![](data:image/png;base64,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)
∆ιαθέσιμα προαιρετικά εξαρτήματα
62
3. Συντήρηση
Θυρίδα πολλαπλών
κάδων
Μπορείτε να στοιβάξετε εκτυπώσεις σε 4 διαφορετικούς σωρευτές. ML-MBT65
Κασέτα συρραπτικού Σας επιτρέπει να συρράψετε τις εκτυπώσεις. SCX-STP000
Προαιρετικό εξάρτημα Λειτουργία Όνομα εξαρτήματος