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)
ii?7
MKR 181.73 MHz
REF 0
*Bn
*TEN
10
dR
-60 29
dBm
SMPL
-17
771
LOG
10
-
dB/
-
“ID AVG
25
AVG
25
WA
SB
SC
FC
CURR
t
CENTER
Irnl
73
MHZ
SPAN 10.00 MHZ
RES
BW
100 CHz
VBW
30
kHr
SWP
20 rnsec
Figure 3-20. Using the Video Averaging Function
Making Basic Measurements
3.19