OpenLLM-France/wikimedia huggingface dataset:
# 1968 European Indoor Games – Men's high jump

The men's high jump event at the 1968 European Indoor Games was held on 10 March in Madrid.

## Results

| Rank | Name | Nationality | Result |
| | Valeriy Skvortsov | Soviet Union | 2.17 |
| | Valentin Gavrilov | Soviet Union | 2.17 |
| | Kenneth Lundmark | Sweden | 2.14 |
| 4 | Rudolf Hübner | Czechoslovakia | 2.14 |
| 5 | Ingomar Sieghart | West Germany | 2.11 |
| 6 | Bo Jonsson | Sweden | 2.11 |
| 7 | Rudolf Baudis | Czechoslovakia | 2.11 |
| 8 | Robert Sainte-Rose | France | 2.08 |
| 9 | Luis María Garriga | Spain | 2.08 |
| 10 | Edward Czernik | Poland | 2.08 |
| 11 | Polde Milek | Yugoslavia | 2.08 |
| 12 | Sven Breum | Denmark | 2.08 |
| 13 | Miodrag Todosijević | Yugoslavia | 2.08 |
| 14 | Gunther Spielvogel | West Germany | 2.05 |
| 15 | Erminio Azzaro | Italy | 2.05 |
| 16 | Șerban Ioan | Romania | 2.05 |
| 17 | Michel Portmann | Switzerland | 2.05 |
| 18 | Jacques Madubost | France | 2.05 |
| 19 | Nurullah Candan | Turkey | 1.85 |
# Howard Osofsky

Howard Joseph Osofsky is an American gynecologist, obstetrician, and psychiatrist.
Osofsky earned his bachelor's and doctoral degrees from Syracuse University and completed his medical studies at the State University of New York College of Medicine. He is the Kathleen and John Bricker Chair and Professor of Psychiatry at LSU Health Sciences Center New Orleans. Osofsky married Joy Doniger in September 1963.
# Lissanthe synandra

Lissanthe synandra is a species of flowering plant in the family Ericaceae and is endemic to the south of Western Australia. It is a robust, dense, spreading shrub that typically grows to a height of up to 1.5 m (4 ft 11 in). The species was first formally described in 2005 by Darren Crayn and Michael Clyde Hislop in Australian Systematic Botany.
The specific epithet (synandra) means "together with males", referring to the united stamens.
This species grows in sand over limestone on ridges, sand dunes and valleys in the Esperance Plains bioregion of Western Australia and is listed as "Priority One" by the Government of Western Australia Department of Biodiversity, Conservation and Attractions, meaning that it is known from only one or a few locations where it is potentially at risk.
# C6H7N5O

The molecular formula C$_6$H$_7$N$_5$O (molar mass: 165.15 g/mol, exact mass: 165.0651 u) may refer to:
* 6-O-Methylguanine
* 7-Methylguanine
# List of largest corporate spin-offs

The following table lists the largest ever corporate spin-offs.
| Rank | Year | Divestor | Spin-off entity | Transaction value (in billions USD) | Inflation adjusted (in billions 2022 USD) |
| 1 | 2024 | General Electric Company | GE Aerospace, GE Vernova, GE Healthcare | 191 | 191 |
| 2 | 2008 | Altria Group | Philip Morris International | 108 | 141 |
| 3 | 2000 | BCE | Nortel | 60 | 97 |
| 4 | 2013 | Abbott Laboratories | AbbVie | 56 | 67 |
| 5 | 2015 | eBay | PayPal | 49 | 58 |
| 6 | 2007 | Altria | Kraft Foods | 46 | 62 |
| 7 | 2001 | AT&T | Liberty Media Corporation | 42 | 66 |
| 8 | 2015 | CK Hutchison Holdings | Cheung Kong Property Holdings | 37 | 43 |
| 9 | 2006 | Viacom | Viacom Inc., CBS Corporation | 32 | 44 |
| 10 | 1999 | Hewlett-Packard | Agilent Technologies | 30 | 50 |
| 11 | 2012 | Kraft Foods Inc | Kraft Foods Group Inc, Mondelez International | 27 | 33 |
# Paiva River

The Paiva River (Portuguese pronunciation:) is a river that rises in the Sierra de Leomil, more specifically in the parish of Pêra Velha, Aldeia de Nacomba e Ariz - belonging to the municipality of Moimenta da Beira - and flows into the Douro, in Castelo de Paiva, flowing through the parish of Fornos on the left bank. On the right bank, it flows through the parish of Souselo, Cinfães.
It is classified as a Site of Community Importance in the Natura 2000 Network.

## Threats to the Paiva River

The main threat beyond man, comes from the invasion by acacias and the frequent installation of monocultural stands of eucalyptus and maritime pine.
Other threats are the implementation of small and large hydroelectric projects; punctual cases of extraction and washing of aggregates, fires, construction of dams, clandestine constructions, implantation of aviaries and fish farms, afforestation of agricultural lands, especially lameiros, cervunais and malhadais.
The urban-tourist expansion is another concern for the defense associations of the Paiva valley, with the significant increase in visitors in recent years, due to the inauguration of the "Passadiços do Paiva" in Arouca.

## Arouca Geopark

One of the main crossing points of this watercourse is the municipality of Arouca, where the Passadiços do Paiva were built, an hour away from Porto, which allow, for a moment, to leave the reality of the urban space of the city and enter a scenario out of a film, being a wooden walkway of about 8.7 kilometers, with the construction of an additional 12 kilometers, located in the parish of Canelas e Espiunca, in the municipality of Arouca built along the left bank of the Paiva River, in the hydrographic basin of the Douro River, between the bridge of Espiunca and the river beach of Areinho, thus encompassing the area known as the "Garganta do Paiva", being one of the main elements of the Arouca Geopark.
The Passadiços do Paiva, on 4 September 2016, were elected as the most innovative tourism project in Europe, in the 2016 edition of the World Travel Awards, in the category of Leading Tourism Development Project in Europe, considered the Oscars of Tourism worldwide.
# 2008 African Rally Championship

The 2008 African Rally Championship season (ARC) was an international rally championship organized by the FIA. The champion was Japan driver Hideaki Miyoshi.

## Calendar

| Date | Event | Winner |
| February 8-10 | Rally of Tanzania | Muna Singh |
| April 25-27 | Pearl of Africa Uganda Rally | James Whyte |
| June 27-29 | KCB Safari Rally Kenya | Hideaki Miyoshi |
| July 18-20 | Zambia International Rally | Hideaki Miyoshi |
| August 22-24 | Dunlop Zimbabwe Challenge Rally | Hideaki Miyoshi |

## Points

| # | Driver | Points |
| 1. | Hideaki Miyoshi | 41 |
| 2. | James Whyte | 31 |
| 3. | Muna Singh | 24 |
| 4. | Jon Williams | 16 |
| 5. | Peter Horsey | 13 |
| 6. | Lola Verlaque | 12 |
| | Alfir Khan | 12 |
| 8. | Don Smith | 8 |
| 10. | Navraj Hans | 6 |
| | Azar Anwar | 6 |
# Herbert Hirche

Herbert Hirche (20 May 1910 in Görlitz – 28 January 2002 in Heidelberg) was a German architect and furniture and product designer.
Herbert Hirche studied from 1930 to 1933 at the Bauhaus in Dessau and Berlin. His teachers included, Wassily Kandinsky and Ludwig Mies van der Rohe. From 1934 to 1938 he worked in Mies van der Rohe's office in Berlin, until his boss emigrated to the United States. From 1939 to 1945 Hirche worked for Egon Eiermann, after 1945 for Hans Scharoun. In 1948 he was appointed Professor of Applied Arts at the Kunsthochschule Berlin-Weißensee, which had only been recently founded in 1946. It was in the Soviet Occupied Zone of Berlin. Hirche moved to West Germany and from 1952 to 1975 he took an appointment at the State Academy of Fine Arts Stuttgart as Professor of Interior Design and Furniture Making.
When the company Braun began to be more design oriented company, they hired Hans Gugelot and Herbert Hirche, this new design line was continued later by Dieter Rams. Radiograms by Braun, designed by Herbert Hirche were found in the late 1950s in every modern villa in central Europe, many architects recommended these devices to equip their buildings.
Hirche's work was also shown at national and international fairs and exhibitions. These include the Milan Triennale in 1957 and Expo 58, the 1958 Brussels World's Fair. In 1964, examples of his works were shown on the documenta III in Kassel in Industrial Design.
Hirche was honoured in 1999 with a German postage stamp featuring his work.
He died in Heidelberg in 2002 aged 91.
# Pleurotomella pandionis

Pleurotomella pandionis is a species of sea snail, a marine gastropod mollusk in the family Raphitomidae.

## Description

The length of the shell attains 43 mm.
(Original description) The large, thick shell is dull brownish yellow, with a very acute, elevated spire. It contains nine whorls, very oblique, moderately convex, concave below the suture. The whole surface is covered with close lines of growth, which recede in a broad curve on the subsutural band. Numerous fine, unequal, raised, spiral lines cover the whole surface, except the subsutural band. The upper whorls are also crossed by sixteen to eighteen blunt, transverse ribs, about as broad as their interspaces, most elevated on the middle of the whorls, fading out above and below. The aperture is elongated and narrow. The sinus is broad and well marked, just below the suture. The siphonal canal is short and nearly straight. The operculum is absent.

## Distribution

P. pandionis can be found off the North American coastline, ranging from New Jersey south to Florida.
# Australian cricket team in England in 1921

Australia won the 1921 Ashes series held in England. They won the first three matches against England, which meant that they had won eight in succession, an unequalled sequence in Ashes Tests, following the 5–0 drubbing they had administered to England in the 1920–21 season in Australia. The last two matches of the Test series were drawn. England chose 30 different players across the five Tests — still the record for the most players used by one side in a series.
In addition to the Test matches, the Australian team played first-class matches against all the major teams in England, plus some less important matches. In all, they played 38 matches, winning 22 of them, drawing 14 and losing just twice towards the end of the season.

## The touring party

* Warwick Armstrong, captain
* Tommy Andrews
* Warren Bardsley
* Hanson Carter
* Herbie Collins
* Jack Gregory
* Hunter Hendry
* Charlie Macartney
* Ted McDonald
* Arthur Mailey
* Edgar Mayne
* Bert Oldfield
* Nip Pellew
* Jack Ryder
* Johnny Taylor

## Test series summary
### First Test

* 28–30 May 1921 (3-day match) Scorecard
* Australia won by 10 wickets Trent Bridge, Nottingham Umpires: HR Butt and J Moss
* England won the toss and elected to bat.
* 29 May was taken as a rest day.
* The match was scheduled for three days but completed in two.
* DJ Knight, P Holmes, GE Tyldesley, VWC Jupp and TL Richmond (all ENG), and TJE Andrews and HSTL Hendry (both AUS) made their Test debuts.

### Second Test

* 11–14 June 1921 (3-day match) Scorecard
* Australia won by 8 wickets Lord's, London Umpires: J Moss and W Phillips
* England won the toss and elected to bat.
* 12 June was taken as a rest day.
* AE Dipper, AJ Evans, NE Haig and FJ Durston (all ENG) made their Test debuts.

### Third Test

* 2–5 July 1921 (3-day match) Scorecard
* Australia won by 219 runs Headingley, Leeds Umpires: HR Butt and A Millward
* Australia won the toss and elected to bat.
* 3 July was taken as a rest day.
* HTW Hardinge, A Ducat, G Brown and JC White (all ENG) made their Test debuts.

### Fourth Test

* 23–26 July 1921 (3-day match) Scorecard
* Match drawn Old Trafford, Manchester Umpires: J Moss and AE Street
* England won the toss and elected to bat.
* There was no play on the first day.
* 24 July was taken as a rest day.
* C Hallows and CWL Parker (both ENG) made their Test debuts.

### Fifth Test

* 13–16 August 1921 (3-day match) Scorecard
* Match drawn The Oval, London Umpires: J Moss and W Phillips
* England won the toss and elected to bat.
* 14 August was taken as a rest day.
* A Sandham (ENG) made his Test debut.

## Aftermath

The tour made a profit of more than £17,000 for the Australian Cricket Board, enabling them to recoup all the losses from the previous tour in 1912, and to pay a £300 bonus to each of the 15 players and the manager.

## Annual reviews

* Wisden Cricketers' Almanack 1922
# List of 1977 British incumbents

This is a list of 1977 British incumbents.

## Government

* Monarch
** Head of State - Elizabeth II, Queen of the United Kingdom (1952–2022)
* Prime Minister
** Head of Government - James Callaghan, Prime Minister of the United Kingdom (1976–1979)
* Chancellor of the Exchequer
** Denis Healey, Chancellor of the Exchequer (1974–1979)
* Secretary of State for Foreign and Commonwealth Affairs
** Anthony Crosland, Secretary of State for Foreign and Commonwealth Affairs (1976–1977)
** David Owen, Secretary of State for Foreign and Commonwealth Affairs (1977–1979)
* Secretary of State for the Home Department
** Merlyn Rees, Secretary of State for the Home Department (1976–1979)
* Secretary of State for Transport
** Bill Rodgers, Secretary of State for Transport (1976–1979)
* Secretary of State for Scotland
** Bruce Millan, Secretary of State for Scotland (1976–1979)
* Secretary of State for Social Services
** David Ennals, Secretary of State for Social Services (1976–1979)
* Secretary of State for Northern Ireland
** Roy Mason, Secretary of State for Northern Ireland (1976–1979)
* Secretary of State for Defence
** Frederick Mulley, Secretary of State for Defence (1976–1979)
* Secretary of State for Industry
** Eric Varley, Secretary of State for Industry (1975–1979)
* Secretary of State for Trade
** Edmund Dell, Secretary of State for Trade (1976–1978)
* Secretary of State for Education and Science
** Shirley Williams, Secretary of State for Education and Science (1976–1979)
* Secretary of State for Wales
** John Morris, Secretary of State for Wales (1974–1979)
* Lord Privy Seal
** Fred Peart, Baron Peart, Lord Privy Seal (1976–1979)
* Leader of the House of Commons
** Michael Foot, Leader of the House of Commons (1976–1979)
* Lord President of the Council
** Michael Foot, Lord President of the Council (1976–1979)
* Lord Chancellor
** Elwyn Jones, Baron Elwyn-Jones, Lord Chancellor (1974–1979)
* Chancellor of the Duchy of Lancaster
** Harold Lever, Chancellor of the Duchy of Lancaster (1974–1979)

## Religion

* Archbishop of Canterbury
** Donald Coggan, Archbishop of Canterbury (1974–1980)
* Archbishop of York
** Stuart Blanch, Archbishop of York (1975–1983)
# CCLC

CCLC may refer to:
* Coram Children's Legal Centre, UK charity
* Crane Creek Lumber Company, former US railroad
* Civil Code of Lower Canada, 1866 legal document
* Children's Care and Learning Center of JCCMI Christian Academy, Daguan, Philippines
* 21st Century Community Learning Center, or 21stCCLC, US after-school program
# Leukoaraiosis

Leukoaraiosis is a particular abnormal change in appearance of white matter near the lateral ventricles. It is often seen in aged individuals, but sometimes in young adults. On MRI, leukoaraiosis changes appear as white matter hyperintensities (WMHs) in T2 FLAIR images. On CT scans, leukoaraiosis appears as hypodense periventricular white-matter lesions.
The term "leukoaraiosis" was coined in 1986 by Hachinski, Potter, and Merskey as a descriptive term for rarefaction ("araiosis") of the white matter, showing up as decreased density on CT and increased signal intensity on T2/FLAIR sequences (white matter hyperintensities) performed as part of MRI brain scans.
These white matter changes are also commonly referred to as periventricular white matter disease, or white matter hyperintensities (WMH), due to their bright white appearance on T2 MRI scans. Many patients can have leukoaraiosis without any associated clinical abnormality. However, underlying vascular mechanisms are suspected to be the cause of the imaging findings. Hypertension, smoking, diabetes, hyperhomocysteinemia, and heart diseases are all risk factors for leukoaraiosis.
Leukoaraiosis has been reported to be an initial stage of Binswanger's disease but this evolution does not always happen.

## Causes

White matter hyperintensities can be caused by a variety of factors, including ischemia, micro-hemorrhages, gliosis, damage to small blood vessel walls, breaches of the barrier between the cerebrospinal fluid and the brain, or loss and deformation of the myelin sheath. Multiple small vessel infarcts in the subcortical white matter can cause the condition, often the result of chronic hypertension leading to lipohyalinosis of the small vessels. Patients may develop cognitive impairment and dementia.

## Special cases

* Ischaemic leukoaraiosis has been defined as the leukoaraiosis present after a stroke.
* Diabetes-associated leukoaraiosis has been reported
* CuRRL syndrome: increased Cup: Disc Ratio, Retinal GanglionCell Complex thinning, Radial Peripapillary Capillary Network Density Reduction and Leukoaraiosis
* CADASIL is a hereditary cerebrovascular disorder associated with T2-hyperintense white matter lesions that have a greater extent and earlier age of onset than age-related leukoaraiosis.
# Hallvard Lillehammer

Hallvard Lillehammer is a professor of philosophy at Birkbeck College, University of London. His research relates to "the interpretation and criticism of basic ideas in contemporary moral and political thought, including reason, objectivity, impartiality, autonomy, and detachment." He formerly taught at the Faculty of Philosophy, University of Cambridge, where he was a Fellow of King's College from 2000 to 2009 and a Senior Research Fellow of Churchill College from 2010 to 2013. He was educated at University College London and Peterhouse, Cambridge. Of Norwegian, German and Swedish descent, Lillehammer was born in Bergen and grew up in Stavanger, Norway.

## Selected publications
### Books

* Companions in Guilt: Arguments for Ethical Objectivity. Palgrave Macmillan. 2007.

### Edited volumes

* Real Metaphysics: Essays in Honour of D. H. Mellor. Edited with Gonzalo Rodriguez-Pereyra. Routledge. 2003.
* Ramsey's Legacy. Edited with David Hugh Mellor. Clarendon Press. 2005.
* The Trolley Problem. Cambridge University Press. 2023.

### Articles

* ‘Smith on Moral Fetishism.’ Analysis 57:3, 187-95., 1997.
* 'Moral Realism, Normative Reasons and Rational Intelligibility', Erkenntnis, 2002.
* 'Debunking Morality: Evolutionary Naturalism and Moral Error Theory', Biology and Philosophy, 2003.
* 'Moral Error Theory', Proceedings of the Aristotelian Society, 2004.
* 'Methods of Ethics and the Descent of Man: Darwin and Sidgwick on Ethics and Evolution', Biology and Philosophy, 2010.
* ‘Who Is My Neighbour? Understanding Indifference as a Vice’, Philosophy, 2014.
* ‘Minding Your Own Business? Understanding Indifference as a Virtue’, Philosophical Perspectives, 2014.
* ‘Moral Testimony, Moral Virtue and the Value of Autonomy’, Proceedings of the Aristotelian Society, Supplementary Volume, 2014.
* 'The Nature and Ethics of Indifference', The Journal of Ethics, 2017.
* 'Moral Luck and Moral Performance', European Journal of Philosophy, 2020.
# 2008 African Fencing Championships

The 2008 African Fencing Championships were held in Casablanca, Morocco from 26 to 28 April.

## Medal summary
### Men's events

| Event | Gold | Silver | Bronze |
| Foil | Alaaeldin Abouelkassem (EGY) | Karim Kamoun (TUN) | Xavier Ali (MAR) Tamer Mohamed Tahoun (EGY) |
| Épée | Ahmed El Saghir (EGY) | Ahmed Nabil (EGY) | Ayman Alaa El Din Fayz (EGY) Mohamed Ayoub Ferjani (TUN) |
| Sabre | Mamoudou Keita (SEN) | Samir Mahmoud (EGY) | Mohamed Rebai (TUN) Gamal Fathy (EGY) |
| Team Foil | Egypt | Tunisia | Morocco |
| Team Épée | Egypt | Tunisia | Senegal |
| Team Sabre | Tunisia | Egypt | Senegal |

### Women's events

| Event | Gold | Silver | Bronze |
| Foil | Inès Boubakri (TUN) | Shaimaa El-Gammal (EGY) | Eman El-Gammal (EGY) Iman Shaban (EGY) |
| Épée | Mona Abdel Aziz (EGY) | Imene Ben Chaabane (TUN) | Sarra Besbes (TUN) Ndeye Binta Diongue (SEN) |
| Sabre | Azza Besbes (TUN) | Chaima Fathalli (TUN) | Hela Besbes (EGY) Adja Yacine Sarr (SEN) |
| Team Foil | Egypt | Tunisia | Algeria |
| Team Épée | Tunisia | Algeria | Senegal |
| Team Sabre | Tunisia | Senegal | Morocco |

## Medal table

Host
* Host nation (Morocco)
| Rank | Nation | Gold | Silver | Bronze | Total |
| 1 | Egypt | 6 | 4 | 6 | 16 |
| 2 | Tunisia | 5 | 6 | 3 | 14 |
| 3 | Senegal | 1 | 1 | 5 | 7 |
| 4 | Algeria | 0 | 1 | 1 | 2 |
| 5 | Morocco* | 0 | 0 | 3 | 3 |
| Totals (5 entries) | Totals (5 entries) | 12 | 12 | 18 | 42 |
# CM-field

In mathematics, a CM-field is a particular type of number field, so named for a close connection to the theory of complex multiplication. Another name used is J-field.
The abbreviation "CM" was introduced by (Shimura & Taniyama 1961).

## Formal definition

A number field K is a CM-field if it is a quadratic extension K/F where the base field F is totally real but K is totally imaginary. I.e., every embedding of F into $\mathbb {C}$ lies entirely within $\mathbb {R}$, but there is no embedding of K into $\mathbb {R}$.
In other words, there is a subfield F of K such that K is generated over F by a single square root of an element, say β = ${\sqrt {\alpha }}$, in such a way that the minimal polynomial of β over the rational number field $\mathbb {Q}$ has all its roots non-real complex numbers. For this α should be chosen totally negative, so that for each embedding σ of $F$ into the real number field, σ(α) < 0.

## Properties

One feature of a CM-field is that complex conjugation on $\mathbb {C}$ induces an automorphism on the field which is independent of its embedding into $\mathbb {C}$. In the notation given, it must change the sign of β.
A number field K is a CM-field if and only if it has a "units defect", i.e. if it contains a proper subfield F whose unit group has the same $\mathbb {Z}$-rank as that of K (Remak 1954). In fact, F is the totally real subfield of K mentioned above. This follows from Dirichlet's unit theorem.

## Examples

* The simplest, and motivating, example of a CM-field is an imaginary quadratic field, for which the totally real subfield is just the field of rationals.
* One of the most important examples of a CM-field is the cyclotomic field $\mathbb {Q} (\zeta _{n})$, which is generated by a primitive nth root of unity. It is a totally imaginary quadratic extension of the totally real field $\mathbb {Q} (\zeta _{n}+\zeta _{n}^{-1}).$ The latter is the fixed field of complex conjugation, and $\mathbb {Q} (\zeta _{n})$ is obtained from it by adjoining a square root of $\zeta _{n}^{2}+\zeta _{n}^{-2}-2=(\zeta _{n}-\zeta _{n}^{-1})^{2}.$
* The union Q$^{CM}$ of all CM fields is similar to a CM field except that it has infinite degree. It is a quadratic extension of the union of all totally real fields Q$^R$. The absolute Galois group Gal(Q/Q$^R$) is generated (as a closed subgroup) by all elements of order 2 in Gal(Q/Q), and Gal(Q/Q$^{CM}$) is a subgroup of index 2. The Galois group Gal(Q$^{CM}$/Q) has a center generated by an element of order 2 (complex conjugation) and the quotient by its center is the group Gal(Q$^R$/Q).
* If V is a complex abelian variety of dimension n, then any abelian algebra F of endomorphisms of V has rank at most 2n over Z. If it has rank 2n and V is simple then F is an order in a CM-field. Conversely any CM field arises like this from some simple complex abelian variety, unique up to isogeny.
* One example of a totally imaginary field which is not CM is the number field defined by the polynomial $x^{4}+x^{3}-x^{2}-x+1$.
# Pleurotomella protocostulata

Pleurotomella protocostulata is an extinct species of sea snail, a marine gastropod mollusk in the family Raphitomidae.

## Distribution

Fossils of this marine species were found in Oligocene strata in Aquitaine, France.
# La Sufricaya

La Sufricaya is an archaeological site of the pre-Columbian Maya civilization, located in the Petén Basin region of present-day Guatemala. The site is situated approximately 1.2 km (0.75 mi) west of the site of Holmul, and the relationship between these two sites during the Classic period occupations is a main focus of ongoing investigations.
Teotihuacano-style imagery found on stelae and murals at the site are suggestive of foreign (i.e., non-Maya) presence, or even occupation, although much of the site's extent and historical relationships are yet to be fully excavated and analysed.
# CCLV

CCLV may refer to:
* 255 in Roman numerals
* 255 (number)
* Circus Circus Las Vegas
* Clark County, Las Vegas, the most populous county in the U.S. state of Nevada, home to Las Vegas