Nascimento
Nascimento (meaning birth) is a common surname in the Portuguese language.
- Abdias do Nascimento (1914–2011), an Afro-Brazilian scholar, artist, and politician
- Alexandra do Nascimento (born 1981), a Brazilian handball player
- Alexandre do Nascimento (born 1925), Roman Catholic cardinal and archbishop in Angola
- Eduardo Nascimento (1943–2019), Angolan vocalist
- Emanuel Nascimento (born 1970), a Brazilian freestyle swimmer
- Francisco Manoel de Nascimento (1734–1819), the Portuguese poet Filinto Elysio
- Lopo do Nascimento (born 1942), an Angolan politician
- Milton Nascimento (born 1942), a Brazilian singer-songwriter
- Yazaldes Nascimento (born 1986), a Portuguese athlete
- Sandro Rosa do Nascimento (1978–2000), a notorious Brazilian criminal
- Tuany Nascimento (20th and 21st century), Brazilian ballet dancer and dance teacher
Brazilian footballers
- Aldair Santos do Nascimento (born 1965), the former Brazilian football defender
- André Luiz Silva do Nascimento (born 1980), the Brazilian footballer
- Evandro Silva do Nascimento (born 1987), the Brazilian footballer
- Fábio do Nascimento Silva (born 1983), Brazilian footballer
- Gabriel dos Santos Nascimento (born 1983), Brazilian footballer
- Jeovânio Rocha do Nascimento (born 1977), Brazilian defensive midfielder
- Luizão — Luiz Carlos Nascimento Júnior (born 1987), Brazilian footballer
- Matheus Leite Nascimento (born 1983), the Brazilian footballer
- Moacir Barbosa Nascimento (1921-2000), the former Brazilian football goalkeeper
- Paulo Sérgio Silvestre do Nascimento (born 1969), the former Brazilian footballer
- Pelé — Edson Arantes do Nascimento (born 1940), the Brazilian footballer
- Edinho — Edson Cholbi Nascimento (born 1970), the former Brazilian football goalkeeper and son of Pelé
- Ramires Santos do Nascimento (born 1987), the Brazilian footballer
- Serginho — Sérgio Paulo Nascimento Filho (born 1988), the Brazilian footballer
- Tinga — Paulo César Fonseca do Nascimento (born 1978), the Brazilian footballer
gollark: i.e. you can get some twice or more.
gollark: There are n roots but not always n distinct ones.
gollark: AKA "solutions", ish.
gollark: Neither, sorry. Values which make it equal to zero.
gollark: Yes. And not just x^n but x^n + 3x^(n-1) + 6 and such.
This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.