Imagem do curso Sala do Bruno Passos
Espaço Bruno Passos
Seja bem vindo a minha sala online!
Você tem o instrumento e não sabe por onde começar? Ou já toca mas nunca fez aulas com um professor? Tocou há muito tempo e quer retornar? Está querendo entrar no universo da improvisação e ter uma rotina técnica simples e eficiente? Ou simplesmente quer tocar melhor o repertório que você já toca?
Você com certeza está no lugar certo!
![](data:image/png;base64,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)
https://www.instagram.com/brunopassostrp/
https://www.youtube.com/channel/UCntLZl3gjWspZD0PwkP5Q_g
Você tem o instrumento e não sabe por onde começar? Ou já toca mas nunca fez aulas com um professor? Tocou há muito tempo e quer retornar? Está querendo entrar no universo da improvisação e ter uma rotina técnica simples e eficiente? Ou simplesmente quer tocar melhor o repertório que você já toca?
Você com certeza está no lugar certo!
https://www.instagram.com/brunopassostrp/
https://www.youtube.com/channel/UCntLZl3gjWspZD0PwkP5Q_g
Imagem do curso Teoria na Prática
Espaço Bruno Passos
-Iniciante: vamos aprender a compreender praticamente tudo o que vemos nas partituras.
-intermediário: para quem já estudou esses assuntos mas não sabe como aplicar na prática.
-Avançado: vamos analisar músicas e entender a relação de escala acorde, motivos rítmicos e melódicos, analisar solos, estudar forma, iniciação a improvisação e composição.
E aí? Vamos aprender a teoria na prática?