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)
ANSI S3.19-1974 Table (NRR Table)
FIG 1 FIG 3FIG 2 FIG 4
EN 352-2:2002 Table (SNR Table)
SNR (dB) = 32.0 H84 (dB) = 32 dB M84 (dB) = 30 dB L84 (dB) = 28 dB
SNR (dB) = 33.0 H84 (dB) = 32 dB M84 (dB) = 31 dB L84 (dB) = 29 dB
Short Eartips
Short Eartips
Tall Eartips
Tall Eartips