Divisor
Divisor

quinta-feira, 17 de março de 2011

Hibria é confirmado no "Beijing Midi Music Festival" na China

A gaúcha Hibria foi a primeira banda brasileira na história confirmada no Beijing Midi Music Festival.

A participação dos brasileiros no Beijing Midi Music Festival está inserida nas cinco datas que farão na sua primeira turnê no oriente, onde passarão pela China, Coréia do Sul e Japão, em suporte ao álbum “Blind Ride”.

O festival acontecerá no próximo dia 07 de maio em Beijing, China, e juntamente com a confirmação da Hibria, foi anunciada a volta do Mr. Big ao país.

Para mais informações sobre o Beijing Midi Music Festival, basta acessar o site oficial do evento através deste link.

Em Paralelo, o novo trabalho do Hibria, “Blind Ride”, foi lançado no Japão no último dia 26 de janeiro, onde o grupo realizará uma turnê no próximo mês de maio.

Fonte: MS Metal Press

Nenhum comentário:

Postar um comentário

ATENÇÃO
Todos os links e arquivos que se encontram no site, estão hospedados na própria Internet, somente indicamos onde se encontra, não hospedamos nenhum CD ou programas que seja de distribuição ilegal. Os Arquivos devem permanecer, no máximo, 24 horas em seu computador. Eles podem ser baixados apenas para teste, devendo o usuário apagá-lo ou compra-lo após 24 horas. A aquisição desses arquivos pela internet é de única e exclusiva responsabilidade do usuário. Os donos, webmasters e qualquer outra pessoa que tenha relacionamento com a produção do site não tem responsabilidade alguma sobre os arquivos que o usuário venha a baixar e para que ira utilizá-los. Que fique claro que o Rock World Brasil é totalmente contra a Pirataria.
data:image/jpeg;base64,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
Ir ao Fundo Ir ao Topo