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Sujet Delay avec banque mémoires

  • 4 réponses
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Sujet de la discussion Delay avec banque mémoires
Bonsoir,
Quelqu'un pourrait t'il m'indiquer s'il existe une pédale de delay sur laquelle on peut mémoriser les réglages ( des banques ).
Quant je parle de mémoires, je parle de pouvoir mémoriser 4 ou 5 réglages ( 2 mémoires pour des sons style U2 / 2 mémoires pour des sons floyd / .... )
Merci pour vos infos ....
2
Boss DD20
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

Vox delaylab :
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

Line6 DL4
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

Digitech TB2
http://www.lapedale.fr/images_magasin/1026_image_med_digitech%20time%20bender%20la%20pedale.jpg

TC electronic Flashback X4
http://www.lapedale.fr/images_magasin/1573_image_med_flashback-x4-delay-front_medium.jpg

Eventide time factor
http://www.lapedale.fr/images_magasin/849_image_med_eventide-timefactor.jpg

TC electronic nova delay
http://www.lapedale.fr/images/ND-1_ib_mod_xxl.jpg

Entre autres...

Un esprit sein dans un... cornichon ?

Le tout venant a été piraté par les mômes, on se risque sur le bizarre : https://soundcloud.com/gojats  

3
Ok, merci pour ta réponse, mais ils ont combien de mémoire utilisable ?
Car je ne trouve pas ses infos sur les differents site.
4
Pas plus de 4, et pas sur toutes.
Mais chopes les "owner manuel" de chaque modèle en googlelisant t'auras toutes les spéc.
Et ici aussi par exemple

Un esprit sein dans un... cornichon ?

Le tout venant a été piraté par les mômes, on se risque sur le bizarre : https://soundcloud.com/gojats  

5
images
c'est le top, y a le eventide time factor qui joue dans la meme cour (plein de presets programmable, grande variété de delais differents); le strymon serait un peu plus orienté simulation analogique.

[ Dernière édition du message le 29/08/2013 à 10:32:43 ]