Import midifiles et perte de presets de son.
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SawSine
428
Posteur·euse AFfamé·e
Membre depuis 20 ans
Sujet de la discussion Posté le 24/12/2013 à 15:53:51Import midifiles et perte de presets de son.
Salut à tous,
Je suis un utilisateur d'Ableton Live depuis presque une dizaine d'années.
J'ai un problème à chaque fois que j'importe une midifile.
Je perds constamment la soundbank de mon synthé. Je m'explique :
Je prends par exemple le Sylenth comme synthé VSTI, je choisit un preset que j'aime bien.
Lorsque je fais arrêt de la lecture, le preset n'as pas été sauvegardé et il revient au départ (au 1er preset de la soundbank).
J'ai tous essayé pour contourner ce problème, mais je n'y arrive pas.
si vous connaissez une technique pour y parvenir, vous me sauveriez.
Je pense que lorsque je récupère certain midi-files il y a des pistes qui sont assignés a des sons. Et on dirait que c'est difficile de s'en débarrasser, pour apporter son propre preset de son.
Merci de votre aide.
Je suis un utilisateur d'Ableton Live depuis presque une dizaine d'années.
J'ai un problème à chaque fois que j'importe une midifile.
Je perds constamment la soundbank de mon synthé. Je m'explique :
Je prends par exemple le Sylenth comme synthé VSTI, je choisit un preset que j'aime bien.
Lorsque je fais arrêt de la lecture, le preset n'as pas été sauvegardé et il revient au départ (au 1er preset de la soundbank).
J'ai tous essayé pour contourner ce problème, mais je n'y arrive pas.
si vous connaissez une technique pour y parvenir, vous me sauveriez.
Je pense que lorsque je récupère certain midi-files il y a des pistes qui sont assignés a des sons. Et on dirait que c'est difficile de s'en débarrasser, pour apporter son propre preset de son.
Merci de votre aide.
SawSine
Hohman
4086
Squatteur·euse d’AF
Membre depuis 12 ans
2 Posté le 24/12/2013 à 16:14:06
Les midi files que tu récupères doivent contenir des informations de bank et programme midi.
Dans la fenêtre notes Bank, Sub Bank et programme doivent être en position None. Si le problème persiste direction Enveloppes et regardes les courbes d'automation midi, tu dois supprimer les courbes attribuées au changement de bank/programme. 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
Dans la fenêtre notes Bank, Sub Bank et programme doivent être en position None. Si le problème persiste direction Enveloppes et regardes les courbes d'automation midi, tu dois supprimer les courbes attribuées au changement de bank/programme. 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
SawSine
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Posteur·euse AFfamé·e
Membre depuis 20 ans
3 Posté le 24/12/2013 à 18:13:19
Milles millions de merciiiiiiiiis
tu ne sais pas a quel point tu me rends heureux…
Depuis des années que je cherchais le problème.
Oui cela fonctionne, grâce à ta solution.
Merci encore
Loren
tu ne sais pas a quel point tu me rends heureux…
Depuis des années que je cherchais le problème.
Oui cela fonctionne, grâce à ta solution.
Merci encore
Loren
SawSine
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