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How do you "read" the output of moodeutl -a?
#1
What exactly is the middle row, where it is either empty or showing a “y”?

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[/img]
Listening with the latest moOde on a RPI zero w with a MiniBoss DAC PCM5122 32bit 384kHz and a Volt+ AMP on a pair of Monitor Audio Bronze 100 speakers.

pi@moody:~ $ moodeutl -m 
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How do you "read" the output of moodeutl -a? - by ovizii - 02-07-2023, 05:58 PM

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