Peterson AutoStrobe 590 User Manual

Page 13

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Button #1 returns to the Setup menu.
Button #2 saves new values and returns to the SETUP menu.
Button #3 returns to RUN screen and uses new values
(new values are not put into startup memory with #3).

AUTO–NOTE SETTING
MODE IS NOW : XXX

NEXT RUN OFF ON

1

2

3

4

1

METRONOME SETTINGS
BEATS/MIN=XXX
X=BEATS/MEAS
NEXT DOWN UP RUN

1

2

3

4

Accessing the Metronome Setting Screen

The Metronome SETUP screen is unique in that two parameters are accessible on one screen. The front panel UP
ARROW/DOWN ARROW buttons are used to modify the BEATS/MIN parameter; the "2" and "3" Function buttons modify
the BEATS/MEAS parameter.

Finally, hitting the "1" button (NEXT) under the Metronome SETUP screen activates the System Memory Store screen:

METRONOME SETTINGS
BEATS/MIN=XXX
X=BEATS/MEAS
NEXT DOWN UP RUN

1

2

3

4

1

STORE VALUES IN
SYSTEM MEMORY?

NO YES RUN

1

2

3

4

Accessing the Memory Storage Screen

STORE VALUES IN
SYSTEM MEMORY?

NO YES RUN

1

2

3

4

Pressing the "1" button (NO) at this time will cause no changes in stored memory and revert back to the SETUP menu screen.
Pressing the "3" button (RUN) at this time will cause no changes in stored memory and revert back to the normal RUN
screen.

Pressing the "2" button (YES) at this time will save the SETUP parameters in the state in which they were last placed and
return the screen to the SETUP menu. The power-up condition of the Model 590 will now reflect these latest parameter
settings until new values are once again stored under SETUP.

c) VIEWING AND ALTERING TEMPERAMENT FILES

Temperament refers to the specific frequency (pitch) intervals placed between notes in a musical scale. With 12 notes per
octave (the most prevalent case but, by no means, the only case), there are an infinite number of ways to set the audio
frequencies of these notes relative to one another. Through the centuries, many have wrestled with the challenge of creating
the most pleasing, yet universally flexible, temperament of these 12 intervals. It turns out that it is mathematically impossible

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