Allen&Heath ZED-436 - Manual (Page 9)

Allen & Heath 9 ZED-4 BUS User Guide
PANEL DRAWINGS—ZED428
M IC IN S ER T
L IN E
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
1
D IR O U T
4 8 V + 6
A U X 1
P R E
+ 6
A U X 2
P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5
P O S T
+ 6
A U X 6
P O S T
P R E
P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
LF
-1 5
+ 1 5
+ 1 5
1 8 0
4 5
LM
3 5 H z 7 0 -1 5
4 0 0
1 k 2 5 0
+ 1 5
3 k
H M 7 0 0 5 0 0 H z -1 5 1 k
6 k
1 5 k 4 k
+ 1 5
H F
E Q IN
1 2 k 8 0 H z O D D
P A N L
E V E N R
= M U TE
P K !
P FL
S IG
M L -R 1 -2 3 -4 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN
E
10
0 10
20
30
40 50
2
+ 6
A U X 1
P R E
+ 6
A U X 2
P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5
P O S T
+ 6
A U X 6
P O S T
P R E
P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
L F -1 5
+ 1 5 + 1 5
1 8 0
4 5
L M
3 5 H z 7 0 -1 5
4 0 0
1 k 2 50
+ 1 5
3 k
H M 7 00 5 0 0 H z -1 5 1 k
6 k
1 5k 4 k
+ 1 5
E Q IN
8 0H z O D D
P A N L
E V EN R
= M U T E
P K ! S IG 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
3
+ 6
A U X1 P R E
+ 6
A U X2 P R E
+ 6
A U X3
+ 6
A U X4
+ 6
A U X5 P O S T
+ 6
A U X6 P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 00 H z
-1 5
L F -1 5
+ 15 + 15
1 80
45
L M 3 5H z 70 -1 5
4 00
1 k 2 5 0
+ 15
3 k
H M 7 0 0 5 00 H z -1 5 1 k
6 k
1 5 k 4 k + 15
E Q IN
8 0 H z O D D
P A N
L
EV E N R
= M U T E
P K ! S IG 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
4
+ 6
A U X 1 P R E
+ 6
A U X 2 P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5 P O S T
+ 6
A U X 6 P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
LF
-1 5
+ 1 5 + 1 5
1 8 0
4 5
LM
3 5 H z 7 0 -1 5
4 0 0
1 k 2 5 0
+ 1 5
3 k
H M 7 00 5 0 0 H z -1 5 1 k
6 k
1 5 k 4 k + 1 5
E Q IN
8 0 H z O D D
P A N
L
E V E N R
= M U TE
P K ! S IG 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
5
+ 6
A U X 1
P R E
+ 6
A U X 2
P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5
P O S T
+ 6
A U X 6
P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
L F
-1 5
+ 1 5 + 1 5
1 8 0
4 5
L M 3 5 H z 7 0 -1 5
4 0 0
1 k 2 50
+ 1 5
3 k
H M 7 0 0 5 0 0 H z
-1 5 1 k
6 k
1 5k 4 k
+ 1 5
E Q IN
8 0H z O D D
P A N L
E V EN R
= M U T E
P K ! S IG 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
6
+ 6
A U X 1
P R E
+ 6
A U X 2
P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5
P O S T
+ 6
A U X 6
P O S T
P R E
P O S T
OO OO OO OO OO OO
H P F 1 00 H z
-1 5
L F
-1 5
+ 1 5 + 1 5
1 80
45
LM
3 5H z 70 -1 5
4 00
1 k 2 5 0
+ 1 5
3 k
H M 7 0 0 5 00 H z
-1 5 1 k
6 k
1 5 k 4 k
+ 15
E Q IN
8 0 H z O D D
P A N L
EV E N R
= M U T E
P K ! S IG 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
7
+ 6
A U X 1
P R E
+ 6
A U X 2
P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5
P O S T
+ 6
A U X 6
P O S T
P R E
P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
L F -1 5
+ 1 5
+ 1 5
1 8 0
4 5
L M
3 5 H z 7 0 -1 5
4 0 0
1 k 2 5 0
+ 1 5
3 k
H M 7 00 5 0 0 H z
-1 5 1 k
6 k
1 5 k 4 k
+ 1 5
E Q IN
8 0 H z O D D
P A N L
E V E N R
= M U TE
P K ! S IG 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN
E
10
0 10
20
30
40 50
8
+ 6
A U X1 P R E
+ 6
A U X2 P R E
+ 6
A U X3
+ 6
A U X4
+ 6
A U X5 P O S T
+ 6
A U X6 P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
L F -1 5
+ 15 + 15
1 80
4 5
L M
3 5 H z 7 0 -1 5
4 00
1 k 2 50
+ 15
3 k
H M 7 0 0 5 0 0 H z -1 5 1 k
6 k
1 5k 4 k
+ 15
E Q IN
8 0H z O D D
P A N L
E V EN R
= M U T E
P K ! S IG 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
9
+ 6
A U X 1 P R E
+ 6
A U X 2 P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5 P O S T
+ 6
A U X 6 P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 00 H z
-1 5
LF
-1 5
+ 1 5 + 1 5
1 8 0
4 5
LM
3 5H z 70 -1 5
4 0 0
1 k 2 5 0
+ 1 5
3 k
H M 7 0 0 5 00 H z -1 5 1 k
6 k
1 5 k 4 k + 1 5
E Q IN
8 0 H z O D D
P A N
L
EV E N R
= M U T E
P K ! S IG 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
10
+ 6
A U X 1 P R E
+ 6
A U X 2 P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5 P O S T
+ 6
A U X 6 P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
L F
-1 5
+ 1 5 + 1 5
1 8 0
4 5
L M 3 5 H z 7 0 -1 5
4 0 0
1 k 2 5 0
+ 1 5
3 k
H M 7 00 5 0 0 H z -1 5 1 k
6 k
1 5 k 4 k + 1 5
E Q IN
8 0 H z O D D
P A N
L
E V EN R
= M U TE
P K ! S IG 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
1 1
+ 6
A U X1 P R E
+ 6
A U X2 P R E
+ 6
A U X3
+ 6
A U X4
+ 6
A U X5 P O S T
+ 6
A U X6 P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
L F
-1 5
+ 15 + 15
1 80
45
L M 3 5 H z 7 0 -1 5
4 00
1 k 2 50
+ 15
3 k
H M 7 0 0 5 0 0 H z
-1 5 1 k
6 k
1 5k 4 k
+ 15
E Q IN
8 0H z O D D
P A N L
EV E N R
= M U T E
P K ! S IG 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
12
+ 6
A U X 1
P R E
+ 6
A U X 2
P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5
P O S T
+ 6
A U X 6
P O S T
P R E
P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
LF
-1 5
+ 1 5 + 1 5
1 8 0
4 5
LM
3 5H z 7 0 -1 5
4 0 0
1 k 2 5 0
+ 1 5
3 k
H M 7 0 0 5 00 H z
-1 5 1 k
6 k
1 5 k 4 k
+ 1 5
E Q IN
8 0 H z O D D
P A N L
E V E N R
= M U T E
P K ! S IG 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
13
+ 6
A U X 1
P R E
+ 6
A U X 2
P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5
P O S T
+ 6
A U X 6
P O S T
P R E
P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
L F -1 5
+ 1 5
+ 1 5
1 8 0
4 5
L M
3 5 H z 7 0 -1 5
4 0 0
1 k 2 5 0
+ 1 5
3 k
H M 7 00 5 0 0 H z -1 5 1 k
6 k
1 5 k 4 k
+ 1 5
E Q IN
8 0H z O D D
P A N L
E V EN R
= M U T E
P K ! S IG 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
1 4
+ 6
A U X1 P R E
+ 6
A U X2 P R E
+ 6
A U X3
+ 6
A U X4
+ 6
A U X5 P O S T
+ 6
A U X6 P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 00 H z
-1 5
L F -1 5
+ 15 + 15
1 80
45 L M
3 5H z 70 -1 5
4 00
1 k 2 5 0
+ 15
3 k
H M 7 0 0 5 00 H z -1 5 1 k
6 k
1 5 k 4 k + 15
E Q IN
8 0 H z O D D
P A N L
EV E N R
= M U T E
P K ! S IG 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
15
+ 6
A U X 1 P R E
+ 6
A U X 2 P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5 P O S T
+ 6
A U X 6 P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
LF
-1 5
+ 1 5 + 1 5
1 8 0
4 5
LM
3 5 H z 7 0 -1 5
4 0 0
1 k 2 5 0
+ 1 5
3 k
H M 7 0 0 5 0 0 H z -1 5 1 k
6 k
1 5 k 4 k + 1 5
E Q IN
8 0 H z O D D
P A N
L
E V E N R
= M U TE
P K ! S IG 1 0 OO 3 0 2 0
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
1 6
+ 6
A U X 1 P R E
+ 6
A U X 2 P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5 P O S T
+ 6
A U X 6 P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
L F
-1 5
+ 1 5 + 1 5
1 8 0
4 5
L M 3 5 H z 7 0 -1 5
4 0 0
1 k 2 50
+ 1 5
3 k
H M 7 00 5 0 0 H z -1 5 1 k
6 k
1 5k 4 k + 1 5
E Q IN
8 0H z O D D
P A N
L
E V EN R
= M U T E
P K ! S IG 1 0 OO 3 0 2 0
M IC IN S E R T
LIN
E
D IR O U T
4 8 V
M IC IN S E R T
L IN E
D IR O U T
4 8 V
M IC IN S ER T
L IN E
D IR O U T
4 8 V
M IC IN S E R T
LIN
E
D IR O U T
4 8 V
M IC IN S E R T
L IN E
D IR O U T
4 8 V
M IC IN S E R T
LIN
E
D IR O U T
4 8 V
M IC IN S E R T
L IN E
D IR O U T
4 8 V
M IC IN S ER T
L IN E
D IR O U T
4 8 V
M IC IN S E R T
LIN
E
D IR O U T
4 8 V
M IC IN S E R T
L IN E
D IR O U T
4 8 V
M IC IN S ER T
L IN E
D IR O U T
4 8 V
M IC IN S E R T
LIN
E
D IR O U T
4 8 V
M IC IN S E R T
L IN E
D IR O U T
4 8 V
M IC IN S ER T
L IN E
D IR O U T
4 8 V
M IC IN S E R T
LIN
E
D IR O U T
4 8 V
1
2
3
4
5
6
7
8
9
10
11
12
1 3
1 4
15
1 6
1
2
3
4
5
6
7
8
9
10
11
12
1 3
1 4
15
1 6
1
2
3
4
5
6
7
8
9
10
11
12
1 3
1 4
15
1 6
1
2
3
4
5
6
7
8
9
10
1 1
1 2
13
1 4
1 5
16
2 5-
26 -1 5
+ 15
H F 1 2k -1 5
H M
+ 15
2 k5 -1 5
L M
+ 15
2 5 0 H z -1 5
L F
+ 15
8 0 H z
H F 1 2 k
H F 1 2k
H F 1 2 k
H F 1 2 k
H F 1 2k
H F 1 2 k
H F 1 2k
H F 1 2 k
H F 1 2 k
H F 1 2k
H F 1 2 k
H F 1 2 k
H F 1 2k
H F 1 2 k
H F 1 2 k
E Q IN 10
-3 0 -2 0
-5
0 5
-1 0
S T1 L E V
OO
10
-3 0 -2 0
-5
0 5
-1 0 OO
To L R
To C H
+ 6
A U X1 P R E
+ 6
A U X2 P R E
+ 6
A U X3
+ 6
A U X4
P R E P O S T
OO OO OO OO
+ 6
A U X5 P O S T
+ 6
A U X6 P O S T
OO OO O D D
B A L L
EV E N R
= M U T E
P FL
P K ! S IG 1 0 OO 3 0 2 0 S T1
IN R
S T2
L /M R
1 0
-3 0 -2 0
-5
0 5
-1 0
S T3 LE V
OO
To L R
To C H
P FL
P FL
P FL
P FL
P FL
P FL
P FL
P FL
P FL
P FL
P FL
P FL
P FL
P FL
S T3
L R
S T4
L /M R
S T E R E O IN
P U T S
S T2 L E V
IN
IN
IN
-1 5
+ 1 5
H F 1 2k
-1 5
H M
+ 1 5
2 k5
-1 5
LM
+ 1 5
2 50 H z -1 5
LF
+ 1 5
8 0H z
E Q IN 1 0
-3 0 -2 0
-5
0 5
-1 0 OO
S T4 L EV
+ 6
A U X1 P R E
+ 6
A U X2 P R E
+ 6
A U X3
+ 6
A U X4
P R E
P O S T
OO OO OO OO
+ 6
A U X5 P O S T
+ 6
A U X6 P O S T OO OO O D D
B A L L
E V EN R
= M U TE
P FL
P K ! S IG
0
1 0 OO 3 0 2 0
27
-2 8
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
1 7
+ 6
A U X1 P R E
+ 6
A U X2 P R E
+ 6
A U X3
+ 6
A U X4
+ 6
A U X5 P O S T
+ 6
A U X6 P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
L F -1 5
+ 15 + 15
1 80
45
L M 3 5 H z 7 0 -1 5
4 00
1 k 2 50
+ 15
3 k
H M 7 0 0 5 0 0 H z -1 5 1 k
6 k
1 5k 4 k + 15
H F
E Q IN
1 2k 8 0H z O D D
P A N
L
E V EN R
= M U T E
P K !
P FL
S IG
M L -R 1 -2 3 -4
0
1 0 OO 3 0 2 0
OO
R
OO
L
OO
+ 6 + 6 + 6
2 3 G R P 4
OO
G R P OO
1 G R P OO
G R P
+ 6 + 6 + 6
1
OO
M
+ 6
M IC IN S E R T
L IN E
D IR O U T
4 8 V 1 7 1 7 1 7 17
OO
R
OO
L
OO
+ 6 + 6 + 6
2 3 G R P 4
OO
G R P OO
1 G R P OO
G R P
+ 6 + 6 + 6
OO
M
+ 6
OO
L E V EL
+ 6
A FL
OO
L E V E L
+ 6
A FL
A U X 1
A U X 2
A U X 3
A U X 4
A U X 5
A U X 6
G R P 1
G R P 2
G R P 3
G R P 4
IN S E R T 1
IN S E R T 2
IN S E R T 3
IN S E R T 4
U S B SE N D
R E TU
R
N
A U X O U T
G R O U P O U T
M T X 1
M T X 2
M A T R IX
O U T
L
L R L R
2 T R K IN
2 TR
K O U T
IN S E R T L
IN S E R T R
IN S E R T M
L R
M A IN O U T
M
P H O N E S
M IN
M A X
T B M
IC
M IN
M A X M LR
L + 16 -6 -9 -2 0 -3 0 -1 6 -1 2 -3 0 +3 + 6 + 9
R + 1 6 -6 -9 -2 0 -3 0 -1 6 -1 2 -3 0 +3 + 6 + 9
P FL /A FL A C T IV E
T alk
to L R M
T alk
to A U X 1 -4
P O W ER
M TX 1 -2 A U X
1 -2 A U X
5 -6 L R p re -fa d e
A ll u p =
LR
p os t
OO
+ 6 P L A Y B A C K
T o L
R
A
LL
E
N
&H
E
A
T
H
OO 3 0 5 1 0 2 0 5 0 1 0
OO 3 0 5 1 0 2 0 5 0 1 0
OO 3 0 5 1 0 2 0 5 0 1 0
OO 3 0 5 1 0 2 0 5 0 1 0
OO 3 0 5 1 0 2 0 5 0 1 0
OO 3 0 5 1 0 2 0 5 0 1 0
OO 3 0 5 1 0 2 0 5 0 1 0
L- R M
P A N
L
R
=
P A N
L
R
=
P A N L
R
=
P A N L
R
=
P K ! + 6 0 S IG
P K ! + 6 0 S IG
P K ! + 6 0 S IG
P K ! + 6 0 S IG
P K ! + 6 0 S IG
P K ! + 6 0 S IG
P K ! + 6 0 S IG
M U TE
A FL
M U TE
A FL
M U T E
A FL
M U TE
A FL
M U T E
M U T E
M U T E
A U X 1
A FL
A U X2
A FL
A U X3
A FL
A U X4
A FL
A U X 5
A FL
A U X 6
A FL
G R P
L
R
M
L- R M
L -R M
L- R M
0
0
1
2
3
4
U S B
2 T R K
P LA Y B A C K S O U R C E
LE V EL
P L A Y B A C K
LE V EL
T B L EV E L
P H O N ES
P FL
U S B S E N D S O U R C E
S T 3 IN
P U T S
O U R C E
U S B
S T 3 IN
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
18
+ 6
A U X 1 P R E
+ 6
A U X 2 P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5 P O S T
+ 6
A U X 6 P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 00 H z
-1 5
LF
-1 5
+ 1 5 + 1 5
1 8 0
4 5
LM
3 5H z 70 -1 5
4 0 0
1 k 2 5 0
+ 1 5
3 k
H M 7 0 0 5 00 H z -1 5 1 k
6 k
1 5 k 4 k + 1 5
H F
E Q IN
1 2 k 8 0 H z O D D
P A N L
E V E N R
= M U T E
P K !
P FL
S IG
M L- R 1 -2 3 -4
0
1 0 OO 3 0 2 0
M IC IN S ER T
L IN E
D IR O U T
4 8 V 1 8 1 8 1 8 1 8
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
19
+ 6
A U X 1 P R E
+ 6
A U X 2 P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5 P O S T
+ 6
A U X 6 P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
L F
-1 5
+ 1 5 + 1 5
1 8 0
4 5
L M 3 5 H z 7 0 -1 5
4 0 0
1 k 2 5 0
+ 1 5
3 k
H M 7 00 5 0 0 H z
-1 5 1 k
6 k
1 5 k 4 k
+ 1 5
H F
E Q IN
1 2 k 8 0 H z O D D
P A N L
E V EN R
=
M U T E
P K !
P FL
S IG
M L -R 1 -2 3 -4
0
1 0 OO 3 0 2 0
M IC IN S E R T
LIN
E
D IR O U T
4 8 V 1 9 1 9 1 9 19
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
2 0
+ 6
A U X1 P R E
+ 6
A U X2 P R E
+ 6
A U X3
+ 6
A U X4
+ 6
A U X5 P O S T
+ 6
A U X6 P O S T
P R E
P O S T
OO OO OO OO OO OO
H P F 1 00 H z
-1 5
L F
-1 5
+ 15 + 15
1 80
45
L M
3 5 H z 70 -1 5
4 0 0
1 k 2 50
+ 15
3 k
H M 7 0 0 5 0 0 H z
-1 5 1 k
6 k
1 5k 4 k
+ 15
H F
E Q IN
1 2k 8 0H z O D D
P A N L
EV E N R
= M U T E
P K !
P FL
S IG
M L- R 1 -2 3 -4
0
1 0 OO 3 0 2 0
M IC IN S E R T
L IN E
D IR O U T
4 8 V 2 0 2 0 2 0 20
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
21
+ 6
A U X 1
P R E
+ 6
A U X 2
P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5
P O S T
+ 6
A U X 6
P O S T
P R E
P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
LF
-1 5
+ 1 5
+ 1 5
1 8 0
4 5
LM
3 5 H z 7 0 -1 5
4 0 0
1 k 2 5 0
+ 1 5
3 k
H M 7 0 0 5 0 0 H z -1 5 1 k
6 k
1 5 k 4 k
+ 1 5
H F
E Q IN
1 2 k 8 0 H z O D D
P A N L
E V E N R
= M U T E
P K !
P FL
S IG
M L -R 1 -2 3 -4
0
1 0 OO 3 0 2 0
M IC IN S E R T
L IN E
D IR O U T
4 8 V 21 21 21 2 1
-6
-1 0
63
26
G A IN M IC 0
LIN
E
10
0 10
20
30
40 50
22
+ 6
A U X 1
P R E
+ 6
A U X 2
P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5
P O S T
+ 6
A U X 6
P O S T
P R E
P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
L F -1 5
+ 1 5 + 1 5
1 8 0
4 5
L M
3 5 H z 7 0 -1 5
4 0 0
1 k 2 5 0
+ 1 5
3 k
H M 7 00 5 0 0 H z -1 5 1 k
6 k
1 5 k 4 k
+ 1 5
H F
E Q IN
1 2 k 8 0H z O D D
P A N L
E V EN R
= M U TE
P K !
P FL
S IG
M L -R 1 -2 3 -4
0
1 0 OO 3 0 2 0
M IC IN S E R T
LIN
E
D IR O U T
4 8 V 2 2 2 2 2 2 22
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
23
+ 6
A U X1 P R E
+ 6
A U X2 P R E
+ 6
A U X3
+ 6
A U X4
+ 6
A U X5 P O S T
+ 6
A U X6 P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 00 H z
-1 5
L F -1 5
+ 15 + 15
1 80
45
L M 3 5H z 70 -1 5
4 0 0
1 k 2 5 0
+ 15
3 k
H M 7 0 0 5 00 H z -1 5 1 k
6 k
1 5 k 4 k + 15
H F
E Q IN
1 2k 8 0 H z O D D
P A N
L
EV E N R
= M U T E
P K !
P FL
S IG
M L- R 1 -2 3 -4
0
1 0 OO 3 0 2 0
M IC IN S E R T
L IN E
D IR O U T
4 8 V 2 3 2 3 2 3 23
-6
-1 0
63
26
G A IN M IC 0
LIN E
10
0 10
20
30
40 50
24
+ 6
A U X 1 P R E
+ 6
A U X 2 P R E
+ 6
A U X 3
+ 6
A U X 4
+ 6
A U X 5 P O S T
+ 6
A U X 6 P O S T
P R E P O S T
OO OO OO OO OO OO
H P F 1 0 0 H z
-1 5
LF
-1 5
+ 1 5 + 1 5
1 8 0
4 5
LM
3 5 H z 7 0 -1 5
4 0 0
1 k 2 5 0
+ 1 5
3 k
H M 7 0 0 5 0 0 H z -1 5 1 k
6 k
1 5 k 4 k + 1 5
H F
E Q IN
1 2 k 8 0 H z O D D
P A N L
E V E N R
= M U T E
P K !
P FL
S IG
M L -R 1 -2 3 -4
0
1 0 OO 3 0 2 0
M IC IN S E R T
L IN E
D IR O U T
4 8 V 24 24 24 2 4
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
IN
L
R
M
M A T R IX
2
M A T R IX
1
G R P 2
G R P 3
G R P 4
M L -R 1 -2 3 -4
0
M L- R 1 -2 3 -4
0
M L -R 1 -2 3 -4
0
M L -R 1 -2 3 -4
0
M L- R 1 -2 3 -4
0
M L -R 1 -2 3 -4
0
M L -R 1 -2 3 -4
0
M L- R 1 -2 3 -4
0
M L -R 1 -2 3 -4
0
M L- R 1 -2 3 -4
0
M L -R 1 -2 3 -4
0
M L -R 1 -2 3 -4
0
M L- R 1 -2 3 -4
0
M L -R 1 -2 3 -4
0
M L -R 1 -2 3 -4
M L- R 1 -2 3 -4
M L -R 1 -2 3 -4
O O
+ 1 0 0
OO
+ 1 0 0
OO
+ 1 0 0
O O
+ 1 0 0
OO
+ 1 0 0
OO
+ 1 0 0
A C M A IN S IN ~
1 00 - 2 40 V ~ 4 7 -6 3H z 6 0W M A X
R E FE R S ER V IC IN G T O Q U A LIF IE D S E R V IC E P ER S O N N EL .
R E P LA C E F U S E W IT H S A M E TY P E A N D R A TIN G .
C A U TIO
N : F O R C O N T IN U E D P R O T EC TIO
N A G A IN S T R IS K O F F IR E
A TT EN TIO N : R E M P L A C ER P A R U N F U S IB L E S TR IC TE M EN T ID EN TIQ U E E N V A LE U R S .
D O N O T O
PE N
C A U T IO
N
R IS K O F E
LE C TR IC S H O C K
A V IS : R IS Q U E D E C H O C E LE C TR IQ U E - N E P A S O U V R IR .
W A R N IN G : TO R E D U C E TH E R IS K O F E LE C TR IC S H O C K
D O N O T E X P O S E T H IS A P P A R A TU S T O R A IN O R M O IS TU R E .
A
LL
E
N
&
H
E
A
T
H
O FF 0
I O N
W A R N IN G : T H IS A P P A R A T U S M U S T B
E E A R TH ED
S er ia l N o.
EN G IN E ER E D IN E N G LA N D B Y A LL EN & H EA TH L IM IT ED .
(2 ) t his d ev ic e m us t a c ce p t a ny in te rfe re n ce re c eiv ed ,
T h is d e vic e c om pli es w ith P ar t 1 5 o f th e F C C R u le s.
(1 ) t his d ev ic e m ay n o t c au se h ar m fu l in te rfe re nc e, an d
O p er ati on is s u b je ct to th e f o llo w in g tw o c on dit io n s:
in c lu d in g i nte rfe re n c e t h at m ay c au se u nd es ire d o pe ra tio n .
T1 .6 A L 2 50 V 20 m m
FU S E
P FL