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)
MU-53HN/MU-53HNP
MU-55HN
-40
-50
-60
dBV/Pa
-80
-90
-20
200
2K 20K
Mode: SSR
B
K
A: Frequency Response, Magn dB re 1.000Pa/V
-70
-40
-50
-60
dBV/Pa
-70
-80
-90
-20
200
Mode: SSR
A: Frequency Response, Magn dB re 1.000Pa/V
2K 20K
B
K
0 Deg 180 Deg
Frequency Response Diagram:
7
Headworn Microphone