OpenLLM-France/wikimedia huggingface dataset:
# 518 BC

The year 518 BC was a year of the pre-Julian Roman calendar. In the Roman Empire, it was known as year 236 Ab urbe condita. The denomination 518 BC for this year has been used since the early medieval period, when the Anno Domini calendar era became the prevalent method in Europe for naming years.

## Events
### By topic
#### Architecture

* Darius I begins constructing Persepolis, a new capital for the Persian Empire (approximate date).
* Construction begins on the Apadana (audience hall) of Darius and Xerxes, ceremonial complex, at Persepolis, Persia.

## Births

* Pindar, Greek lyric poet (approximate date) (d. 438 BC)
* Xerxes I of Persia (or 519 BC)
# Tangential angle

In geometry, the tangential angle of a curve in the Cartesian plane, at a specific point, is the angle between the tangent line to the curve at the given point and the x-axis. (Some authors define the angle as the deviation from the direction of the curve at some fixed starting point. This is equivalent to the definition given here by the addition of a constant to the angle or by rotating the curve.)

## Equations
### Parametric

If a curve is given parametrically by (x(t), y(t)), then the tangential angle φ at t is defined (up to a multiple of 2π) by
    ${\frac {{\bigx'(t),\ y'(t){\big )}}{{\big |}x'(t),\ y'(t){\big |}}}=(\cos \varphi ,\ \sin \varphi ).$
Here, the prime symbol denotes the derivative with respect to t. Thus, the tangential angle specifies the direction of the velocity vector (x(t), y(t)), while the speed specifies its magnitude. The vector
    ${\frac {{\bigx'(t),\ y'(t){\big )}}{{\big |}x'(t),\ y'(t){\big |}}}$
is called the unit tangent vector, so an equivalent definition is that the tangential angle at t is the angle φ such that (cos φ, sin φ) is the unit tangent vector at t.
If the curve is parametrized by arc length s, so |x′(s), y′(s)| = 1, then the definition simplifies to
    ${\bigx'(s),\ y'(s){\big )}=(\cos \varphi ,\ \sin \varphi ).$
In this case, the curvature κ is given by φ′(s), where κ is taken to be positive if the curve bends to the left and negative if the curve bends to the right. Conversely, the tangent angle at a given point equals the definite integral of curvature up to that point:
    $\varphi (s)=\int _{0}^{s}\kappa (s)ds+\varphi _{0}$
    $\varphi (t)=\int _{0}^{t}\kappa (t)s'(t)dt+\varphi _{0}$

### Explicit

If the curve is given by the graph of a function y = f(x), then we may take (x, f(x)) as the parametrization, and we may assume φ is between −⁠π/2⁠ and ⁠π/2⁠. This produces the explicit expression
    $\varphi =\arctan f'(x).$

## Polar tangential angle

In polar coordinates, the polar tangential angle is defined as the angle between the tangent line to the curve at the given point and ray from the origin to the point. If ψ denotes the polar tangential angle, then ψ = φ − θ, where φ is as above and θ is, as usual, the polar angle.
If the curve is defined in polar coordinates by r = f(θ), then the polar tangential angle ψ at θ is defined (up to a multiple of 2π) by
    ${\frac {{\bigf'(\theta ),\ f(\theta ){\big )}}{{\big |}f'(\theta ),\ f(\theta ){\big |}}}=(\cos \psi ,\ \sin \psi )$.
If the curve is parametrized by arc length s as r = r(s), θ = θ(s), so |(r′(s), rθ′(s))| = 1, then the definition becomes
    ${\bigr'(s),\ r\theta '(s){\big )}=(\cos \psi ,\ \sin \psi )$.
The logarithmic spiral can be defined a curve whose polar tangential angle is constant.
# Fio Zanotti

Fiorenzo "Fio" Zanotti (born 20 November 1949) is an Italian record producer, arranger, conductor, composer and multiinstrumentalist.
Born in Bologna, Zanotti graduated from the conservatory of his hometown as a conductor. His first musical experiences were as an accordionist in the Linetti Orchestra, and an organist in the musical group Judas. In 1980 he started a long collaboration with Loredana Bertè. He has also collaborated with a number of other notable Italian artists and groups, including Pooh (for whom he produced and arranged many albums in the 1980s), Zucchero Fornaciari, Adriano Celentano, Vasco Rossi, Renato Zero, Francesco De Gregori, Spagna, Claudio Baglioni, Anna Oxa, Fiordaliso, and Gianluca Grignani. In the 1990s he was a member of the supergroup Adelmo e i suoi Sorapis. From the late 1990s onward he conducted for numerous RAI television programs.
Since 1990 he has participated in almost every edition of the Sanremo Music Festival – as composer, arranger, producer, conductor – winning several editions including the 1999 edition (conducting the song "Senza pietà" by Anna Oxa, which he also produced) and the Nuove Proposte section in 2010 (conducting the winning song "Il linguaggio della resa" by Tony Maiello).
# Topalçavuş, Aşkale

Topalçavuş is a neighbourhood in the municipality and district of Aşkale, Erzurum Province in Turkey. Its population is 292 and is inhabited by Turks (2022).
# Grenville—Carleton (federal electoral district)

Grenville–Carleton was a federal electoral district represented in the House of Commons of Canada from 1968 to 1979. It was located in the province of Ontario. This riding was created in 1966 from parts of Carleton and Grenville—Dundas ridings.
It consisted of:
* the part of the City of Ottawa lying south of Base Line Road and west of Fisher Avenue;
* the Townships of Goulbourn, Marlborough, Nepean, North Gower and Osgoode, and Long Island (in the Township of Gloucester) in the County of Carleton;
* the County of Grenville, including the Village of Merrickville, and
* the Townships of Matilda and Mountain in the County of Dundas.
The electoral district was abolished in 1976 when it was redistributed between Leeds—Grenville, Nepean—Carleton, Ottawa Centre, Ottawa West—Nepean and Stormont—Dundas ridings.

## Members of Parliament

This riding has elected the following members of Parliament:
| Parliament | Years | Member | Party |
| Riding created from Carleton and Grenville—Dundas |||||
| 28th | 1968–1972 | Gordon Blair | Liberal |
| 29th | 1972–1974 | Walter Baker | Progressive Conservative |
| 30th | 1974–1979 | Walter Baker | Progressive Conservative |
| Riding dissolved into Leeds—Grenville, Nepean—Carleton, Ottawa Centre, Ottawa West—Nepean and Stormont—Dundas |||||

## Election results

1968 Canadian federal election :
| Candidate | Votes |
| Liberal | Gordon Blair | 21,250 |
| Progressive Conservative | Jean Casselman Wadds | 18,843 |
| New Democratic | David Bell | 3,887 |
1972 Canadian federal election :
| Candidate | Votes |
| Progressive Conservative | Walter Baker | 32,689 |
| Liberal | Gordon Blair | 22,026 |
| New Democratic | Joan Kabayama | 6,405 |
1974 Canadian federal election :
| Candidate | Votes |
| Progressive Conservative | Walter Baker | 33,946 |
| Liberal | Jim McDonald | 22,803 |
| New Democratic | Joan Kabayama | 5,679 |
# List of Marathi films of 1950

A list of films produced by the Marathi language film industry based in Maharashtra in the year 1950.

## 1950 Releases

A list of Marathi films released in 1950.
| Year | Film | Director | Cast | Notes |
| 1950 | Mee Daru Sodli | Bhalji Pendharkar | | |
| 1950 | Pudhcha Paool | Raja Paranjpe | P.L. Deshpande, Hansa Wadkar | |
| 1950 | Ram Ram Pahune | Dinkar D. Patil | | This is the one of two movies for which Lata Mangeshkar has composed music under her own name. |
| 1950 | Bala Jo Jo Re | Datta Dharmadhikari | Suryakant, Vasant Shinde, Sulochana | |
| 1950 | Shilanganache Sone | Bhalji Pendharkar | Hansa Wadkar, Shanta Apte, Baburao Pendharkar, Suryakant, Master Vithal | |
| 1950 | Dev Pavla | Ram Gabale | | |
| 1950 | Krantiveer Vasudev Balwant | Vishram Bedekar | | |
| 1950 | Johar Maibaap | Ram Gabale | | |
| 1950 | Vanshacha Diva | Govind Ghanekar | | |
| 1950 | Patthe Bapurao | Raja Nene | Raja Nene, Ranjana | |
| 1950 | Var Pahije | Achyut Govind Ranade | Raja Paranjape | |
| 1950 | Ketakichya Banaat | Anant Mane, Raja Nene | Suryakant, Raina, Vasant Shinde | |
| 1950 | Jara Japun | Raja Paranjpe | | |
# Archibald John Macdonald (Prince Edward Island politician)

Archibald John Macdonald (October 10, 1834 – August 18, 1917) was a merchant and political figure in Prince Edward Island. He represented 5th Kings in the Legislative Assembly of Prince Edward Island as a Conservative member from 1872 to 1876 and from 1879 to 1912.
He was born in Panmure Island, the son of Hugh Macdonald and Catherine McDonald, and was educated at Georgetown and at the Central Academy (later Prince of Wales College) in Charlottetown. He went into business with his older brother Andrew Archibald and his younger brother Augustine Colin. In 1873, he married Marion Murphy. Macdonald was a justice of the peace, a customs collector at Georgetown and was also a consular agent for the United States. He served as a member of the province's Executive Council from 1873 to 1876 and again in 1883.
Macdonald was defeated when he ran for reelection in 1876. He also served as sheriff for Kings County. He died in Georgetown at the age of 72.
# 566 BC

The year 566 BC was a year of the pre-Julian Roman calendar. In the Roman Empire, it was known as year 188 Ab urbe condita. The denomination 566 BC for this year has been used since the early medieval period, when the Anno Domini calendar era became the prevalent method in Europe for naming years.

## Events
### By place
#### Athens

* The first known Panathenaic Games of Ancient Greece are conducted in Athens.

#### India

* Vardhamana attained True Knowledge and became Mahavira.

## Births

* Zerubbabel, Jewish leader.
* Buddha, the founder of Buddhism. Although it is unknown for certain what his birth year was, 566 BCE is the most commonly given date.
# Paulinho (footballer, born 1966)

Paulo José Ramos Mendes (born 26 May 1966), known as Paulinho, is a Portuguese football manager and a former player of Angolan descent. He was most recently the manager of B-SAD.
He played 12 seasons and 296 games in the Primeira Liga for Estrela da Amadora, Salgueiros, Estoril, Nacional and Benfica.

## Club career

He made his Primeira Liga debut for S.L. Benfica on 26 August 1989 in a game against Vitória de Guimarães. He also played one game for Benfica in the 1989–90 European Cup against Derry City.

## International

He played his only game for the Portugal national football team on 12 February 1992 in a friendly game against Netherlands.
# Pawns of Time

Pawns of Time is an adventure published by Mayfair Games in 1986 for the superhero role-playing game DC Heroes, the first in the four-part "Chessman" series.

## Plot summary

Pawns of Time is the first in a series of four adventures involving the Legion of Super Heroes versus the Time Trapper. The player characters, each a member of the Legion, along with Brainiac 5, are ambushed by six former Legionnaires thought to have died. The "dead" superheroes are now agents of the Time Trapper, who has summoned them from the past and brainwashed them into working for him. Following the ambush, the agents successfully kidnap the comatose Jaxon Rugarth (formerly Legion enemy "The Infinite Man"). The player characters determine that the Time Trapper is trying to turn Rugarth back into The Infinite Man, and must act to stop him.

## Publication history

Mayfair Games published the superhero role-playing game DC Heroes in 1985. Pawns of Time, Book 1 of the Chessman series, was released the following year, a 32-page softcover book written by Steve Crow and Chris Mortika, with cartography by James Clouse, and cover art by Ed Hannigan (layout), Curt Swan (pencils), Bob Smith (inks), and Gene D'Angelo (colors). Three more books in the Chessman series were published in 1987: Knight to Planet 3, Mad Rook's Gambit, and King for All Time.

## Reception

Pete Tamlyn reviewed Pawns of Time for White Dwarf #88, and was ambivalent, concluding: "Pawns of Time is not a bad adventure, but neither is it a particularly good one. The main thing it has going for it is that the players never get to find out who was really behind what was happening and will therefore be keen to play the next part".
# Granville Road tram stop

Granville Road is a tram stop on the South Yorkshire Supertram network, opened on 22 August 1994. Each platform is located on opposite sides of Granville Road, the northbound platform on the north side, and vice versa. It is also near The Sheffield College and Granville Square.

## History

This stop was opened along with the section between Fitzalan Square and Spring Lane in August 1994. It was extended to Gleadless Townend in December 1994 and further to Halfway in March 1995.
| Preceding station | South Yorkshire Supertram | South Yorkshire Supertram | South Yorkshire Supertram | Following station |
| Sheffield Stationtowards Malin Bridge | | Blue Route | | Park Grange Crofttowards Halfway |
| Sheffield Stationtowards Cathedral | | Purple Route | | Park Grange Crofttowards Herdings Park |
# WD Austerity 2-8-0 79257

War Department "Austerity" 2-8-0, WD No. 79257 is a preserved British steam locomotive. It is the only survivor of its type. Originally built by the Vulcan Foundry in 1945, works No. 5200, it was given the WD No. 79257. During the liberation of Europe, it was transferred to mainland Europe with the British Army.

## Post-war service

After the war, it was sold to Nederlandse Spoorwegen (NS, Dutch Railways), where it became part of the NS 4300 class number 4464. NS in turn sold it to Statens Järnvägar (SJ, Swedish State Railways) where it became Class G11 1931. Also sold to SJ at the same time was 4383 ex WD 78259 which became SJ 1930.

## Preservation

No. 1931 was preserved by the Keighley & Worth Valley Railway, who ran it in SJ condition for several years. In 1993 work began on restoring the locomotive to more or less original condition, as "British Railways No. 90733", one higher than the last BR ex-WD Austerity 2-8-0, 90732 Vulcan. Incidentally, one engine did very briefly carry the BR number 90733 as ex-WD Stanier Class 8F No. 48773 (also preserved) was incorrectly numbered that upon entering BR stock in 1957, after being mistaken for an Austerity 2-8-0 type. As of July 2018, it is being stripped for an overhaul.

## Gallery

* Approaching Oakworth
* Makers' plate
# Sofie Linde

Sofie Linde Ingversen (born Sofie Linde Lauridsen, 22 September 1989 in Aarhus), professionally known as Sofie Linde, is a Danish television presenter and main presenter of the Danish X-Factor.

## Private life

Sofie Linde was born in Aarhus but spent most of her early life in Odder. She made her acting debut in the 2009 Danish film Aching Hearts (Kærestesorger).
In January 2016, she debuted as the main presenter of the ninth series of the Danish version of X-Factor.
On 13 August 2017, it was announced she and television presenter Joakim Ingversen were expecting their first child. and they married on 27 December 2017.

## Statements on sexual harassment

In September 2020, Politiken published a letter signed by more than 700 Danish women, addressed to Linde. The letter said "you are right, we experienced it too". It was referring to Linde's critique at the sexual harassment and sexist workplace culture Linde had experienced. Linde's comments unleashed a wave of debate, involving the resignation of Danish Social Liberal Party leader Morten Østergaard. Copenhagen mayor Frank Jensen also admitted that he had been harassing women during his career.
# James E. MacDonald

James Emmanuel MacDonald (January 5, 1842 – October 1, 1903) was a merchant and political figure in Prince Edward Island. He represented 3rd Kings in the Legislative Assembly of Prince Edward Island from 1873 to 1882 and from 1890 to 1904 as a Conservative member.
He was born in Georgetown, Prince Edward Island, the son of Angus MacDonald, and was educated there. In 1864, he moved to Cardigan, where he entered into business with Hugh McDonald. Around 1876, he established his own ship building business. He married Georgina Stevens in 1877. MacDonald was first elected to the provincial assembly in 1873 after Augustine Colin Macdonald was elected to the House of Commons. He retired from politics in 1882 but was elected again in 1890 after the death of Hugh Lord McDonald. MacDonald served in the province's Executive Council as Commissioner of Public Works from 1890 to 1891, when he resigned from the council.
MacDonald was also a member of the Dairymen's Association for the province. He died in office in 1903 during a trip to Boston.
# Serhiy Andryeyev

Serhiy Volodymyrovych Andryeyev (Ukrainian: Сергій Володимирович Андрєєв; born 14 March 1990) is a Ukrainian footballer who last plays as a centre-back for Terengganu II.
# Algerian Futsal Cup

The Algerian Futsal Cup (Arabic: كأس الجزائر لكرة الصالة) is a futsal competition in Algeria, pitting regional teams against each other. It was established in 2004. The first wa won by OM Ruisseau and the second edition of 2011-12 was won by GC Mascara.

## Finals

| Year | Winners | Score | Runners-up | Venue | Attendance |
| 2004–05 | OM Ruisseau | 8–4 | ASO Chlef | Salle Omnisports, Boufarik | 3.000 |
| 2011–12 | GC Mascara | 3–2 | IRS Garidi-Kouba | Palais des Sports, Oran | 5.000 |
| 2012–13 | AS Sûreté de Skikda | 4–3 | Rabie El Djazaïri Oran | Salle omnisports de Skikda, Skikda | |
| 2013–14 | Rabie El Djazaïri Oran | 5–2 | AS Sûreté de Skikda | Palais des Sports, Oran | 5,000 |
| 2014–15 | Rabie El Djazaïri Oran | 3–2 | CF Akbou | Salle omnisports de Relizane, Relizane | |
| 2015–16 | CSA Futsal Bordj Bou Arréridj | 6–2 | MC Béjaïa | Salle omnisports de Sidi Bel Abbès, Sidi Bel Abbès | |
| 2016–17 | MC Béjaïa | 6–1 | AS Guelma | Salle omnisports Rabah Bitat, Bouira | |
| 2017–18 | MC Béjaïa | 7–5 | EF Constantine | Hacène Harcha Arena, Algiers | |
| 2018–19 | EF Constantine | 12–5 | MC Béjaïa | Hacène Harcha Arena, Algiers | 50 |
| 2019–20 | Not held due to the COVID-19 pandemic in Algeria | Not held due to the COVID-19 pandemic in Algeria | Not held due to the COVID-19 pandemic in Algeria | Not held due to the COVID-19 pandemic in Algeria | Not held due to the COVID-19 pandemic in Algeria |
| 2020–21 | Not held due to the COVID-19 pandemic in Algeria | Not held due to the COVID-19 pandemic in Algeria | Not held due to the COVID-19 pandemic in Algeria | Not held due to the COVID-19 pandemic in Algeria | Not held due to the COVID-19 pandemic in Algeria |
| 2021–22 | Canceled | Canceled | Canceled | Canceled | Canceled |
| 2022–23 | AC Auzium | 6–5 | Paradou AC | Hacène Harcha Arena, Algiers | |
| 2023–24 | CF El Kseur | 1–1 (a.e.t.) (5–3 p) | AC Auzium | La Coupole, Algiers | |
| 2024–25 | | – | | | |

## Performance by club

| Rank | Club | Winners | Runners-up | Winning Years | Runners-up years |
| 1 | MC Béjaïa | 2 | 2 | 2017, 2018 | 2016, 2019 |
| 2 | Rabie El Djazaïri Oran | 2 | 1 | 2014, 2015 | 2013 |
| 3 | AS Sûreté de Skikda | 1 | 1 | 2013 | 2014 |
| 3 | EF Constantine | 1 | 1 | 2019 | 2018 |
| 3 | AC Auzium | 1 | 1 | 2023 | 2024 |
| 5 | OM Ruisseau | 1 | 0 | 2005 | |
| 5 | GC Mascara | 1 | 0 | 2012 | |
| 5 | CF Bordj Bou Arréridj | 1 | 0 | 2016 | |
| 5 | CF El Kseur | 1 | 0 | 2024 | |
| 9 | ASO Chlef | 0 | 1 | | 2005 |
| 9 | IRS Garidi-Kouba | 0 | 1 | | 2012 |
| 9 | CF Akbou | 0 | 1 | | 2015 |
| 9 | AS Guelma | 0 | 1 | | 2017 |
| 9 | Paradou AC | 0 | 1 | | 2023 |
# Tozluca, Aşkale

Tozluca is a neighbourhood in the municipality and district of Aşkale, Erzurum Province in Turkey. Its population is 22 and is inhabited by Alevi Zazas with a minority of Alevi Turks (2022).
# Jebero language

Jebero (Chebero, Xebero, Xihuila) is a moribund Amazonian language spoken by the Jebero people of Jeberos, Peru. It is spoken by only a small number of older adults and belongs to the Cahuapanan family together with Chayahuita.

## Phonology
### Vowels

Monophthong phonemes :
| | Front | Central | Back |
| Close | i | | u |
| Mid | | ɘ | |
| Open | | a | |
* /i/ varies between close front unrounded [i], near-close front unrounded [i̞] and close-mid front unrounded [e].
* /u/ varies between near-close near-front rounded [ʊ] and close-mid back weakly rounded [o̜], with the latter realization being the most usual.
* /ɘ/ varies between mid near-front unrounded [ɛ̽] and close-mid central unrounded [ɘ].
** /ɘ/ is shorter than the other vowels, particularly between voiceless consonants.
** The sequence /ɘn/ is sometimes realized as a syllabic [n̩].
* /a/ varies between open central unrounded [ä] and near-open retracted front [æ̠]. The vowel chart in Valenzuela & Gussenhoven (2013) puts /a/ in the near-open central position [ɐ].
** In closed syllables, /a/ is realized as open-mid central unrounded [ɜ].

### Consonants

Consonant phonemes :
| | | Labial | Alveolar | Palatal | Velar | Glottal |
| Nasal | Nasal | m | n | ɲ | | |
| Stop | Stop | p | t | tʃ | k | ʔ |
| Fricative | Fricative | | s | ʃ | | (h) |
| Trill | plain | | r | | | |
| Trill | glottalized | | ˀr | | | |
| Approximant | central | w | ð̞ | j | | |
| Approximant | lateral | | l | ʎ | | |
* /m, p/ are bilabial, whereas /w/ is labialized velar.
* /tʃ/ is an affricate, rather than a plosive. It has nevertheless been placed in the table in that manner to save space.
* /n, t, ð, l/ are laminal denti-alveolar [n̪, t̪, ð̪, l̪].
** In the syllable coda, /n/ is realized with a wider contact, maximally dentoalveolo-velar [n̪͡ŋ].
** After /u, a/, the denti-alveolar contact is often not made, which makes /n/ sound more like a velar nasal [ŋ].
** /ð/ may sometimes sound as if it were a lateral consonant, but it is never realized as lateral.
* /ɲ, ʎ/ are dentoalveolo-palatal [ɲ̪, ʎ̪].
** /ʎ/ is sometimes realized as a weak fricative [ʎ̪˔].
* /h/ occurs only in the affirmative interjection [ahã].
* /r/ is realized as a flap [ɾ] in the syllable onset and as a trill [r] in the syllable coda.
* /ˀr/ is a glottalized flap [ˀɾ]. Intervocalically, it is realized as a sequence [ɾʔ].
# Tahir Maqsood

Tahir Maqsood (born 3 March 1981) is a Pakistani cricketer. He played in 50 first-class and 15 List A matches between 2001 and 2011.
# Malcolm McFadyen

Malcolm McFadyen (9 June 1838 – c. 15 April 1883) was a Canadian politician, who represented 4th Kings in the Legislative Assembly of Prince Edward Island from 1882 to 1886. He was a member of the Prince Edward Island Liberal Party. A school teacher, farmer and general merchant in Murray Harbour, Prince Edward Island, McFadyen ran unsuccessfully in the 1876 provincial election, the 1878 federal election and the 1879 provincial election before being elected in the 1882 provincial election.
During his term he became embroiled in a controversy when James Edwin Robertson was declared ineligible for election to the House of Commons of Canada after winning a seat in the 1882 federal election, on the grounds that he was still a sitting member of Prince Edward Island's legislative assembly, and therefore ineligible to run in the federal election. According to Robertson, in accordance with the process for resigning from the legislature he had submitted his resignation notice to two fellow MLAs, McFadyen and Peter McLaren, but a procedural error in McFadyen and McLaren's handling of the document had left the resignation improperly registered.
vte1878 Canadian federal election: King's County :
| Candidate | Votes | % | Elected |
| Liberal–Conservative | Augustine Colin Macdonald | 2,264 | – | X |
| Conservative | Ephraim Bell Muttart | 2,077 | – | X |
| Liberal | Peter Adolphus McIntyre | 1,499 | – | |
| Unknown | Malcolm McFadyen | 1,251 | – | |
# 576 BC

The year 576 BC was a year of the pre-Julian Roman calendar. In the Roman Empire, it was known as year 178 Ab urbe condita . The denomination 576 BC for this year has been used since the early medieval period, when the Anno Domini calendar era became the prevalent method in Europe for naming years.

## Births

* Cyrus the Great, founder of the Persian Empire (or 600 BC)

## Deaths

* Aeropus I, king of Macedon