Sujet Crown XLS 402D
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tooffy
1514
AFicionado·a
Premier post
1 Posté le 14/12/2018 à 17:06:04Crown XLS 402D
Sympa ou à éviter ?
j'ai trouvé des avis sur le Crown XLS 402, mais pas sur le Crown XLS 402D, a croire que tout est mélangé avec l'autre version, ou que personne n'en a jamais vu...
https://fr.audiofanzine.com/ampli-sono-2-canaux/crown/xls-series-xls-402d/
j'ai trouvé des avis sur le Crown XLS 402, mais pas sur le Crown XLS 402D, a croire que tout est mélangé avec l'autre version, ou que personne n'en a jamais vu...
https://fr.audiofanzine.com/ampli-sono-2-canaux/crown/xls-series-xls-402d/
Memento mori.
Si jamais, je cherche des vieux CD thunderdome ;)
[ Dernière édition du message le 14/12/2018 à 17:07:00 ]
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Ipwarrior
8180
Je poste, donc je suis
11 Posté le 16/12/2018 à 15:30:39
Ok, je vois !
Il vaut mieux que tu prennes alors un EP2000 avec limiteur activé sur l'ampli et coupe bas activé à 30Hz.
Sérieusement c'est plus sûr.
Je ne te vois pas avec un EP4000 finalement : autant éviter la grillade de hps !
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R4bBL31nuHxBvBstGmZRNEKjByrm4kcSs3h64a3kxO/3dFuxFg7cRsPNBLPMdjXucALTz0uUvOFa2zzJnfae9lfiWOLhp6n7CArNJgXPb+USdlQT6D8M4TAAJP3uuOLiQA4EW6CDxKXUKuiZOmImeqMfWa9gIMkjccT5/dkpL2aRfpgQyw6pB+sncnp5X7KdX2fcBq1dT6qFTHOYQRxv06fYlH++qO2Av0Uq10VJRb2I3YYAHUDzzz5FC4rBUPC/wAWqASLjpP6gJ1i8DMgfFG1+2xWcx2GdqOmCBveBI/nZW0/2ZLjW6LW06JkX8pPpMHdVYr2epVg40iW1mxDQCQ4kHS1p3JOk+sDkJBmDNDo1AHcQII6QeYMIrCY8sIqTFr6TcGZG+0GDbaN7pO0C4tVQp/FwSyq2RsT/IVGJy+2qnBam2ZtZXe5w8NRxLj0Mkme472SeoKlA9PqCtE7VmTVOgVovfiZ9FMVrRwj216dYQ7wP69fX9kHi8C+n3HUfugR7hq7mmQYT7Ce0p0w8BxG0hZkNJXkpNJjTaHOHwzWBrrOcRJB2HYdUTgKFIGXGDItMW5JHPC9OOsAdgIjoL/yi6WGHxB+4MW0kW4dN/S1yuVze22dKgtJC1mOaHaRe/mI6owY5rSQJI36AHrO/RNHYfDuHibIAF2mItcuJ3M38kMMPQDgDAaI/N6TBE+n2UlGRduIvqV6zhqa2JIvO8CAAYnr80ONbibk82gedzwtLmdbD6Rp0ktaP+kECbtmSHO3NhZBYHFUryQ2I23NoNwLdfVVHjVsTbukB4TLH1DLhaIBh2wF5iJAU6GTMkTUiZPhHTufXeFbQc6o6GO8E76SI6XHrx+qoeWNMnU++/Fhu24EHyPCtSSV0yeMm6tDPKWsbBduLAkkwYvqv+3PCIp1KbXl3u2VASbCdOme3rczsEhdiXEeGBFpIJn12HzlWlxY1pDxPMACBtYOufoo2trRolbp7HOOxJBLfCxpMncmYjrHdUHMBpLRUnkCCLc7i6FZlwc33hl7iTfxE7WEAc/fRW1cM+k1rm0236A8dgBdJOLW5A4SUtRINzCoPC2k0ybajcGLTAvPmqvd1ahgvZzaSNrQ2xv/AGmlPC1ajQS0Mm0g7HtH7oStkDmEl53NzqmRB3tHeZWkVG64/wBkSjNb5a/RHB5TodrfVD72a1xdyZtPTzWhoV2wABeRsAOPJUYaqGlrYkum8TtG7gOb88Jjh2nWI/13T5/+Q8Srn2NdU2ki3Tn5pW+kZ+IwLkkwjXY0SR0sqKxsSOnoi90Jx/G6CcLhmuHYomlABaOElwuYEOcOBtCvpYq46lUmTKO7J4nExzfrwgK2KkzIb3+Z80PicQbt7/ugcRVOx+cpNS6KuCd+wjFPDj8Xr599lTRrVKctI1NdvJjvYqNEeEXEj9EQaLnbaj62+quMNUZSypuyl+J4N+38mEYMU4N1HUI5BICFqYTR4nuA87n5IHEGtVb7uk2GHdzzE+fJ8gtKUdsy5SnpD3K/akVJa25EgSBft17rLZxja+t0tO/AAH6qWE9nKrTJdY7gA3+YBHmm1DJBLQ8zMXdPJgGCYKXNDWKXZkDWqPtp9Tx6plTyZxlrpJi0EADz9Y9ei02JwdJj2626I6S4COrTvfrwp1cVpbMAgyCeN5aR0N7jv8s3NGixsR1PYappL6VQVNO99BEE7ONj14SgYqCadZotYzG46/yFtMvzX3ZDtZaBcg+Ig7kS3eQNjuFn82whxVZ1USHVCJHGwGw22++VGdhLGKa+XNI1U4I6c+h5VVDFFvhIkC0Hcdv6W6yP2VazUHSbb7j0Fu3I80F7RezlJoL21JOrTB06xwCYsfKPVNTVieNozD8uY8TTMHp97JZWw5YYcL90wq4SpSOrgfmG3qOPVXUs1bHjEnqP9qzMTVXG0fc8I+liHhjZJAIAPUQ4xI6XmLJfhnu1TP31Ua2JM/EbWgrKUbLhOuxzhqm87Dfe+/n5+SlgSx5LXOh1zt2+l+O6R0sZBBN534nsSijVAcC3+/nuVKXA1vkPK2GpzcaYEDxWNjJk8+aoouY06HabzMQRMiAeALHad9ksqYmLlsgTIJNyZ6eajSqtIGpuw6m548v5+SpTaQpxuWhlVzAA6BTAuTO2m8wDO38rn4hp0j/9eKTciwsk+KxExwB0hW4bFtECDKn90WvqzY4LSW2bYcWn+v7RmXtYSBpBJmOnkbwf6WXbm8CAYBtyeZvdTwecVG+GA9l5lsHmDIuN7LOTlJG0eMGaSnVLA7S0aSbEdfvqqxmToLZJvMREbzx2J9e6z1XNX2DQ6O53mJtMcD5Kr3tR8jc9piOhsoqfbNVKHSRovxkwA608x0/sq/F1aZDQHCYnab+Y4WSbr6x2h1/oraOEeYFy47CEeN3tg8lqkh7hsWI07fWPX73TOrmopU/DzbzWdbgarPyOPNwY9VZUwdao4NLHDoCIHe62jBLZhOcpfig5mZl1x1V7saWi5meP2VGDyupGkNvc77RwTt0Rv/DVbucLDuqTitomUZtpMswRAaXu5+t9l1TGt+InfhTw+Fa+xdIHBBHNh59kTVykAyS0D0HO4QsiuqF4X22hbTOoyNjzwp4nDtJt+hRn/tBhsTzJMR0kK6hj6DZAt35/0jy/of8AjfsBw2GETDjHA8I9dyUS2k8xDQ0DcxP1KKOcgE6QId9LdOUPXzMny7feynzsb+Ki6pgQRJ9YEH5hVNwbdJMkHf7HKVYzFFvIDTxbft0QgzRwgHwg2BdYdkcpPoHGC0x9WrO0/wDtm/Jgm3S+1ylmIxAcNLjBG97ntc9VbgsLVfJc4AHpsfVGU8qpxMeL6IbY1G0J8yqOeQ8AvdA3tMCJPB2QjKFRxEkjqBt+i01Ssyn8TQ4xt37dksxGaFoLfdg+Qv1HrdJSSYODaPKeDawDUQD80wwdICBTDXCZaBPyFrfRZ6vj3H44DSLG8XmBt2+iHqZkWfAbtcYI2sbET26qZTNI4zVsc+dLzpBh0kQQNiT0iW3F7+iyWeY11Z7nNkwACRzpPxGP1QQxFR8gE7Hknp/A+S6hjDSs4W/6h+6rHFt2ZZZqKpdnYXM4tUmNtXHkVbVyyk/xNt/27H57K+pSZUE2vzx8kGcvqAnSSAbwLj0XScQiY6Dz6fVe1KesSBcfdz1/hQI4XtJ0Wn+uhUgwd0dP99V6yqdp8lc4cj/RQzmxcJjv6LX4l2x4VYrGIVjW6v2/j0XGh6H7slSHyYfl+Wl58Ui0gdusc+SK/wCKaCLkSYuLDzjhe4TFDmxA362j781PE4wQAJgRuem11zuTcqOqMUol1XAUWuDJvG/frHRXPDGtIgtsQHeGD0HVDODHEPL97WG3Fwr8PgGuIY2QAJk7dOu5Sborv6LcFTpEDVa8v2tb6+vVHtqUhqDGxtEzv+Xa0LxuWAC7bRvfy3FlPDZMXOmdDesxaPNTyfbRtHE+kzqBp2LnhjovYQR28lbSxJbEQS0k6rAHuYFxH6oz/wBEPqT7muC0b6iR9E2xPsVSZhmNFQGoBLpmPQfylL5EVoa+NNujO1s7e4gl3eG7fRWUc2MyXOmI6mDuJ59VV/6dcHDxNi3b0RH/AATS672N4gdepkq3JvQLA426PX5q62k9+lxH8Lw5w4kyTzIJt8kQ3I9OxBAvMTPorsBlhZVBdUZpm4LWqXGVPZUUm0q7FYxZsRvO/VEMr4ioI9097RsQ0mPUbJ/mmLp0akAU4gGwET6IjAYxl3NqQ10S3iT24WHObjy/6dSwR5cTHYrCVZjRUHZzSLeq8/DVC7aPNbjMs5otILnE8OvcdBdUZXm1Bz9Dmt94L9WkRYz1Qs1R5TX9BL41ukxVg/Zys5uokQPn6Kt+TVA4DS4p1mmeFphpaBMbdb+Hql+O9pHBtrXsTe/SAjFn91dizfEjX8qA3ZNy7UL7dJ80A7LAN3hzRIhwuJ4nlX4vPi4+Ikz9UDVxbZsCPI3/ANrZZ5tdUcsvjYovTsYNqMZakPd9QDLSfI2UKWYvmHGY2++UmqYwxFuxPCFr5k6Im4IIIsfMFFyZP4xNFWA3dab9PmleYY1oIAGw+oQtLMNTL3hIcdiiXGE1ilLsl54wVIY4vHaiO3U/fUoWpXmw3Sx+oiVPDDxX+trx1HK2jiSOefyJPovpY1zTIKf4CsKrRqvc3ETc28PPRLaWEbU5g9eJ5m1lWKD6J1dD4h24PdapHOxljME6mdVE25adjv8AIrsNnLY+LQeRMf7V2CzFj7Tc2g+fKozDK2OIcJv0F/VUSIHsvHTby/pQ0c/cKeMqtMaXXkzuL9hf6r2gdcRE2FyBfsEqEmQJ0jVBLTAmflA3NlGBFxM7FF5pXhjWRtMkX9CUHgaviAgO5AO090AeARa8fX07q1kuvzzt878IrFDVd7qYcJgMBPTeJH1Q9CvH5bw76+guOsoAqqPOqZ/RdUqi318/4XPaY3MG/mqSwi8WSpMpSaG+D0GmPFDtURBJjk9EdQxdiI7/AMeSSURyFc3ELKcToxTQ9fmTy4mZ7cWEbegV+Gxz5iNxHWATsJ2Wfo4gzPKvZizvyspQOmGWjWYHNq1OQHxMkzEn13ROJ9pZBkatrTvbfsscMUZuVWyuJKxlhTdnQvktKkaJ+cPFh1tzfr5rytm5mHTP3cpGcTEQYPUKh1ebkz+qtYr2J/Ka0aQ56WMJa6JEERxzHTZSw2K1sDiWjeJdv6BZr3jVBtcDlOWO+zNfIp2h/WxQa6XaXwLNkgSRAkjp+yowuObfU4tIO3WOnZJquIaVMPkBVHGuNURP5EnLlYzr45jnzpMzO/HYKYzCQWgQSZ1fmtHISuHAWv5XVJeQrWMxef8AY5q458AE3E3N5lCOxRi8+YQAqk7yrqNLqU1jJedhQx44+Z3UamOJNt0P+CJuASqQDqMi/AhUoRJeWRa+oe8oapO946pxhPZyu+iK4ALTMtH+RomAXN3AM2KAxGXvJDWmQeO6pNdGbt7JYJkW3J2i6Cx2HcKhBEfobdURh4pEjXM8Dcev39EZh4MEGezr38lZAtw7w7YAH72lEuy8FpM7diflCX5lTe13jG+xGx/tEZfmhEAnyKKCzzC5gaexDm3E8xt5p6MQ2vT0zHeL+RnhB47LKdUaqfhdHoT3790l9/Wpvgkgttfp07hAFuMwzqTr2vZ3B8ii8LnJAh1+/wDKKwWZMqDRUAnkHY+SExWQOmaZlp4JuP5TEKsXSjxdd1XQqwf1RpII6gpe9sGEgGNU6hBG/KXwQe6JwzpEc8LzE0uRwgC7CVA4QRJ+U+ZVuKZtDfOL+SW03wZG6YNxBLY4QIgSI+9+qtrNECN+b/I9lQ4HzlSZG3y/tIZJuIOztuwA/wDLzULev3deVKfReU7jiR346JhRJtReurKbKOqwCrxOFc0/dkh2QdW85Xgqu6qdCnO6Obg26ZM7xI+tkUPkwFjydrrgXDdX06Ra6Wm39ohzWk9DyP3BSoLABUMol2DqQCWkBwkdCrBQi4v25TehmZNE03gloO0DciC4HcEQLIdjVGcdTjhNcqyipXJDYbESXuDBJmAJMkmDEKFQf+Q4I+90ThQ57xLj5ncI2Com7K9LT4w14gFpkG/SQrvZ3LBWr02vcxrS7xGo4MbHI1HY9Fd7T46l76Gl7hDdL3t0l7dIFx2cHNnmEHTdHiAnslTC0O8xyFjWmpRLnUZi/wAdN3/TUHbadilxwNIvptGoA6dRJaAL+LTxEbEohntlUbUpvpsaxzW6ahJLzVg2dUaTEgWH2AVmdalWLn0i2Y1PY0ghpNzojiTt+yVNFWh/VrZdWe2kPeMptYQww33lKLgVJPjbue02J4zGYYF1N7S9gc2TpdENcGmHQR0O/RIcdTc0mo1znT8UmT5glEYXO3aYe5z2EkwTME7kSbGYQ47GpaG+YZ7Wr1qTZZQ9zSaymGy2WMHhGqSXHz49V7iarajRq0tqn4oHhce52DjPkllZjKo3kcHkH9ihcVi3MBZWBe0mQ4Ei8RcARKpomzzNMrvqp7jdvVK213NcXAEXuCjcFm14dfof5RmLwbKw1Aw7qP36p0TZ2HxLKrYdBngpXmGUlniZdn1H9IevSfSfBsdx0TPLc1nwuTF0L8Djiw72Tstp4ht9+DyEPmGUB8vp2PI4Pkk1Oo+k7kFA6vaLMbl76Rvtw4bf0icLnDmiDfomWCzFtQaXfIoXF5ISZpkQeDx5Ji7FtD4R98qjG7+i5ckI7DfE1F1efJcuQwFpRND4V6uQBe3j1/RUM3b5r1cgGEvQrl6uSKGOXb/fRRft816uQL2V4PlFU9iuXJoH2dT5UcR/kHquXIA48olv+I+ZXq5An0CYb4fUozB/GPNcuQgFGb/5D5lNsJ+y5cn7EK8y/wAwRmTf5j5H9AvVylmiGL/zeqz9PY/9xXLkMSDMo/N5o3N/8RXLk10J9ma5T7KNly5CCRH2h2CRUtwuXJMa6NblvwpT7Q/EuXIl6Hj9ivCfEFq8N8IXLlSJZ//Z 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
Donc l'achat le plus sûr dans ton cas c'est un EP2000 avec les commutateurs bien réglés sur les entrées.
Le -5db c'est le vue-mètre de l'ampli : ceux qui bossent avec les vue-mètres m'auront compris de facto, on va dire la génération des 80-90 en ampli Power.
Il vaut mieux que tu prennes alors un EP2000 avec limiteur activé sur l'ampli et coupe bas activé à 30Hz.
Sérieusement c'est plus sûr.
Je ne te vois pas avec un EP4000 finalement : autant éviter la grillade de hps !
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R4bBL31nuHxBvBstGmZRNEKjByrm4kcSs3h64a3kxO/3dFuxFg7cRsPNBLPMdjXucALTz0uUvOFa2zzJnfae9lfiWOLhp6n7CArNJgXPb+USdlQT6D8M4TAAJP3uuOLiQA4EW6CDxKXUKuiZOmImeqMfWa9gIMkjccT5/dkpL2aRfpgQyw6pB+sncnp5X7KdX2fcBq1dT6qFTHOYQRxv06fYlH++qO2Av0Uq10VJRb2I3YYAHUDzzz5FC4rBUPC/wAWqASLjpP6gJ1i8DMgfFG1+2xWcx2GdqOmCBveBI/nZW0/2ZLjW6LW06JkX8pPpMHdVYr2epVg40iW1mxDQCQ4kHS1p3JOk+sDkJBmDNDo1AHcQII6QeYMIrCY8sIqTFr6TcGZG+0GDbaN7pO0C4tVQp/FwSyq2RsT/IVGJy+2qnBam2ZtZXe5w8NRxLj0Mkme472SeoKlA9PqCtE7VmTVOgVovfiZ9FMVrRwj216dYQ7wP69fX9kHi8C+n3HUfugR7hq7mmQYT7Ce0p0w8BxG0hZkNJXkpNJjTaHOHwzWBrrOcRJB2HYdUTgKFIGXGDItMW5JHPC9OOsAdgIjoL/yi6WGHxB+4MW0kW4dN/S1yuVze22dKgtJC1mOaHaRe/mI6owY5rSQJI36AHrO/RNHYfDuHibIAF2mItcuJ3M38kMMPQDgDAaI/N6TBE+n2UlGRduIvqV6zhqa2JIvO8CAAYnr80ONbibk82gedzwtLmdbD6Rp0ktaP+kECbtmSHO3NhZBYHFUryQ2I23NoNwLdfVVHjVsTbukB4TLH1DLhaIBh2wF5iJAU6GTMkTUiZPhHTufXeFbQc6o6GO8E76SI6XHrx+qoeWNMnU++/Fhu24EHyPCtSSV0yeMm6tDPKWsbBduLAkkwYvqv+3PCIp1KbXl3u2VASbCdOme3rczsEhdiXEeGBFpIJn12HzlWlxY1pDxPMACBtYOufoo2trRolbp7HOOxJBLfCxpMncmYjrHdUHMBpLRUnkCCLc7i6FZlwc33hl7iTfxE7WEAc/fRW1cM+k1rm0236A8dgBdJOLW5A4SUtRINzCoPC2k0ybajcGLTAvPmqvd1ahgvZzaSNrQ2xv/AGmlPC1ajQS0Mm0g7HtH7oStkDmEl53NzqmRB3tHeZWkVG64/wBkSjNb5a/RHB5TodrfVD72a1xdyZtPTzWhoV2wABeRsAOPJUYaqGlrYkum8TtG7gOb88Jjh2nWI/13T5/+Q8Srn2NdU2ki3Tn5pW+kZ+IwLkkwjXY0SR0sqKxsSOnoi90Jx/G6CcLhmuHYomlABaOElwuYEOcOBtCvpYq46lUmTKO7J4nExzfrwgK2KkzIb3+Z80PicQbt7/ugcRVOx+cpNS6KuCd+wjFPDj8Xr599lTRrVKctI1NdvJjvYqNEeEXEj9EQaLnbaj62+quMNUZSypuyl+J4N+38mEYMU4N1HUI5BICFqYTR4nuA87n5IHEGtVb7uk2GHdzzE+fJ8gtKUdsy5SnpD3K/akVJa25EgSBft17rLZxja+t0tO/AAH6qWE9nKrTJdY7gA3+YBHmm1DJBLQ8zMXdPJgGCYKXNDWKXZkDWqPtp9Tx6plTyZxlrpJi0EADz9Y9ei02JwdJj2626I6S4COrTvfrwp1cVpbMAgyCeN5aR0N7jv8s3NGixsR1PYappL6VQVNO99BEE7ONj14SgYqCadZotYzG46/yFtMvzX3ZDtZaBcg+Ig7kS3eQNjuFn82whxVZ1USHVCJHGwGw22++VGdhLGKa+XNI1U4I6c+h5VVDFFvhIkC0Hcdv6W6yP2VazUHSbb7j0Fu3I80F7RezlJoL21JOrTB06xwCYsfKPVNTVieNozD8uY8TTMHp97JZWw5YYcL90wq4SpSOrgfmG3qOPVXUs1bHjEnqP9qzMTVXG0fc8I+liHhjZJAIAPUQ4xI6XmLJfhnu1TP31Ua2JM/EbWgrKUbLhOuxzhqm87Dfe+/n5+SlgSx5LXOh1zt2+l+O6R0sZBBN534nsSijVAcC3+/nuVKXA1vkPK2GpzcaYEDxWNjJk8+aoouY06HabzMQRMiAeALHad9ksqYmLlsgTIJNyZ6eajSqtIGpuw6m548v5+SpTaQpxuWhlVzAA6BTAuTO2m8wDO38rn4hp0j/9eKTciwsk+KxExwB0hW4bFtECDKn90WvqzY4LSW2bYcWn+v7RmXtYSBpBJmOnkbwf6WXbm8CAYBtyeZvdTwecVG+GA9l5lsHmDIuN7LOTlJG0eMGaSnVLA7S0aSbEdfvqqxmToLZJvMREbzx2J9e6z1XNX2DQ6O53mJtMcD5Kr3tR8jc9piOhsoqfbNVKHSRovxkwA608x0/sq/F1aZDQHCYnab+Y4WSbr6x2h1/oraOEeYFy47CEeN3tg8lqkh7hsWI07fWPX73TOrmopU/DzbzWdbgarPyOPNwY9VZUwdao4NLHDoCIHe62jBLZhOcpfig5mZl1x1V7saWi5meP2VGDyupGkNvc77RwTt0Rv/DVbucLDuqTitomUZtpMswRAaXu5+t9l1TGt+InfhTw+Fa+xdIHBBHNh59kTVykAyS0D0HO4QsiuqF4X22hbTOoyNjzwp4nDtJt+hRn/tBhsTzJMR0kK6hj6DZAt35/0jy/of8AjfsBw2GETDjHA8I9dyUS2k8xDQ0DcxP1KKOcgE6QId9LdOUPXzMny7feynzsb+Ki6pgQRJ9YEH5hVNwbdJMkHf7HKVYzFFvIDTxbft0QgzRwgHwg2BdYdkcpPoHGC0x9WrO0/wDtm/Jgm3S+1ylmIxAcNLjBG97ntc9VbgsLVfJc4AHpsfVGU8qpxMeL6IbY1G0J8yqOeQ8AvdA3tMCJPB2QjKFRxEkjqBt+i01Ssyn8TQ4xt37dksxGaFoLfdg+Qv1HrdJSSYODaPKeDawDUQD80wwdICBTDXCZaBPyFrfRZ6vj3H44DSLG8XmBt2+iHqZkWfAbtcYI2sbET26qZTNI4zVsc+dLzpBh0kQQNiT0iW3F7+iyWeY11Z7nNkwACRzpPxGP1QQxFR8gE7Hknp/A+S6hjDSs4W/6h+6rHFt2ZZZqKpdnYXM4tUmNtXHkVbVyyk/xNt/27H57K+pSZUE2vzx8kGcvqAnSSAbwLj0XScQiY6Dz6fVe1KesSBcfdz1/hQI4XtJ0Wn+uhUgwd0dP99V6yqdp8lc4cj/RQzmxcJjv6LX4l2x4VYrGIVjW6v2/j0XGh6H7slSHyYfl+Wl58Ui0gdusc+SK/wCKaCLkSYuLDzjhe4TFDmxA362j781PE4wQAJgRuem11zuTcqOqMUol1XAUWuDJvG/frHRXPDGtIgtsQHeGD0HVDODHEPL97WG3Fwr8PgGuIY2QAJk7dOu5Sborv6LcFTpEDVa8v2tb6+vVHtqUhqDGxtEzv+Xa0LxuWAC7bRvfy3FlPDZMXOmdDesxaPNTyfbRtHE+kzqBp2LnhjovYQR28lbSxJbEQS0k6rAHuYFxH6oz/wBEPqT7muC0b6iR9E2xPsVSZhmNFQGoBLpmPQfylL5EVoa+NNujO1s7e4gl3eG7fRWUc2MyXOmI6mDuJ59VV/6dcHDxNi3b0RH/AATS672N4gdepkq3JvQLA426PX5q62k9+lxH8Lw5w4kyTzIJt8kQ3I9OxBAvMTPorsBlhZVBdUZpm4LWqXGVPZUUm0q7FYxZsRvO/VEMr4ioI9097RsQ0mPUbJ/mmLp0akAU4gGwET6IjAYxl3NqQ10S3iT24WHObjy/6dSwR5cTHYrCVZjRUHZzSLeq8/DVC7aPNbjMs5otILnE8OvcdBdUZXm1Bz9Dmt94L9WkRYz1Qs1R5TX9BL41ukxVg/Zys5uokQPn6Kt+TVA4DS4p1mmeFphpaBMbdb+Hql+O9pHBtrXsTe/SAjFn91dizfEjX8qA3ZNy7UL7dJ80A7LAN3hzRIhwuJ4nlX4vPi4+Ikz9UDVxbZsCPI3/ANrZZ5tdUcsvjYovTsYNqMZakPd9QDLSfI2UKWYvmHGY2++UmqYwxFuxPCFr5k6Im4IIIsfMFFyZP4xNFWA3dab9PmleYY1oIAGw+oQtLMNTL3hIcdiiXGE1ilLsl54wVIY4vHaiO3U/fUoWpXmw3Sx+oiVPDDxX+trx1HK2jiSOefyJPovpY1zTIKf4CsKrRqvc3ETc28PPRLaWEbU5g9eJ5m1lWKD6J1dD4h24PdapHOxljME6mdVE25adjv8AIrsNnLY+LQeRMf7V2CzFj7Tc2g+fKozDK2OIcJv0F/VUSIHsvHTby/pQ0c/cKeMqtMaXXkzuL9hf6r2gdcRE2FyBfsEqEmQJ0jVBLTAmflA3NlGBFxM7FF5pXhjWRtMkX9CUHgaviAgO5AO090AeARa8fX07q1kuvzzt878IrFDVd7qYcJgMBPTeJH1Q9CvH5bw76+guOsoAqqPOqZ/RdUqi318/4XPaY3MG/mqSwi8WSpMpSaG+D0GmPFDtURBJjk9EdQxdiI7/AMeSSURyFc3ELKcToxTQ9fmTy4mZ7cWEbegV+Gxz5iNxHWATsJ2Wfo4gzPKvZizvyspQOmGWjWYHNq1OQHxMkzEn13ROJ9pZBkatrTvbfsscMUZuVWyuJKxlhTdnQvktKkaJ+cPFh1tzfr5rytm5mHTP3cpGcTEQYPUKh1ebkz+qtYr2J/Ka0aQ56WMJa6JEERxzHTZSw2K1sDiWjeJdv6BZr3jVBtcDlOWO+zNfIp2h/WxQa6XaXwLNkgSRAkjp+yowuObfU4tIO3WOnZJquIaVMPkBVHGuNURP5EnLlYzr45jnzpMzO/HYKYzCQWgQSZ1fmtHISuHAWv5XVJeQrWMxef8AY5q458AE3E3N5lCOxRi8+YQAqk7yrqNLqU1jJedhQx44+Z3UamOJNt0P+CJuASqQDqMi/AhUoRJeWRa+oe8oapO946pxhPZyu+iK4ALTMtH+RomAXN3AM2KAxGXvJDWmQeO6pNdGbt7JYJkW3J2i6Cx2HcKhBEfobdURh4pEjXM8Dcev39EZh4MEGezr38lZAtw7w7YAH72lEuy8FpM7diflCX5lTe13jG+xGx/tEZfmhEAnyKKCzzC5gaexDm3E8xt5p6MQ2vT0zHeL+RnhB47LKdUaqfhdHoT3790l9/Wpvgkgttfp07hAFuMwzqTr2vZ3B8ii8LnJAh1+/wDKKwWZMqDRUAnkHY+SExWQOmaZlp4JuP5TEKsXSjxdd1XQqwf1RpII6gpe9sGEgGNU6hBG/KXwQe6JwzpEc8LzE0uRwgC7CVA4QRJ+U+ZVuKZtDfOL+SW03wZG6YNxBLY4QIgSI+9+qtrNECN+b/I9lQ4HzlSZG3y/tIZJuIOztuwA/wDLzULev3deVKfReU7jiR346JhRJtReurKbKOqwCrxOFc0/dkh2QdW85Xgqu6qdCnO6Obg26ZM7xI+tkUPkwFjydrrgXDdX06Ra6Wm39ohzWk9DyP3BSoLABUMol2DqQCWkBwkdCrBQi4v25TehmZNE03gloO0DciC4HcEQLIdjVGcdTjhNcqyipXJDYbESXuDBJmAJMkmDEKFQf+Q4I+90ThQ57xLj5ncI2Com7K9LT4w14gFpkG/SQrvZ3LBWr02vcxrS7xGo4MbHI1HY9Fd7T46l76Gl7hDdL3t0l7dIFx2cHNnmEHTdHiAnslTC0O8xyFjWmpRLnUZi/wAdN3/TUHbadilxwNIvptGoA6dRJaAL+LTxEbEohntlUbUpvpsaxzW6ahJLzVg2dUaTEgWH2AVmdalWLn0i2Y1PY0ghpNzojiTt+yVNFWh/VrZdWe2kPeMptYQww33lKLgVJPjbue02J4zGYYF1N7S9gc2TpdENcGmHQR0O/RIcdTc0mo1znT8UmT5glEYXO3aYe5z2EkwTME7kSbGYQ47GpaG+YZ7Wr1qTZZQ9zSaymGy2WMHhGqSXHz49V7iarajRq0tqn4oHhce52DjPkllZjKo3kcHkH9ihcVi3MBZWBe0mQ4Ei8RcARKpomzzNMrvqp7jdvVK213NcXAEXuCjcFm14dfof5RmLwbKw1Aw7qP36p0TZ2HxLKrYdBngpXmGUlniZdn1H9IevSfSfBsdx0TPLc1nwuTF0L8Djiw72Tstp4ht9+DyEPmGUB8vp2PI4Pkk1Oo+k7kFA6vaLMbl76Rvtw4bf0icLnDmiDfomWCzFtQaXfIoXF5ISZpkQeDx5Ji7FtD4R98qjG7+i5ckI7DfE1F1efJcuQwFpRND4V6uQBe3j1/RUM3b5r1cgGEvQrl6uSKGOXb/fRRft816uQL2V4PlFU9iuXJoH2dT5UcR/kHquXIA48olv+I+ZXq5An0CYb4fUozB/GPNcuQgFGb/5D5lNsJ+y5cn7EK8y/wAwRmTf5j5H9AvVylmiGL/zeqz9PY/9xXLkMSDMo/N5o3N/8RXLk10J9ma5T7KNly5CCRH2h2CRUtwuXJMa6NblvwpT7Q/EuXIl6Hj9ivCfEFq8N8IXLlSJZ//Z 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R4bBL31nuHxBvBstGmZRNEKjByrm4kcSs3h64a3kxO/3dFuxFg7cRsPNBLPMdjXucALTz0uUvOFa2zzJnfae9lfiWOLhp6n7CArNJgXPb+USdlQT6D8M4TAAJP3uuOLiQA4EW6CDxKXUKuiZOmImeqMfWa9gIMkjccT5/dkpL2aRfpgQyw6pB+sncnp5X7KdX2fcBq1dT6qFTHOYQRxv06fYlH++qO2Av0Uq10VJRb2I3YYAHUDzzz5FC4rBUPC/wAWqASLjpP6gJ1i8DMgfFG1+2xWcx2GdqOmCBveBI/nZW0/2ZLjW6LW06JkX8pPpMHdVYr2epVg40iW1mxDQCQ4kHS1p3JOk+sDkJBmDNDo1AHcQII6QeYMIrCY8sIqTFr6TcGZG+0GDbaN7pO0C4tVQp/FwSyq2RsT/IVGJy+2qnBam2ZtZXe5w8NRxLj0Mkme472SeoKlA9PqCtE7VmTVOgVovfiZ9FMVrRwj216dYQ7wP69fX9kHi8C+n3HUfugR7hq7mmQYT7Ce0p0w8BxG0hZkNJXkpNJjTaHOHwzWBrrOcRJB2HYdUTgKFIGXGDItMW5JHPC9OOsAdgIjoL/yi6WGHxB+4MW0kW4dN/S1yuVze22dKgtJC1mOaHaRe/mI6owY5rSQJI36AHrO/RNHYfDuHibIAF2mItcuJ3M38kMMPQDgDAaI/N6TBE+n2UlGRduIvqV6zhqa2JIvO8CAAYnr80ONbibk82gedzwtLmdbD6Rp0ktaP+kECbtmSHO3NhZBYHFUryQ2I23NoNwLdfVVHjVsTbukB4TLH1DLhaIBh2wF5iJAU6GTMkTUiZPhHTufXeFbQc6o6GO8E76SI6XHrx+qoeWNMnU++/Fhu24EHyPCtSSV0yeMm6tDPKWsbBduLAkkwYvqv+3PCIp1KbXl3u2VASbCdOme3rczsEhdiXEeGBFpIJn12HzlWlxY1pDxPMACBtYOufoo2trRolbp7HOOxJBLfCxpMncmYjrHdUHMBpLRUnkCCLc7i6FZlwc33hl7iTfxE7WEAc/fRW1cM+k1rm0236A8dgBdJOLW5A4SUtRINzCoPC2k0ybajcGLTAvPmqvd1ahgvZzaSNrQ2xv/AGmlPC1ajQS0Mm0g7HtH7oStkDmEl53NzqmRB3tHeZWkVG64/wBkSjNb5a/RHB5TodrfVD72a1xdyZtPTzWhoV2wABeRsAOPJUYaqGlrYkum8TtG7gOb88Jjh2nWI/13T5/+Q8Srn2NdU2ki3Tn5pW+kZ+IwLkkwjXY0SR0sqKxsSOnoi90Jx/G6CcLhmuHYomlABaOElwuYEOcOBtCvpYq46lUmTKO7J4nExzfrwgK2KkzIb3+Z80PicQbt7/ugcRVOx+cpNS6KuCd+wjFPDj8Xr599lTRrVKctI1NdvJjvYqNEeEXEj9EQaLnbaj62+quMNUZSypuyl+J4N+38mEYMU4N1HUI5BICFqYTR4nuA87n5IHEGtVb7uk2GHdzzE+fJ8gtKUdsy5SnpD3K/akVJa25EgSBft17rLZxja+t0tO/AAH6qWE9nKrTJdY7gA3+YBHmm1DJBLQ8zMXdPJgGCYKXNDWKXZkDWqPtp9Tx6plTyZxlrpJi0EADz9Y9ei02JwdJj2626I6S4COrTvfrwp1cVpbMAgyCeN5aR0N7jv8s3NGixsR1PYappL6VQVNO99BEE7ONj14SgYqCadZotYzG46/yFtMvzX3ZDtZaBcg+Ig7kS3eQNjuFn82whxVZ1USHVCJHGwGw22++VGdhLGKa+XNI1U4I6c+h5VVDFFvhIkC0Hcdv6W6yP2VazUHSbb7j0Fu3I80F7RezlJoL21JOrTB06xwCYsfKPVNTVieNozD8uY8TTMHp97JZWw5YYcL90wq4SpSOrgfmG3qOPVXUs1bHjEnqP9qzMTVXG0fc8I+liHhjZJAIAPUQ4xI6XmLJfhnu1TP31Ua2JM/EbWgrKUbLhOuxzhqm87Dfe+/n5+SlgSx5LXOh1zt2+l+O6R0sZBBN534nsSijVAcC3+/nuVKXA1vkPK2GpzcaYEDxWNjJk8+aoouY06HabzMQRMiAeALHad9ksqYmLlsgTIJNyZ6eajSqtIGpuw6m548v5+SpTaQpxuWhlVzAA6BTAuTO2m8wDO38rn4hp0j/9eKTciwsk+KxExwB0hW4bFtECDKn90WvqzY4LSW2bYcWn+v7RmXtYSBpBJmOnkbwf6WXbm8CAYBtyeZvdTwecVG+GA9l5lsHmDIuN7LOTlJG0eMGaSnVLA7S0aSbEdfvqqxmToLZJvMREbzx2J9e6z1XNX2DQ6O53mJtMcD5Kr3tR8jc9piOhsoqfbNVKHSRovxkwA608x0/sq/F1aZDQHCYnab+Y4WSbr6x2h1/oraOEeYFy47CEeN3tg8lqkh7hsWI07fWPX73TOrmopU/DzbzWdbgarPyOPNwY9VZUwdao4NLHDoCIHe62jBLZhOcpfig5mZl1x1V7saWi5meP2VGDyupGkNvc77RwTt0Rv/DVbucLDuqTitomUZtpMswRAaXu5+t9l1TGt+InfhTw+Fa+xdIHBBHNh59kTVykAyS0D0HO4QsiuqF4X22hbTOoyNjzwp4nDtJt+hRn/tBhsTzJMR0kK6hj6DZAt35/0jy/of8AjfsBw2GETDjHA8I9dyUS2k8xDQ0DcxP1KKOcgE6QId9LdOUPXzMny7feynzsb+Ki6pgQRJ9YEH5hVNwbdJMkHf7HKVYzFFvIDTxbft0QgzRwgHwg2BdYdkcpPoHGC0x9WrO0/wDtm/Jgm3S+1ylmIxAcNLjBG97ntc9VbgsLVfJc4AHpsfVGU8qpxMeL6IbY1G0J8yqOeQ8AvdA3tMCJPB2QjKFRxEkjqBt+i01Ssyn8TQ4xt37dksxGaFoLfdg+Qv1HrdJSSYODaPKeDawDUQD80wwdICBTDXCZaBPyFrfRZ6vj3H44DSLG8XmBt2+iHqZkWfAbtcYI2sbET26qZTNI4zVsc+dLzpBh0kQQNiT0iW3F7+iyWeY11Z7nNkwACRzpPxGP1QQxFR8gE7Hknp/A+S6hjDSs4W/6h+6rHFt2ZZZqKpdnYXM4tUmNtXHkVbVyyk/xNt/27H57K+pSZUE2vzx8kGcvqAnSSAbwLj0XScQiY6Dz6fVe1KesSBcfdz1/hQI4XtJ0Wn+uhUgwd0dP99V6yqdp8lc4cj/RQzmxcJjv6LX4l2x4VYrGIVjW6v2/j0XGh6H7slSHyYfl+Wl58Ui0gdusc+SK/wCKaCLkSYuLDzjhe4TFDmxA362j781PE4wQAJgRuem11zuTcqOqMUol1XAUWuDJvG/frHRXPDGtIgtsQHeGD0HVDODHEPL97WG3Fwr8PgGuIY2QAJk7dOu5Sborv6LcFTpEDVa8v2tb6+vVHtqUhqDGxtEzv+Xa0LxuWAC7bRvfy3FlPDZMXOmdDesxaPNTyfbRtHE+kzqBp2LnhjovYQR28lbSxJbEQS0k6rAHuYFxH6oz/wBEPqT7muC0b6iR9E2xPsVSZhmNFQGoBLpmPQfylL5EVoa+NNujO1s7e4gl3eG7fRWUc2MyXOmI6mDuJ59VV/6dcHDxNi3b0RH/AATS672N4gdepkq3JvQLA426PX5q62k9+lxH8Lw5w4kyTzIJt8kQ3I9OxBAvMTPorsBlhZVBdUZpm4LWqXGVPZUUm0q7FYxZsRvO/VEMr4ioI9097RsQ0mPUbJ/mmLp0akAU4gGwET6IjAYxl3NqQ10S3iT24WHObjy/6dSwR5cTHYrCVZjRUHZzSLeq8/DVC7aPNbjMs5otILnE8OvcdBdUZXm1Bz9Dmt94L9WkRYz1Qs1R5TX9BL41ukxVg/Zys5uokQPn6Kt+TVA4DS4p1mmeFphpaBMbdb+Hql+O9pHBtrXsTe/SAjFn91dizfEjX8qA3ZNy7UL7dJ80A7LAN3hzRIhwuJ4nlX4vPi4+Ikz9UDVxbZsCPI3/ANrZZ5tdUcsvjYovTsYNqMZakPd9QDLSfI2UKWYvmHGY2++UmqYwxFuxPCFr5k6Im4IIIsfMFFyZP4xNFWA3dab9PmleYY1oIAGw+oQtLMNTL3hIcdiiXGE1ilLsl54wVIY4vHaiO3U/fUoWpXmw3Sx+oiVPDDxX+trx1HK2jiSOefyJPovpY1zTIKf4CsKrRqvc3ETc28PPRLaWEbU5g9eJ5m1lWKD6J1dD4h24PdapHOxljME6mdVE25adjv8AIrsNnLY+LQeRMf7V2CzFj7Tc2g+fKozDK2OIcJv0F/VUSIHsvHTby/pQ0c/cKeMqtMaXXkzuL9hf6r2gdcRE2FyBfsEqEmQJ0jVBLTAmflA3NlGBFxM7FF5pXhjWRtMkX9CUHgaviAgO5AO090AeARa8fX07q1kuvzzt878IrFDVd7qYcJgMBPTeJH1Q9CvH5bw76+guOsoAqqPOqZ/RdUqi318/4XPaY3MG/mqSwi8WSpMpSaG+D0GmPFDtURBJjk9EdQxdiI7/AMeSSURyFc3ELKcToxTQ9fmTy4mZ7cWEbegV+Gxz5iNxHWATsJ2Wfo4gzPKvZizvyspQOmGWjWYHNq1OQHxMkzEn13ROJ9pZBkatrTvbfsscMUZuVWyuJKxlhTdnQvktKkaJ+cPFh1tzfr5rytm5mHTP3cpGcTEQYPUKh1ebkz+qtYr2J/Ka0aQ56WMJa6JEERxzHTZSw2K1sDiWjeJdv6BZr3jVBtcDlOWO+zNfIp2h/WxQa6XaXwLNkgSRAkjp+yowuObfU4tIO3WOnZJquIaVMPkBVHGuNURP5EnLlYzr45jnzpMzO/HYKYzCQWgQSZ1fmtHISuHAWv5XVJeQrWMxef8AY5q458AE3E3N5lCOxRi8+YQAqk7yrqNLqU1jJedhQx44+Z3UamOJNt0P+CJuASqQDqMi/AhUoRJeWRa+oe8oapO946pxhPZyu+iK4ALTMtH+RomAXN3AM2KAxGXvJDWmQeO6pNdGbt7JYJkW3J2i6Cx2HcKhBEfobdURh4pEjXM8Dcev39EZh4MEGezr38lZAtw7w7YAH72lEuy8FpM7diflCX5lTe13jG+xGx/tEZfmhEAnyKKCzzC5gaexDm3E8xt5p6MQ2vT0zHeL+RnhB47LKdUaqfhdHoT3790l9/Wpvgkgttfp07hAFuMwzqTr2vZ3B8ii8LnJAh1+/wDKKwWZMqDRUAnkHY+SExWQOmaZlp4JuP5TEKsXSjxdd1XQqwf1RpII6gpe9sGEgGNU6hBG/KXwQe6JwzpEc8LzE0uRwgC7CVA4QRJ+U+ZVuKZtDfOL+SW03wZG6YNxBLY4QIgSI+9+qtrNECN+b/I9lQ4HzlSZG3y/tIZJuIOztuwA/wDLzULev3deVKfReU7jiR346JhRJtReurKbKOqwCrxOFc0/dkh2QdW85Xgqu6qdCnO6Obg26ZM7xI+tkUPkwFjydrrgXDdX06Ra6Wm39ohzWk9DyP3BSoLABUMol2DqQCWkBwkdCrBQi4v25TehmZNE03gloO0DciC4HcEQLIdjVGcdTjhNcqyipXJDYbESXuDBJmAJMkmDEKFQf+Q4I+90ThQ57xLj5ncI2Com7K9LT4w14gFpkG/SQrvZ3LBWr02vcxrS7xGo4MbHI1HY9Fd7T46l76Gl7hDdL3t0l7dIFx2cHNnmEHTdHiAnslTC0O8xyFjWmpRLnUZi/wAdN3/TUHbadilxwNIvptGoA6dRJaAL+LTxEbEohntlUbUpvpsaxzW6ahJLzVg2dUaTEgWH2AVmdalWLn0i2Y1PY0ghpNzojiTt+yVNFWh/VrZdWe2kPeMptYQww33lKLgVJPjbue02J4zGYYF1N7S9gc2TpdENcGmHQR0O/RIcdTc0mo1znT8UmT5glEYXO3aYe5z2EkwTME7kSbGYQ47GpaG+YZ7Wr1qTZZQ9zSaymGy2WMHhGqSXHz49V7iarajRq0tqn4oHhce52DjPkllZjKo3kcHkH9ihcVi3MBZWBe0mQ4Ei8RcARKpomzzNMrvqp7jdvVK213NcXAEXuCjcFm14dfof5RmLwbKw1Aw7qP36p0TZ2HxLKrYdBngpXmGUlniZdn1H9IevSfSfBsdx0TPLc1nwuTF0L8Djiw72Tstp4ht9+DyEPmGUB8vp2PI4Pkk1Oo+k7kFA6vaLMbl76Rvtw4bf0icLnDmiDfomWCzFtQaXfIoXF5ISZpkQeDx5Ji7FtD4R98qjG7+i5ckI7DfE1F1efJcuQwFpRND4V6uQBe3j1/RUM3b5r1cgGEvQrl6uSKGOXb/fRRft816uQL2V4PlFU9iuXJoH2dT5UcR/kHquXIA48olv+I+ZXq5An0CYb4fUozB/GPNcuQgFGb/5D5lNsJ+y5cn7EK8y/wAwRmTf5j5H9AvVylmiGL/zeqz9PY/9xXLkMSDMo/N5o3N/8RXLk10J9ma5T7KNly5CCRH2h2CRUtwuXJMa6NblvwpT7Q/EuXIl6Hj9ivCfEFq8N8IXLlSJZ//Z
Donc l'achat le plus sûr dans ton cas c'est un EP2000 avec les commutateurs bien réglés sur les entrées.
Le -5db c'est le vue-mètre de l'ampli : ceux qui bossent avec les vue-mètres m'auront compris de facto, on va dire la génération des 80-90 en ampli Power.
[ Dernière édition du message le 16/12/2018 à 17:08:39 ]
tooffy
1514
AFicionado·a
12 Posté le 21/12/2018 à 17:36:42
Merci pour toutes ces infos.
J'au quelques appréhensions vis a vis des amplis en classe D, y'a t'il réellement une différence à l'écoute par rapport aux classes AB ?
le poids et l'encombrement sont secondaires.
J'au quelques appréhensions vis a vis des amplis en classe D, y'a t'il réellement une différence à l'écoute par rapport aux classes AB ?
le poids et l'encombrement sont secondaires.
Memento mori.
Si jamais, je cherche des vieux CD thunderdome ;)
Ju nad be
1559
AFicionado·a
13 Posté le 21/12/2018 à 19:17:18
Les éléments de puissance travaillent en commutation donc ils sont plus petits...logiquement ça chauffe moins. J'ai un digit 1k0 sur les retours depuis 5 ans...il ne m'a jamais fait défaut sauf les potars merdiques...mais en même temps, je ne l'utilise pas à la moitié de ses capacités: il alimente une paire de PA106...
L'avantage de la classe AB ou H, c'est que la réparation reste facile. La classe D, si le module grille et que ça remonte au chip qui drive les transistors, le module est à changer entièrement...pour ce qui est de l'alim à découpage...c'est généralement réparable si on maîtrise la soudure des composants SMD...contrairement à un torique grillé qui vaut plus cher en SAV que l'ampli complet en occasion...
L'avantage de la classe AB ou H, c'est que la réparation reste facile. La classe D, si le module grille et que ça remonte au chip qui drive les transistors, le module est à changer entièrement...pour ce qui est de l'alim à découpage...c'est généralement réparable si on maîtrise la soudure des composants SMD...contrairement à un torique grillé qui vaut plus cher en SAV que l'ampli complet en occasion...
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