OpenLLM-France/wikimedia huggingface dataset:
# Rebecca Herissone

Rebecca Louise Herissone FBA FHEA (born 12 June 1971) is Professor of Musicology at the University of Manchester.

## Biography

Herissone has a Master of Arts degree from the University of Cambridge, a Master of Music degree from the University of London and a PhD from Cambridge. She held a research fellowship at Emmanuel College, Cambridge from 1995 until 1999 and a lectureship at Lancaster University before joining the University of Manchester as a Senior Lecturer in 2006. She was appointed as a fellow of the British Academy in 2019.
Herissone is a council member of the Royal Musical Association and sits on the editorial board for the journal Music & Letters.
# Freeform (Apple)

Freeform is a digital whiteboarding application developed by Apple for macOS, iOS, iPadOS, and visionOS devices, first revealed during the 2022 Worldwide Developers Conference, and officially launched on December 13, 2022, alongside iOS 16.2, iPadOS 16.2, and macOS 13.1. It allows users to create infinitely scaling canvases called "boards", which can display a range of inputs including text notes, photos, documents, and web links. There are also a variety of pen and brush tools available on the iOS and iPadOS versions of the software, letting users add sketches or handwriting to their boards similar to the tools available in the Notes app, which are compatible with the Apple Pencil.
The app is designed to encourage brainstorming and enable real-time collaboration between users, with support for FaceTime and iCloud syncing.
# Little Rock, South Carolina

Little Rock is an unincorporated community and census-designated place (CDP) in Dillon County, South Carolina, United States. Per the 2020 census, the population was 658.
The community is at the northwest end of the concurrency between South Carolina Highways 9 and 57.
The James W. Hamer House and St. Paul's Methodist Church are listed on the U.S. National Register of Historic Places. The median home price in Little Rock was $37,900 in 2017. There is no metro area in Little Rock.
The only railroad service within Little Rock is the CSX Andrews Subdivision, a former Seaboard Air Line Railroad line that now serves only freight.

## Demographics
### 2020 census

Little Rock CDP, South Carolina – Demographic Profile (NH = Non-Hispanic) Note: the US Census treats Hispanic/Latino as an ethnic category. This table excludes Latinos from the racial categories and assigns them to a separate category. Hispanics/Latinos may be of any race. :
| Race / Ethnicity | Pop 2020 | % 2020 |
| White alone (NH) | 158 | 24.01% |
| Black or African American alone (NH) | 384 | 58.36% |
| Native American or Alaska Native alone (NH) | 11 | 1.67% |
| Asian alone (NH) | 0 | 0.00% |
| Pacific Islander alone (NH) | 0 | 0.00% |
| Some Other Race alone (NH) | 1 | 0.15% |
| Mixed Race/Multi-Racial (NH) | 25 | 3.80% |
| Hispanic or Latino (any race) | 79 | 12.01% |
| Total | 658 | 100.00% |
# Her Royal Majesty (song)

"Her Royal Majesty" is a song written by Gerry Goffin and Carole King and performed by James Darren. The song was arranged and produced by Stu Phillips.
It reached #6 on the U.S. pop chart and #36 on the UK Singles Chart in 1962. The song ranked #80 on Billboard magazine's Top 100 singles of 1962.

## Background

This song is considered a sequel to Darren's previous hit song "Goodbye Cruel World" (1961). It's about a sad man, who had lost his love, becoming the king of fools, to her royal majesty. The Music is in the style of a British music Hall number, with a brass and wind section, plus a snare drum rhythm, playing royal coronation music. The song begins with a drum roll, with Darren announcing: "Ladies and Gentlemen: Presenting her Royal Majesty".

## Chart performance

| Chart (1962) | Peak position |
| Canada (CHUM) | 8 |
| UK Singles (The Official Charts Company) | 36 |
| US Billboard Hot 100 | 6 |

## Other versions

* Lee Dorsey released a version of the song on the multi-artist album Million Dollar Hits (1992).
# Ōiryō

Ōiryō (大炊寮, also pronounced as Ōizukasa and Ōi-no-tsukasa) was a bureau within the Imperial Household Ministry under the Japanese Ritsuryō system. The Bureau of Palace Kitchens was responsible for food preparation for religious ceremonies and feasts within the court. Beginning in the Heian Era, it was controlled by the Nakahara clan.

## History

The Asuka-, Nara- and Heian-period Imperial court hierarchy encompassed a Ministry of the Imperial Household (宮内省,, Kunai-shō). The origin of the current Imperial Household Agency can be traced back to the provisions on the government structure which were put into effect during the reign of Emperor Monmu, with significant modifications in 1702, 1870, and 1889, Daijō-kan officials within this ministry structure were: The management of food stores and food preparation within the court was encompassed within the organization structure of the ritsuryō system, including an acknowledgment of the place held by its senior officials within the structured palace hierarchy.

## Officials

The Chief Administrator of the Imperial Household (宮内卿,, Kunai-kyō) was the surveyor of all activities or works which were executed within the interior of the palace. Under his indirect supervision, the senior members of the Ooiryō hierarchy included:
* A. Chief storekeeper/Palace kitchens manager (大炊頭,, Ōi no kami).
* B. First assistant storekeeper/Palace kitchens manager (大炊助,, Ōi no suke).
* C. Second assistant storekeeper/Palace kitchens manager (大炊允,, Ōi no jō).
* D. Alternate assistant storekeeper/Palace kitchens manager (大炊属,, Ōi no sakan).
# Richard Cheadle

Rear Admiral Richard Frank Cheadle CB, DL (born 27 January 1950) is a former Royal Navy officer who went on to be Controller of the Navy.

## Naval career

Cheadle served as director of nuclear propulsion at the Ministry of Defence and then as commander of HM Naval Base Devonport. Promoted to rear admiral, he was appointed chief of staff to the Second Sea Lord and Commander-in-Chief, Naval Home Command in 2003. He was appointed Controller of the Navy as well as an executive director of the Defence Procurement Agency in December 2003. By the following year he was still Controller of the Navy but also director, land & maritime. He retired from the navy in 2006 and became a director at WS Atkins.

## Post-naval career

Cheadle is a Deputy Lord Lieutenant of Devon. Cheadle is also a councillor for the Buckland Monachorum ward of West Devon Borough Council. Cheadle sits as an independent.
# Mayonnaise (Hypnotic Clambake album)

Mayonnaise is the name of Hypnotic Clambake's fifth full-length studio album. It was released in 2005 on Blue Button Records. The album showcases the musical talents of the band's lineup at the time. It also employs catchy, pop-format songs to explore a range of humorous topics. Typical of Hypnotic Clambake, the record wanders through a wide variety of musical genres, "from Middle Eastern spice to chill calypso style." Bandleader Maury Rosenberg collaborated heavily with guitarist/bassist Chris Reynolds on the record. Reynolds wrote several of the songs, including "500 Robots" and "Woe Is Me."

## Track listing

(All songs by Hypnotic Clambake)
* "500 Robots" – 3:13
* "Trouble" – 3:56
* "Psychedelic Polka" – 1:41
* "Beans" – 3:56
* "Windows" – 3:51
* "Man With The Face On The Side" – 3:30
* "The Scheme of Things" – 5:20
* "Turn Your Brain Off" – 2:25
* "Danger Mouse" – 7:49
* "Just a Mountain" – 1:57
* "Woe Is Me" – 3:15
* "Clambake" – 4:45
# Pascuala Rosado

Pascuala Rosado (1954-1996) was a Peruvian community leader from the district of Huaycán. She was killed by Shining Path in 1996. She had recently returned to Peru after spending several years abroad due to death threats. She was first targeted by Shining Path in 1992, after President Alberto Fujimori visited Huaycán to celebrate the formation of a new civilian anti-crime force. At the time Rosado was Huaycán's highest elected official. Rosado's murder was discussed in the final report of the Peruvian Truth and Reconciliation Commission.
# Phtheochroa descensa

Phtheochroa descensa is a species of moth of the family Tortricidae. It lives in Jalisco, Mexico.
# GENERIC formalism

In non-equilibrium thermodynamics, GENERIC is an acronym for General Equation for Non-Equilibrium Reversible-Irreversible Coupling. It is the general form of dynamic equation for a system with both reversible and irreversible dynamics (generated by energy and entropy, respectively). GENERIC formalism is the theory built around the GENERIC equation, which has been proposed in its final form in 1997 by Miroslav Grmela and Hans Christian Öttinger.

## GENERIC equation

The GENERIC equation is usually written as
    ${\frac {dx}{dt}}=L(x)\cdot {\frac {\delta E}{\delta x}}(x)+M(x)\cdot {\frac {\delta S}{\delta x}}(x).$
Here:
* $x$ denotes a set of variables used to describe the state space. The vector $x$ can also contain variables depending on a continuous index like a temperature field. In general, $x$ is a function $S\rightarrow \mathbb {R}$, where the set $S$ can contain both discrete and continuous indexes. Example: $x=(U,V,T({\vec {r}}))$ for a gas with nonuniform temperature, contained in a volume $\Sigma \subset \mathbb {R} ^{3}$ ($S=\{1,2\}\cup \Sigma$)
* $E(x)$, $S(x)$ are the system's total energy and entropy. For purely discrete state variables, these are simply functions from $\mathbb {R} ^{n}$ to $\mathbb {R}$, for continuously indexed $x$, they are functionals
* $\delta E/\delta x$, $\delta S/\delta x$ are the derivatives of $E$ and $S$. In the discrete case, it is simply the gradient, for continuous variables, it is the functional derivative (a function $S\rightarrow \mathbb {R}$)
* the Poisson matrix $L(x)$ is an antisymmetric matrix (possibly depending on the continuous indexes) describing the reversible dynamics of the system according to Hamiltonian mechanics. The related Poisson bracket fulfills the Jacobi identity.
* the friction matrix $M(x)$ is a positive semidefinite (and hence symmetric) matrix describing the system's irreversible behaviour.
In addition to the above equation and the properties of its constituents, systems that ought to be properly described by the GENERIC formalism are required to fulfill the degeneracy conditions
    $L(x)\cdot {\frac {\delta S}{\delta x}}(x)=0$
    $M(x)\cdot {\frac {\delta E}{\delta x}}(x)=0$
which express the conservation of entropy under reversible dynamics and of energy under irreversible dynamics, respectively. The conditions on $L$ (antisymmetry and some others) express that the energy is reversibly conserved, and the condition on $M$ (positive semidefiniteness) express that the entropy is irreversibly non-decreasing.

## Related Applications and Simulation Methods

* Viscoelasticity, Complex fluids, Polymers, Soft matter
* Smoothed-particle hydrodynamics
* Stokesian dynamics
* Stochastic Eulerian Lagrangian methods
# Rebecca Herzig

Rebecca Herzig is a writer and professor. She is chair of the program in Gender and Sexuality Studies at Bates College in Maine.

## Career

Herzig is the author of Suffering for Science: Reason and Sacrifice in Modern America, The Nature of Difference: Sciences of Race from Jefferson to Genomics, and Plucked: A History of Hair Removal. Herzig’s work on hair removal examines how changing social norms have influenced the “voluntary” pursuit of beauty. Plucked was named best book of the year by The Economist.
Herzig has been on the executive councils of the Society for the Social Studies of Science, the Society for the History of Technology, and the International Committee for the History of Technology. She has received MIT’s Kristen E. Finnegan Prize and Bate’s Kroepsch Award for her teaching.
Herzig is also a regular media commentator.

## Reception

Plucked was well received by both academic and popular media. It was named one of Science Friday's best science books of 2015. The Economist called Plucked a “delightful history of hair removal in America,” and The Journal of American History said the book was an “interesting, serious, and meticulously researched contribution to American history.”

## Publications

Books
* R. Herzig, Suffering for Science: Reason and Sacrifice in Modern America (Rutgers University Press 2005).
* R. Herzig, Plucked: A History of Hair Removal (NYU Press 2015).
Edited works
* E. Hammonds, R. Herzig, ed. The Nature of Difference: Sciences of Race in the United States from Jefferson to Genomics (MIT Press 2009).
* B. Subramaniam, R. Herzig, eg. Feminist Technosciences (University of Washington Press)
# Liu Wenzhe

Liu Wenzhe (Chinese: 刘文哲; October 7, 1940 – September 20, 2011) was an International Master chess player. He was one of China's top chess trainers.
Liu Wenzhe played for Guangdong chess club in the China Chess League (CCL).

## Chess career

He was the first Chinese player to defeat a grandmaster (Nikolai Krogius in 1965) and the first to be awarded the title of International Master. He is considered a pioneer of chess in China and a founding father of the Chinese School of Chess. He won the Chinese Chess Championship in 1980 and 1982.
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Two years after the end of the Cultural Revolution and Mao Zedong's death and the fall of the Gang of Four in 1976, China competed in their first Olympiad in Buenos Aires. It was there that Liu Wenzhe defeated grandmaster Jan Hein Donner of the Netherlands in crushing style after only 20 moves. It remains his best known game:
   Liu Wenzhe—Donner, Buenos Aires Olympiad, 1978. Pirc Defence (ECO B07) 1.e4 d6 2.d4 Nf6 3.Nc3 g6 4.Be2 Bg7 5.g4 h6 6.h3 c5 7.d5 O-O? 8.h4 e6 9.g5 hxg5 10.hxg5 Ne8 11.Qd3 exd5 12.Nxd5 Nc6 13.Qg3 Be6 14.Qh4 f5 15.Qh7+ Kf7 (diagram) 16.Qxg6+! Kxg6 17.Bh5+ Kh7 18.Bf7+ Bh6 19.g6+ Kg7 20.Bxh6+ 1-0
In total, Liu made three appearances at the Chess Olympiads (1978–1982) with an overall record of 37 games played (+14, =4, -19). He also made four appearances in total at the Men's Asian Team Chess Championship (1979–1981, 1991–1993) with an overall record of 17 games played (+10, =4, -3).
In 1986 he was appointed to the post of Chief Trainer of the Chinese Institute of Chess and head coach of the Chinese national chess team. He was succeeded by Ye Jiangchuan in 2000.
In 2002-3, he wrote a seminal book on the "Chinese School of Chess" called the same name (see Further reading). In the book he charts the dramatic progress of Chinese players over the past 25 years. The books also highlighted training methods that the Chinese chess players have been deploying successfully.

## Quotes

"Systematically training players is more important than selecting them."—Liu Wenzhe, head coach, women's Chinese Olympic team.
# Petarukan, Petarukan, Pemalang

Petarukan is an urban village in the town of Petarukan, Pemalang Regency, Central Java Province, Indonesia. This villages has an area of 4,59 km² and a population of 21,316 inhabitants in 2022.
# Otog Front Banner

Otog Front Banner (Mongolian: ᠣᠲᠣᠭ ᠤᠨ ᠡᠮᠦᠨᠡᠳᠦ ᠬᠣᠰᠢᠭᠤ; Chinese: 鄂托克前旗) is a banner of southwestern Inner Mongolia, China, bordering Ningxia to the southwest and Shaanxi province to the southeast. It is under the administration of Ordos City.

## Administrative divisions

Otog Front Banner is made up of 4 towns.
| Name | Simplified Chinese | Hanyu Pinyin | Mongolian (Hudum Script) | Mongolian (Cyrillic) | Administrative division code |
| Towns ||||||
| Oljoq Town | 敖勒召其镇 | Áolèzhàoqí Zhèn | ᠣᠯᠵᠠᠴᠢ ᠪᠠᠯᠭᠠᠰᠤ | Олзч балгас | 150623100 |
| Shanghaimiao Town | 上海庙镇 | Shànghǎimiào Zhèn | ᠱᠠᠩᠬᠠᠢ ᠶᠢᠨ ᠰᠦᠮ᠎ᠡ ᠪᠠᠯᠭᠠᠰᠤ | Шанхайн сүм балгас | 150623101 |
| Chengchuan Town | 城川镇 | Chéngchuān Zhèn | ᠪᠣᠷᠣᠪᠠᠯᠭᠠᠰᠤ ᠪᠠᠯᠭᠠᠰᠤ | Борбалгас балгас | 150623102 |
| Nangsu Town | 昂素镇 | Ángsù Zhèn | ᠨᠠᠩᠰᠤ ᠪᠠᠯᠭᠠᠰᠤ | Нанс балгас | 150623103 |
* Other: Shanghaimiao Economic Development Zone (上海庙经济开发区)

## Climate

Climate data for Otog Front Banner, elevation 1,333 m (4,373 ft), (1991–2020 normals, extremes 1981–2010) :
| Month | Jan | Feb | Mar | Apr | May | Jun | Jul | Aug | Sep | Oct | Nov | Dec | Year |
| Record high °C (°F) | 15.3 (59.5) | 19.2 (66.6) | 27.2 (81.0) | 34.1 (93.4) | 34.9 (94.8) | 37.1 (98.8) | 37.7 (99.9) | 35.6 (96.1) | 35.1 (95.2) | 28.5 (83.3) | 23.5 (74.3) | 16.9 (62.4) | 37.7 (99.9) |
| Mean daily maximum °C (°F) | −0.2 (31.6) | 4.4 (39.9) | 11.1 (52.0) | 18.5 (65.3) | 23.9 (75.0) | 28.3 (82.9) | 29.9 (85.8) | 27.8 (82.0) | 22.6 (72.7) | 16.4 (61.5) | 8.6 (47.5) | 1.3 (34.3) | 16.1 (60.9) |
| Daily mean °C (°F) | −9.0 (15.8) | −4.3 (24.3) | 3.0 (37.4) | 10.8 (51.4) | 16.8 (62.2) | 21.5 (70.7) | 23.4 (74.1) | 21.2 (70.2) | 15.6 (60.1) | 8.4 (47.1) | 0.2 (32.4) | −7.2 (19.0) | 8.4 (47.1) |
| Mean daily minimum °C (°F) | −16.1 (3.0) | −11.6 (11.1) | −4.2 (24.4) | 3.0 (37.4) | 9.2 (48.6) | 14.1 (57.4) | 16.8 (62.2) | 15.1 (59.2) | 9.3 (48.7) | 1.8 (35.2) | −6.2 (20.8) | −14.0 (6.8) | 1.4 (34.6) |
| Record low °C (°F) | −31.4 (−24.5) | −30.3 (−22.5) | −22.3 (−8.1) | −10.7 (12.7) | −5.7 (21.7) | 0.9 (33.6) | 7.8 (46.0) | 5.7 (42.3) | −3.5 (25.7) | −15.9 (3.4) | −23.4 (−10.1) | −30.2 (−22.4) | −31.4 (−24.5) |
| Average precipitation mm (inches) | 2.3 (0.09) | 3.3 (0.13) | 6.6 (0.26) | 12.1 (0.48) | 26.3 (1.04) | 31.0 (1.22) | 54.3 (2.14) | 62.2 (2.45) | 42.0 (1.65) | 14.2 (0.56) | 8.1 (0.32) | 1.5 (0.06) | 263.9 (10.4) |
| Average precipitation days (≥ 0.1 mm) | 3.0 | 2.0 | 2.9 | 3.6 | 5.5 | 7.2 | 9.1 | 9.4 | 8.5 | 4.9 | 3.0 | 1.3 | 60.4 |
| Average snowy days | 4.0 | 3.1 | 2.5 | 0.8 | 0.1 | 0 | 0 | 0 | 0 | 0.9 | 2.6 | 2.5 | 16.5 |
| Average relative humidity (%) | 52 | 46 | 39 | 35 | 38 | 44 | 56 | 62 | 63 | 56 | 53 | 52 | 50 |
| Mean monthly sunshine hours | 216.2 | 213.6 | 247.0 | 267.6 | 298.1 | 297.4 | 292.3 | 266.4 | 231.7 | 243.4 | 222.2 | 214.0 | 3,009.9 |
| Percent possible sunshine | 71 | 70 | 66 | 67 | 67 | 67 | 66 | 64 | 63 | 71 | 74 | 73 | 68 |
| Source: China Meteorological Administration ||||||||||||||
# Htwetwa, Homalin

Htwetwa is a village in northern Homalin Township, Hkamti District, in the Sagaing Region of northwestern Burma. It lies on the confluence of the Tizu River and the Chindwin River, opposite from the village Ywathit about 1.2 miles (1.9 km) north of Tamanthi. It is part of its own Htwetwa village tract.
# Pouilley-Français

Pouilley-Français (French pronunciation:) is a commune in the Doubs department in the Bourgogne-Franche-Comté region in eastern France. This village is close to the Jura and Haute-Saône departments.

## Geography

The commune lies 7 km (4.3 mi) southwest of Besançon.

## Transportation

The railroad line from Besançon to Dole and the A36 motorway cross the territory of the commune.
# Plastic hinge

In the structural engineering beam theory, plastic hinge is the deformation of a section of a beam where plastic bending occurs. In earthquake engineering plastic hinge is also a type of energy damping device allowing plastic rotation [deformation] of an otherwise rigid column connection.

## Plastic behaviour

In plastic limit analysis of structural members subjected to bending, it is assumed that an abrupt transition from elastic to ideally plastic behaviour occurs at a certain value of moment, known as plastic moment (M$_p$). Member behaviour between M$_{yp}$ and M$_p$ is considered to be elastic. When M$_p$ is reached, a plastic hinge is formed in the member. In contrast to a frictionless hinge permitting free rotation, it is postulated that the plastic hinge allows large rotations to occur at constant plastic moment M$_p$.
Plastic hinges extend along short lengths of beams. Actual values of these lengths depend on cross-sections and load distributions. But detailed analyses have shown that it is sufficiently accurate to consider beams rigid-plastic, with plasticity confined to plastic hinges at points. While this assumption is sufficient for limit state analysis, finite element formulations are available to account for the spread of plasticity along plastic hinge lengths.
By inserting a plastic hinge at a plastic limit load into a statically determinate beam, a kinematic mechanism permitting an unbounded displacement of the system can be formed. It is known as the collapse mechanism. For each degree of static indeterminacy of the beam, an additional plastic hinge must be added to form a collapse mechanism.
# Raymond C. Moore Medal

The Raymond C. Moore Medal for Paleontology is awarded by the Society for Sedimentary Geology to persons who have made significant contributions in the field which have promoted the science of stratigraphy by research in paleontology and evolution and the use of fossils for interpretations of paleoecology. The award is named after Professor Raymond C. Moore, the American paleontogist who helped to found the society.

## Prizewinners

Source: Society for Sedimentary Geology
* 2021 Nigel Hughes
* 2020 Mary L. Droser
* 2019 Pamela Hallock
* 2018 William I. Ausich
* 2017 Susan Kidwell
* 2016 Anna K. Behrensmeyer
* 2015 Ann Budd
* 2014 David Bottjer
* 2013 Kenton Stewart Wall Campbell
* 2012 Carlton E. Brett
* 2011 Barun K. Sen Gupta
* 2010 Jere Lipps
* 2009 Leo Hickey
* 2008 Richard Fortey
* 2007 Ray Ethington
* 2006 Allison Palmer
* 2005 Andrew H. Knoll
* 2004 Isabella Primoli Silva
* 2003 George Pemberton
* 2002 Charles A. Ross
* 2001 David L. Clark
* 2000 William A. Berggren
* 1999 Stig M. Bergström
* 1998 Richard K. Bambach
* 1997 Alan H. Cheetham
* 1996 Alan B. Shaw
* 1995 N. Gary Lane
* 1994 Robert W. Frey
* 1993 Reuben J. Ross, Jr.
* 1992 Raymond C. Gutschick
* 1991 Erle Kauffman
* 1990 William A. Cobban
* 1989 Derek V. Ager
* 1988 Walter C. Sweet
* 1987 Alfred R. Loeblich Jr.
* 1986 Preston Cloud
* 1985 Arthur J. Boucot
* 1984 Helen T. Loeblich
* 1983 Adolf Seilacher
* 1982 Curt Teichert
* 1981 G. Arthur Cooper
* 1980 Norman D. Newell
# Red Prophet: The Tales of Alvin Maker

Red Prophet: The Tales of Alvin Maker is a twelve-issue comic book limited series by Orson Scott Card, based on Card's The Tales of Alvin Maker novel series. Publication started in March 2006 by Dabel Brothers Productions and was finished in 2008 by Marvel Comics.

## The Gold Bug

The hard cover edition of this comic contains as an added bonus a comic adapted from Card's short story "The Gold Bug" which was published in his webzine InterGalactic Medicine Show.

## Collected editions

The series has been collected into a couple of trade paperbacks:
* Red Prophet: The Tales of Alvin Maker - Volume One ISBN 978-0-7851-2583-9 collecting issues #1-6, May 2007
* Red Prophet: The Tales of Alvin Maker - Volume Two ISBN 978-0-7851-2584-6 collecting issues #7-12, March 2008
# Ota Sklenčka

Ota Sklenčka (19 December 1919 in Hradec Králové – 10 October 1993 in Prague) was a Czech actor. He starred in the film Poslední propadne peklu under director Ludvík Ráža in 1982.

## Selected filmography

* Lovers in the Year One (1973)
* Poslední propadne peklu (1982)
# Johnsonia acaulis

Johnsonia acaulis is a plant in the family Asphodelaceae and is endemic to the south-west of Western Australia. It is a rhizomatous, tufted, or grass-like perennial with white, pink or green flowers.

## Description

Johnsonia acaulis is a rhizomatous, tufted, perennial herb with grass-like leaves 55–165 mm (2.2–6.5 in) long. The flowering scape is red or green, with floral bracts 6.5–11.5 mm (0.26–0.45 in) long and 4–7 mm (0.16–0.28 in) wide. The perianth is 3–4 mm (0.12–0.16 in) long and white, pink or green, and the sepals and wider than the petals. The anthers and the style are about 2 mm (0.079 in) long. Flowering occurs from August to December and the fruit is a capsule 2–4 mm (0.079–0.157 in) long.

## Taxonomy and naming

Johnsonia acaulis was first described in 1846 by Stephan Endlicher in Lehmann's "Plantae Preissianae". The specific epithet acaulis means "without a stem".

## Distribution and habitat

This species occurs between Israelite Bay, Lake Grace and Perth in the Esperance Plains, Geraldton Sandplains, Jarrah Forest, Mallee, Swan Coastal Plain and Warren biogeographic regions of Western Australia. It grows in white, grey, or lateritic sand.