92152100
6
_09_0
0
4
Page 3 from 4
0
1
2
3
4
5
6
7
1
ON
2
3
1
1
1
1
1
1
ON
ON
ON
ON
ON
ON
2
2
2
2
2
2
3
3
3
3
3
3
1
ON
2
3
D
S
W
N
r
9
7
0
H
z
c
o
n
ti
n
u
o
u
s
8
9
6
8
2
9
0
3
5
1
9
4
6
3
9
9
4
5
6
0
9
4
6
5
0
9
2
2
3
0
8
9
2
4
1
9
1
1
5
5
S
o
u
n
d e
ff
e
c
t
T
o
n
e i
n a
c
c
o
rd
a
n
c
e t
o
:
T
A
B
L
E 2
d
B
m
A
B
S
5
8
3
9
-1
:2
0
0
2 - ‘
’
’’ B
S
5
8
3
9 P
a
rt 1 1
9
8
8
e
v
a
c
u
a
te
B
S
5
8
3
9
-1
:2
0
0
2 - ‘
’
’’ B
S
5
8
3
9 P
a
rt 1 1
9
8
8
a
le
rt
B
S
5
8
3
9
-1
:2
0
0
2 - D
IN -
T
o
n
e D
IN
3
3
4
0
4 P
a
rt 3
B
S
5
8
3
9
-1
:2
0
0
2
N
E
N
2
5
7
5 (
N
e
th
e
rl
a
n
d
s
)
IS
O
8
2
0
1
H
ig
h F
re
q
u
e
n
c
y
IS
O
8
2
0
1 L
o
w t
o
n
e - U
S
T
e
m
p
o
ra
l
T
o
n
e L
F
IS
O
8
2
0
1 H
ig
h t
o
n
e - U
S
T
e
m
p
o
ra
l
T
o
n
e H
F
9
7
0
H
z
(
1 s
e
c
- 1 s
e
c
)
O
N
O
F
F
F
ro
m 1
2
0
0
t
o 5
0
0
H
z 1 s
e
c
H
z
F
ro
m 5
0
0
t
o 1
2
0
0
H
z
σ
ε
3
.5 s
e
c - 0
.5 s
e
c
H
z
O
F
F
8
0
0
- 9
7
0
H
z
a
t 1
H
z
H
z
a
lt
e
rn
a
te
In
te
rm
it
te
n
t
O
N
O
F
F
2
8
5
0
H
z
(
0
.5 s
e
c
- 0
.5 s
e
c
)
9
7
0
H
z
0
.5 s
e
c
O
N
9
7
0 H
z
x
3
+
1
.5 s
e
c
(
O
F
F
ti
m
e
s
O
F
F
)
2
8
5
0
H
z
0
.5 s
e
c
2
8
5
0 H
z
x
3
+
1
.5 s
e
c
(
O
N
O
F
F
ti
m
e
s
O
F
F
)
N
O
T
E
!!
!
A
ft
e
r f
in
is
h
in
g t
h
e
in
s
ta
ll
a
ti
o
n
, p
la
c
e t
h
e S
E
A
L
s
ti
c
k
e
r a
s s
h
o
w
n i
n t
h
e p
ic
tu
r
e
.
y
y
x
x
=
2
.4
m
y
=
6
m
W
-x
-y
V
A
D
F
ig
u
r
e 2 W -
W
a
ll M
o
u
n
te
d D
e
v
ic
e
L
E
D e
ff
e
c
t
D
S
W
0
.1 s
e
c
O
N
1
.9 s
e
c
O
F
F
(0
.5 H
z
)
0
.1 s
e
c
O
N
0
.9 s
e
c
O
F
F
(1 H
z
)
ON
4
ON
4
T
A
B
L
E
1
