19.12.2019, 16:54
An diejenigen, die sich mit Maxell-Tonbändern gut auskennen.
Es gab oder gibt im Forum schon mal einen ähnlichen Threat, nur war ich danach nicht wirklich schlauer (nur falls einer durch ähnliche Themen etwas genervt ist).
Kann mir jemand den Unterschied erklären zwischen:
Maxell UD 35-180?
Maxell UD-XL 35-180?
Maxell XL I 35-180?
Nach meinem Kenntnisstand soll das XL I der Nachfolger vom UD-XL sein. Ist das richtig?
Nur wo liegt genau der Unterschied zwischen dem UD 35-180 und dem UD-XL bzw. XL I?
Gibt es Unterschiede:
In der Qualität beim Klang und im Frequenzgang?
Sind das UD 35-180(N) bzw. das UD 35-180 PR(N) mit und ohne Rückseitenbeschichtung? Oder sind beide nur ohne Rückseitenbeschichtung?
Was ist eigentlichder Unterschied zwischen dem UD 35-180(N) bzw. das UD 35-180 PR(N)?
Ich habe von den UD-Bändern 35-180 PR(N) welche mit blauen und andere mit dem pinkfarbenen Aufdruck? Warum oder wofür stehen mal die Farben blau und pink?
=>Hierzu ein Foto, welche ich genau meine:
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)
Was mir beim UD 35-180 auffiel ist, dass diese wohl in Kunststoffspulen verkauft wurden.
Das UD-XL 35-180 wurde glaube ich immer mit Metallspulen verkauft. Ist das ebenfalls richtig?
Hoffe Ihr könnt mir bei meinen Fragen weiterhelfen. Stehe bei dem Themaziemlich im Dunkeln.
Es gab oder gibt im Forum schon mal einen ähnlichen Threat, nur war ich danach nicht wirklich schlauer (nur falls einer durch ähnliche Themen etwas genervt ist).
Kann mir jemand den Unterschied erklären zwischen:
Maxell UD 35-180?
Maxell UD-XL 35-180?
Maxell XL I 35-180?
Nach meinem Kenntnisstand soll das XL I der Nachfolger vom UD-XL sein. Ist das richtig?
Nur wo liegt genau der Unterschied zwischen dem UD 35-180 und dem UD-XL bzw. XL I?
Gibt es Unterschiede:
In der Qualität beim Klang und im Frequenzgang?
Sind das UD 35-180(N) bzw. das UD 35-180 PR(N) mit und ohne Rückseitenbeschichtung? Oder sind beide nur ohne Rückseitenbeschichtung?
Was ist eigentlichder Unterschied zwischen dem UD 35-180(N) bzw. das UD 35-180 PR(N)?
Ich habe von den UD-Bändern 35-180 PR(N) welche mit blauen und andere mit dem pinkfarbenen Aufdruck? Warum oder wofür stehen mal die Farben blau und pink?
=>Hierzu ein Foto, welche ich genau meine:
Was mir beim UD 35-180 auffiel ist, dass diese wohl in Kunststoffspulen verkauft wurden.
Das UD-XL 35-180 wurde glaube ich immer mit Metallspulen verkauft. Ist das ebenfalls richtig?
Hoffe Ihr könnt mir bei meinen Fragen weiterhelfen. Stehe bei dem Themaziemlich im Dunkeln.
