![](data:image/png;base64,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)
17
Specifications (cont.)
1 kHz Polar Response
300°
0°
330°
60°
30°
90°
120°
150°
240°
180°
210°
270°
-5
-10
-15
-20
dB
0
300°
0°
330°
60°
30°
90°
120°
150°
240°
180°
210°
270°
-5
-10
-15
-20
dB
0
cardioid cap hypercardioid cap
20 50 100 500
1k
5k 10k 20 kHz200 2k
0
dB
+10
-20
-10
Front
Null
0.25 in
1 in
24 in
24 in
Frequency Response