Sony MDS-B6P MP3 Player User Manual


 
6-1 Overview of Editing Functions
Chapter 6 Editing Functions
6-12 Chapter 6 Editing Functions
6-8 Trimming
6-8-1 Head Trimming
The head trimming function allows you to change the
beginning of a track temporarily without erasing the
actual data on the disc. You can specify the trimming
point for the beginning of a track by detecting the rise
in the audio signal according to the threshold level set
by the Autocue function in the Setup menu.
Using this function in conjunction with the Multi-
access function allows you to position the start of
playback more accurately.
“END” appears in the display when you select a track
with head-trimming specification.
To trim the beginning of a track
1 Press the EDIT/NO button.
The Edit menu appears.
2 Turn the AMS control until “009:Head Trim ?”
appears.
3 Press the AMS control to display “HT In ?”, then
press the control.
The display for selecting the track to be trimmed
appears.
4 Turn the AMS control to select the track to be
trimmed.
When you want to trim all the tracks on the MD,
select the “HT In All” indication instead of a track
number.
5 Press the AMS control.
Rehearsal playback starts from the rise in the audio
signal detected according to the Autocue threshold
level set in the Setup menu.
6 Turn the AMS control to specify the trimming
point.
The start of Rehearsal playback becomes the
trimming point. Pressing the 0/) button
allows you to select “F” (frame), “S” (second), or
“M” (minute) as the unit for adjusting the start of
Rehearsal Play.
7 Press the AMS control.
“Complete!!” appears and playback starts for
confirming the results of the operation.
To trim a track during Rehearsal playback
Locating the trimming position during Rehearsal
playback eliminates the need to use the Edit menu to
do the same thing.
1 Locate the trimming position through Rehearsal
playback.
For details, see “5-2-4 Rehearsal Playback” on page 5-3.
HT In Tr1
001 00 01 85
2 – 7
1
p(P
0)
=+
r
Rehearsal playback
Trimming point will be the beginning of the track
3,4
2
p(P
0)
=+
r