, which is the same as the Rubik's Cube, but all of the Impossiball's pieces are corners, like the Pocket Cube.

## History

William O. Gustafson applied for a patent for the Impossiball design in 1981 and it was issued in 1984. Uwe Mèffert eventually bought the rights to some of the patents and continues to sell it in his puzzle shop under the Impossiball moniker.

## Description

The Impossiball is made in the shape of an icosahedron that has been rounded out to a sphere, and has 20 pieces, all of them corners. The puzzle has twelve circles located at the vertices of the icosahedron, and on the six-color version opposite circles are the same color. Because of the rounded shape of the puzzle, the pieces move up and down as they are rotated. It is also possible to remove one piece, turning the puzzle into a spherical version of the 15 puzzle.
The purpose of the puzzle is to scramble the colors, and then restore it to its original state of having one color per circle. This puzzle is equivalent to solving just the corners of a Megaminx or solving a Kilominx. The original Impossiball had the same colors as the Rubik's Cube: red, orange, yellow, green, blue, and white. Meffert currently produces two versions, one with six colors and one with twelve. The six-color version (pictured) uses pink, two shades of orange, yellow, green, and blue. All the pieces are still distinguishable, however, because the two pieces with the same three colors are mirror images of each other. The twelve-color version has red, pink, orange, yellow, two shades of green, three shades of blue, purple, brown, and white.

## Solutions

The Impossiball is functionally equivalent to the Kilominx, or solving the corners of a Megaminx, just with a spherical shape. Thus, the same solutions on the Kilominx can be used on the Impossiball.

## Number of combinations

There are 20!/2 ways to arrange the pieces, since there is no way to create odd permutations without tampering with the puzzle. There are 3$^{19}$ ways to orient the pieces, since the orientation of the last depends on that of the preceding ones. Since the Impossiball has no fixed face centers, this result is divided by 60. There are 60 possible positions and orientations of the first corner, but all are equivalent because of the lack of face centers.
    ${\frac {20!\times 3^{19}}{120}}\approx 2.36\times 10^{25}$
The entire number is 23563902142421896679424000 (roughly 23.6 septillion on the short scale or 23.6 quadrillion on the long scale).
# Impossibility of performance

The doctrine of impossibility or impossibility of performance or impossibility of performance of contract is a doctrine in contract law.
In contract law, impossibility is an excuse for the nonperformance of duties under a contract, based on a change in circumstances (or the discovery of preexisting circumstances), the nonoccurrence of which was an underlying assumption of the contract, that makes performance of the contract literally impossible.
For example, if Ebenezer contracts to pay Erasmus £100 to paint his house on October 1, but the house burns to the ground before the end of September, Ebenezer is excused from his duty to pay Erasmus the £100, and Erasmus is excused from his duty to paint Ebenezer's house; however, Erasmus may still be able to sue under the theory of unjust enrichment for the value of any benefit he conferred on Ebenezer before his house burned down.
The parties to a contract may choose to ignore impossibility by inserting a hell or high water clause, which mandates that payments continue even if completion of the contract becomes physically impossible.
Sometimes it is impossible to perform a contract as a result of war.

## Australia

Frustration usually involves impossibility of performance. As to whether the non-existence of the subject matter of a contract constitutes (initial) impossibility of performance, see McRae v Commonwealth Disposals Commission. Cf. Res extincta.

## England and Wales

A contract may be frustrated by impossibility of performance.
In 1997, Downes said that impossibility and impracticability were separate in England and Wales, and that impracticability was not usually found to result in frustration.
The English case that established the doctrine of impossibility at common law is Taylor v Caldwell.

## New Zealand

Wilkins and Davies Construction Co Ltd v Geraldine Corporation [1958] NZLR 985 is relevant.

## South Africa

A contract may be ended by supervening impossibility of performance.

## United States

At common law, for the defence of "impossibility" to be raised performance must not merely be difficult or unexpectedly costly for one party, there must be no way for it to actually be accomplished. However, in the United States it is beginning to be recognized that "impossibility" under this doctrine can also exist when the contemplated performance can be done but only at an excessive and unreasonable cost, i.e., commercial impracticability. On the other hand, some US sources see "impossibility" and impracticability as being related but separate defences.
# Index mineral

An index mineral is used in geology to determine the degree of metamorphism a rock has experienced. Depending on the original composition of and the pressure and temperature experienced by the protolith (parent rock), chemical reactions between minerals in the solid state produce new minerals. When an index mineral is found in a metamorphosed rock, it indicates the minimum pressure and temperature the protolith must have achieved in order for that mineral to form. The higher the pressure and temperature in which the rock formed, the higher the grade of the rock.
The concept traces its roots to 1912, when G. M. Barrow mapped zones of metamorphism in Scotland. Each zone is named for the index mineral that appears in it, for example, the chlorite zone is named for chlorite.

## Mineralogic zones

Mudrock, a fine-grained sedimentary rock often containing aluminium-rich minerals, produces these minerals after being metamorphosed, from low to high grade:
* Chlorite zone: quartz, chlorite, muscovite, albite
* Biotite zone: quartz, muscovite, biotite, chlorite, albite
* Garnet zone: quartz, muscovite, biotite, garnet, sodic plagioclase
* Staurolite zone: quartz, muscovite, biotite, garnet, staurolite, plagioclase
* Kyanite zone: quartz, muscovite, biotite, garnet, kyanite, plagioclase, +/- staurolite
* Silimanite zone: quartz, muscovite, biotite, garnet, sillimanite, plagioclase
# Index of Africa-related articles

This is an index of articles related to Africa, by country:
* Index of Algeria-related articles
* Index of Angola-related articles
* Index of Benin-related articles
* Index of Botswana-related articles
* Index of Burkina Faso-related articles
* Index of Burundi-related articles
* Index of Cameroon-related articles
* Index of Cape Verde–related articles
* Index of Central African Republic-related articles
* Index of Chad-related articles
* Index of Comoros-related articles
* Index of Democratic Republic of the Congo-related articles
* Index of Republic of the Congo–related articles
* Index of Djibouti-related articles
* Index of Egypt-related articles
* Index of Equatorial Guinea–related articles
* Index of Eritrea-related articles
* Index of Ethiopia-related articles
* Index of Gabon-related articles
* Index of Gambia-related articles
* Index of Ghana-related articles
* Index of Guinea-related articles
* Index of Guinea-Bissau-related articles
* Index of Ivory Coast-related articles
* Index of Kenya-related articles
* Index of Lesotho-related articles
* Index of Liberia-related articles
* Index of Libya-related articles
* Index of Madagascar-related articles
* Index of Mali-related articles
* Index of Mauritania-related articles
* Index of Mauritius-related articles
* Index of Mayotte-related articles
* Index of Morocco-related articles
* Index of Mozambique-related articles
* Index of Namibia-related articles
* Index of Niger-related articles
* Index of Nigeria-related articles
* Index of Réunion-related articles
* Index of Rwanda-related articles
* Index of Saint Helena-related articles
* Index of São Tomé and Príncipe-related articles
* Index of Senegal-related articles
* Index of Seychelles-related articles
* Index of Somalia-related articles
* Index of South Africa-related articles
* Index of Sudan-related articles
* Index of Tanzania-related articles
* Index of Tunisia-related articles
* Index of Uganda-related articles
* Index of Western Sahara-related articles
* Index of Zambia-related articles
* Index of Zimbabwe-related articles
# Impossible Cities: A Utopian Experiment

Impossible Cities: A Utopian Experiment is a play inspired by Italo Calvino's Invisible Cities and which deals with the fates of four different utopian communities in the United States. The play was staged by Walkabout Theater and premiered at Peter Jones Gallery. It grew out of a solo show by Seth Bockley, who also performs in the longer show.
One character, played by Jessica Hudson, works as a sort of master of ceremonies and narrates a number of chapters from Calvino's books. The four other performers in the play each discuss a single utopian experiment. Many of their speeches are autobiographical, and all deal explicitly with the relationship between the visions of the founders and the details of urban planning. Chloe Johnston discusses how the fortuitous discovery of a cookbook led to her interest in the Amana Colonies. Seth Zurer talks about life in Clarion, Utah, the site of an early twentieth-century Jewish experiment in rural living, an experiment in which his grandparents participated. Ira Murfin, in the most autobiographical segment, discusses Paolo Soleri's Arcosanti project in the Arizona desert. Seth Bockley takes up the life of, first, Joseph Smith and the history of Mormonism, especially in the community of Nauvoo, Illinois and, second, Etienne Cabet, a French socialist who brought hundreds of settlers to Nauvoo after the Mormons had been forced to leave.
Impossible Cities was recommended on the "Three to See" segment of Eight Forty-Eight, Chicago's public radio station WBEZ It also was chosen to be part of "The Reader Recommends" in The Chicago Reader.
# Fernán Blázquez de Cáceres

Fernán Blázquez de Cáceres was a Spanish nobleman.

## Life

Fernán Blázquez de Cáceres was a son of Juan Blázquez de Cáceres, el Gordo, already deceased in 1364. His father was a natural son of García Blázquez de Cáceres, younger brother of Blazco Múñoz de Cáceres, Founder and 1st Lord of the Majorat of the same name, by one Marina Pérez, paternal grandson of Blazco Múñoz de Cáceres, who died at 20 years of age and lived in Cáceres in 1270, married to Pascuala Pérez, daughter of Pascual Pérez and wife Menga Marín, and great-grandson of Juan Blázquez de Cáceres and wife Teresa Alfón.
He was the 2nd Lord of the Majorat de Blazco Múñoz, whose identity appears in a plea and sentence of May 23, 1364.
He was married to Juana González, and they had at least one son, Fernán Blázquez de Cáceres, who granted a will at Cáceres in 1443, married to Leonor Alfón de Ovando (seventh grandparents in male line of the conqueror of the castle of Brindis, Italian city and sea port in the Adriatic, formerly called Brundisium and currently Brindisi, Francisco José de Ovando y Solís Rol de La Cerda, 1st Marqués de Brindis, and his brother Alonso Pablo de Ovando y Solís Rol de La Cerda, 2nd Marqués de Brindis), the parents of Diego Fernández de Cáceres y Ovando.

## Sources

* Cunha, Fernando de Castro Pereira Mouzinho de Albuquerque e (1906–1998), Instrumentário Genealógico - Linhagens Milenárias. MCMXCV, p. 312-3
# Ferny Hills, Queensland

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Ferny Hills is a suburb in the City of Moreton Bay, Queensland, Australia. In the 2021 census, Ferny Hills had a population of 8,726 people.

## Geography

Ferny Hills is north-west of Brisbane, the state capital, and is located along Samford Road. Informally it is part of the Hills District.
The western part of the suburb is within the Samford Conservation Park. The eastern part of the suburb is residential.

## History

Ferny Hills is situated in the Yugarabul traditional Indigenous Australian country.
Ferny Way State School opened on 27 January 1970. In 1973 it was renamed Ferny Hills State School.
Patricks Road State School opened on 24 January 1977.
Until 2006, a notable feature of Ferny Hills was the Australian Woolshed, which was an Australian farming and wildlife attraction featuring shows and animal exhibits. This has since been demolished and a residential development has been built called 'Woolshed Grove' paying homage to its previous life. The Australian Woolshed was also featured as a setting in Episode 12, Season 4 of The Amazing Race.

## Demographics

In the 2011 census, Ferny Hills had a population of 8,721 people, 50.1% female and 49.9% male. The median age of the Ferny Hills population was 36 years, 1 year below the national median of 37. 82.6% of people living in Ferny Hills were born in Australia. The other top responses for country of birth were England 4.4%, New Zealand 3.6%, South Africa 0.8%, Scotland 0.6%, India 0.4%. 94.3% of people spoke only English at home; the next most common languages were 0.5% Italian, 0.3% German, 0.2% Polish, 0.2% Spanish, 0.2% Mandarin.
In the 2016 census, Ferny Hills had a population of 8,739 people.
In the 2021 census, Ferny Hills had a population of 8,726 people.

## Education

Ferny Hills State School is a government primary (Prep-6) school for boys and girls at Illuta Avenue (27°24′07″S 152°56′36″E﻿ / ﻿27.4020°S 152.9433°E﻿ / -27.4020; 152.9433﻿ (Ferny Hills State School)). In 2018, the school had an enrolment of 343 students with 31 teachers (25 full-time equivalent) and 23 non-teaching staff (14 full-time equivalent). It includes a special education program.
Patricks Road State School is a government primary (Prep-6) school for boys and girls at Patricks Road (27°23′36″S 152°56′05″E﻿ / ﻿27.3932°S 152.9348°E﻿ / -27.3932; 152.9348﻿ (Patricks Road State School)). In 2018, the school had an enrolment of 789 students with 56 teachers (49 full-time equivalent) and 28 non-teaching staff (19 full-time equivalent). It includes a special education program.
There is no secondary school in Ferny Hills. The nearest government secondary school is Ferny Grove State High School in neighbouring Ferny Grove to the south.

## Amenities

There are convenience centres located on Ferny Way on the southern end of the suburb.
# Elsa Leo-Rhynie

Elsa Ann Leo-Rhynie OJ (née Fairweather) is a retired Jamaican academic and university administrator who is a professor emerita of the University of West Indies (UWI). She is a former principal and pro-vice-chancellor of its Mona, Jamaica, campus.

## Early life

Leo-Rhynie was born at the Victoria Jubilee Hospital in Kingston, Jamaica. She grew up in Saint Andrew, and attended the St Andrew High School for Girls. Leo-Rhynie completed her undergraduate education at the University of the West Indies (UWI), graduating with a B.Sc. in botany and zoology. She later completed a graduate diploma in education and a Ph.D. in educational psychology from the same institution. Until 1977, she worked as a high school science teacher, spending periods at Haverstock School (in England) and Meadowbrook High School (in Jamaica).

## Academia

In 1977, Leo-Rhynie became a lecturer in educational psychology at the UWI School of Education. In 1987, she was appointed executive director of the Institute of Management and Production. She became the regional coordinator of the Centre for Gender and Development Studies in 1992, and in that capacity was co-author of the Jamaican report to the Fourth World Conference on Women in 1995. Leo-Rhynie was appointed deputy principal of the Mona campus in 1996 and principal in 2006 – the first woman to have held both positions. She became pro-vice-chancellor and chair of undergraduate studies in 2002, and retired in 2007 as a professor emerita.

## Honours

Leo-Rhynie was made a Commander of the Order of Distinction in 2000 and inducted into the Order of Jamaica in 2015. In 2013, UWI named a new residence hall in her honour, the Elsa Leo-Rhynie Hall. In July 2017, she was awarded the UWI Chancellor's Medal – the first woman to receive the honour and only the sixth recipient overall.
# Elsa Knight Thompson

Elsa Knight Thompson, née Elsie Eloise Knight (April 6, 1906 – February 12, 1983), was an American radio documentary maker and broadcaster.
Knight Thompson was Public Affairs Director at Pacifica Radio's KPFA in the San Francisco Bay Area, from 1957 to the early 1970s. She later worked as KPFA's Program Director. Her documentary programs and interviews won numerous broadcasting awards. She was a pathfinder for women in broadcasting and a leading figure in the history of Pacifica Radio and KPFA. Her style of radio influenced generations of public broadcasters.
While at KPFA, Thompson produced programs on civil rights issues, the rise of the Black Panther Party and the Vietnam War, as well as her 1960 documentary on the House Un-American Activities Committee called Black Friday. She worked for the Pacific News Service in San Francisco from 1975 to 1979.
She was born in Bonners Ferry, Idaho, to Murel Bolden and Earl Knight. At the British Broadcasting Corporation in London during World War II, she headed the international desk of the program Radio Newsreel. Thompson was one of the first journalists to interview survivors of Nazi concentration camps.
She died at the age of 76 in Oakland, California.

## Famous quotations

"The truth is always left of center!"
# Find Me a Drink Home

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| Source | Rating |
| Punknews.org | link |
Find Me a Drink Home is the first studio album by rock group Cheap Girls. It was released on April 22, 2008, on Bermuda Mohawk Records. Los Diaper Records released it on vinyl in May 2008 and Quote Unquote Records released it digitally on July 11, 2008. The album was produced by Rick Johnson and Cheap Girls. Johnson also engineered, mixed and played keys on the album. In the album notes bass player and lyricist Ian Graham is credited with the writing of the lyrics.

## Recording

The album notes state that it was recorded in a Custer, Michigan cabin in January and February 2008. It was mastered by Derron Nuhfer at Sarlacc Mastering in Gainesville, Florida.

## Release

The album was released on April 22, 2008, on Bermuda Mohawk Records. On August 2, 2012, it was announced that future pressings of Find Me a Drink Home would be released by Asian Man Records.

## Credits

Credits are adapted from AllMusic.
# Find My Baby

"Find My Baby" is a song by American electronic musician Moby. It was released as the eighth and final single from his fifth studio album Play in November 2000. The song features samples from the song "Joe Lee's Rock" by Boy Blue.

## Track listing

* CD single (7243 8972012 9)
* "Find My Baby" – 3:58
* "Honey" (remix edit featuring Kelis) – 3:13
* "Flower" – 3:25
* CD single (8967742)
* "Find My Baby" (album version) – 3:58
* "Whispering Wind" – 6:08
* "Find My Baby" (video) – 3:09

## Charts

| Chart (2000–2001) | Peak position |
| Belgium (Ultratip Bubbling Under Wallonia) | 4 |
| France (SNEP) | 53 |
| Italy (FIMI) | 36 |
| Netherlands (Single Top 100) | 94 |
# Ince Park

Ince Park is a resource recovery facility being developed by Peel Group near Ince, Cheshire.

## Information

Ince Park will be the largest such facility in the UK, and is dedicated to waste management and environmental technologies, taking waste and transforming it into energy. It will occupy a 126-acre (51 ha) site with road and rail access on the south bank of the Manchester Ship Canal, from which it can accommodate ships. It is being developed by a joint venture partnership by Peel Environmental and Covanta Energy. This park will possibly generate over 110 megawatts of renewable and low-cost energy. The main concept of Ince Park is to perceive waste as a green and sustainable resource for energy rather than a costly problem to be dealt with. It will also provide careers in the areas of waste, manufacturing, engineering, power generation, warehousing, supply chain, and logistics. Ince Park has received planning approval and will be the centre of an Eco Park. It has been projected to provide capacity for about 16 percent of the North West's renewable energy.
# Fiji Paralympic Association

Fiji Paralympic Association is the National Paralympic Committee in Fiji for the Paralympic Games movement. It is a non-profit organisation that selects teams, and raises funds to send Fijian competitors to Paralympic events organised by the International Paralympic Committee (IPC).
The organization is based in Suva. The organization's president is Freddy Fatiaki. The organization was founded in 1990 as the Fiji Sports Association for the Disabled (FSAD). Organized disability sport predated this in Fiji, with national competitions taking place as early as 1984. Within a year of being constituted, the organization was recognized by the country's NOC, the IPC and national sporting federations including athletics, archery, judo, swimming, table tennis and powerlifting. A few years later, they would also be recognized by the national tennis federation. FSAD changed its name to the Fiji Paralympic Committee in 2008 to comply with an IPC directive that NPCs include Paralympic in their name. While Paralympic athletes are supported on equal terms with Olympic athletes, success has been limited to only a few sports. Problems include expensive transport, lack of expertise, and lack of suitable infrastructure. Funding is a major reason for the lack of advancement of the Fiji Paralympic Committee in supporting Paralympic sport in the country.
The NPC has had international support from the Australian Sports Commission and the Oceania Paralympic Committee. They have helped the NPC grow disability sport in the country and offer programs in schools.
# Elusates

The Elusates were an Aquitani tribe dwelling in the modern Gers department, around present-day Eauze, France during the Iron Age and the Roman period.
They were subjugated in 56 BC by the Roman forces of Caesar's legatus P. Licinius Crassus.

## Name

They are mentioned as Elusates by Caesar (mid-1st c. BC) and Pliny (1st c. AD), and as Elusa on the Tabula Peutingeriana (5th c. AD).
The etymology of the ethnonym Elusates remains uncertain, but the root elus(a)- is generally presumed to be of Aquitanian origin. Alternatively, a connection with the Celtic root *elu(o)- ('numerous') has also been proposed.
The city of Eauze, attested in the 4th century AD as civitas Elusa, is named after the tribe.

## Geography

The Elusates dwelled south of the Sotiates, north of the Onobrisates, east of the Tarusates, west of the Lactorates, and northwest of the Ausci.
The pre-Roman oppidum of Esbérous was located 3km northwest of Eauze.
During the Roman period, their chief town was known as Elusa (modern Eauze). Made a Roman colonia in the early 3rd century AD, Elusa is documented as the capital of the province of Novempopulana by the Notitia Galliarum in the 4th century. The settlement of Tasta, mentioned by Pliny, may be identified with the city since the field that partly covers the ancient Elusa is called La Taste.
# Elusia

Elusia is a monotypic moth genus of the family Crambidae described by William Schaus in 1940. Its only species, Elusia enalis, described in the same publication, is found in Puerto Rico.