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)
68
ASUS Xonar DX
IMD (swept tones)
Parameter Left Right
Crosstalk at 100 Hz, dB:
-109 -107
Crosstalk at 1 KHz, dB
-101 -101
Crosstalk at 10 KHz, dB
-82 -82
Parameter Left Right
IMD + Noise at 5 KHz,
0.0011 0.0011
IMD + Noise at 10 KHz,
0.0009 0.0009
IMD + Noise at 15 KHz,
0.0009 0.0009