Cabezal controlable por midi

  • 2
rafa-gas
#13 por rafa-gas el 01/12/2013
En este esquema no viene el control del ampli, pero sí el control desde un looper a un segundo looper, que viene a ser lo mismo.

http://t3.gstatic.com/images?q=tbn:ANd9GcSaVSowBOLQb3cnP6LmBYPSFN2UzxWVusd5fqIedrny5KLp8I1X


data:image/jpeg;base64,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

https://www.google.es/search?q=looper+midi&source=lnms&tbm=isch&sa=X&ei=CKObUtOOK8nF7Aa3lYCgDw&ved=0CAcQ_AUoAQ&biw=1188&bih=619

los de G-Lab tienen buena fama y variedad... además con algunos (como el de la primera foto que te pongo) no necesitas ni siquiera pedalera controladora, ya que viene integrada.


Saludos.


Saludos.
Subir
OFERTASVer todas
  • -21%
    Harley Benton Fusion-T HH Roasted FBB
    298 €
    Ver oferta
  • Harley Benton TE-52 NA Vintage Series
    169 €
    Ver oferta
  • Kemper Profiler Stage
    1.429 €
    Ver oferta
Hilos similares
Nuevo post

Regístrate o para poder postear en este hilo