
p
u
m
p
d
ra
in
p
o
w
d
e
rv
a
lv
e
D
N
1
0
D
N
1
0
G
e
h
ä
u
s
e
A
P
T
1
1
1
+
2
C
la
m
p
h
a
n
d
p
o
lie
rt
/m
a
n
u
a
lly
p
o
lis
h
.
H
o
u
s
in
g
G
e
h
ä
u
s
e
A
P
T
1
2
1
+
2
+
3
C
la
m
p
h
a
n
d
p
o
lie
rt
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a
n
u
a
lly
p
o
lis
h
.
H
o
u
s
in
g
H
o
u
s
in
g
G
e
h
ä
u
s
e
A
P
T
1
1
1
+
2
S
h
a
n
d
p
o
lie
rt
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a
n
u
a
lly
p
o
lis
h
.
H
o
u
s
in
g
G
e
h
ä
u
s
e
A
P
T
1
2
1
+
2
+
3
S
h
a
n
d
p
o
lie
rt
/m
a
n
u
a
lly
p
o
lis
h
.
H
o
u
s
in
g
G
e
h
ä
u
s
e
A
P
1
1
1
+
2
C
la
m
p
m
e
ta
llb
la
n
k
/b
ri
g
h
t
m
e
ta
l
fi
n
.
H
o
u
s
in
g
A
P
T
1
2
1
+
2
+
3
S
m
e
ta
llb
la
n
k
/b
ri
g
h
t
m
e
ta
l
fi
n
.
G
e
h
ä
u
s
e
A
P
1
1
1
+
2
S
m
e
ta
llb
la
n
k
/b
ri
g
h
t
m
e
ta
l
fi
n
.
H
o
u
s
in
g
G
e
h
ä
u
s
e
A
P
1
2
1
+
2
+
3
S
m
e
ta
llb
la
n
k
/b
ri
g
h
t
m
e
ta
l
fi
n
.
H
o
u
s
in
g
G
e
h
ä
u
s
e
A
P
1
1
1
+
2
S
h
a
n
d
p
o
lie
rt
/m
a
n
u
a
lly
p
o
lis
h
.
H
o
u
s
in
g
1
1
1
.4
4
0
4
1
3
1
8
3
9
-4
2
-2
2
5
/8
6
G
e
h
ä
u
s
e
A
P
T
1
1
1
+
2
C
la
m
p
m
e
ta
llb
la
n
k
/b
ri
g
h
t
m
e
ta
l
fi
n
.
H
o
u
s
in
g
G
e
h
ä
u
s
e
A
P
T
1
2
1
+
2
+
3
C
la
m
p
m
e
ta
llb
la
n
k
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ri
g
h
t
m
e
ta
l
fi
n
.
H
o
u
s
in
g
G
e
h
ä
u
s
e
A
P
1
1
1
+
2
C
la
m
p
h
a
n
d
p
o
lie
rt
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a
n
u
a
lly
p
o
lis
h
.
H
o
u
s
in
g
G
e
h
ä
u
s
e
A
P
1
2
1
+
2
+
3
C
la
m
p
h
a
n
d
p
o
lie
rt
/m
a
n
u
a
lly
p
o
lis
h
.
H
o
u
s
in
g
1
H
3
1
6
2
6
1
G
e
h
ä
u
s
e
A
P
1
2
1
+
2
+
3
S
h
a
n
d
p
o
lie
rt
/m
a
n
u
a
lly
p
o
lis
h
.
H
3
1
7
6
9
7
H
o
u
s
in
g
G
e
h
ä
u
s
e
A
P
T
1
1
1
+
2
S
m
e
ta
llb
la
n
k
/b
ri
g
h
t
m
e
ta
l
fi
n
.
H
o
u
s
in
g
G
e
h
ä
u
s
e
E
rs
a
tz
te
ill
is
te
:
s
p
a
re
p
a
rt
s
l
is
t
1
1
1
M
a
te
ri
a
l
W
S
-N
r.
W
S
-N
r.
0
0
0
3
9
-4
3
-2
2
5
/4
2
1
.4
4
3
5
1
.4
4
0
4
d
e
s
c
ri
p
ti
o
n
0
0
0
3
9
-4
2
-2
2
3
/4
2
0
0
0
3
9
-4
2
-1
4
8
/4
2
H
3
1
6
2
6
0
H
3
1
7
6
9
3
3
1
8
3
9
-4
2
-2
2
3
/8
6
3
1
8
3
9
-4
2
-1
4
8
/8
6
3
1
8
3
9
-4
1
-1
5
0
/8
6
3
1
8
3
9
-4
1
-2
2
5
/8
6
N
a
m
e
:
re
f.
-n
o
.
re
f.
-n
o
.
re
f.
-n
o
.
1
1
1
1
1
1
1
.4
4
3
5
1
1
.4
4
3
5
1
.4
4
0
4
1
1
1
.4
4
0
4
1
1
.4
4
3
5
G
e
h
ä
u
s
e
A
P
1
2
1
+
2
+
3
C
la
m
p
m
e
ta
llb
la
n
k
/b
ri
g
h
t
m
e
ta
l
fi
n
.
H
o
u
s
in
g
S
P
X
F
L
O
W
G
e
rm
a
n
y
H
3
1
6
3
9
2
H
3
1
7
7
2
4
1
.4
4
0
4
1
.4
4
0
4
1
.4
4
0
4
1
.4
4
3
5
1
.4
4
3
5
1
.4
4
0
4
1
.4
4
3
5
1
.4
4
3
5
3
1
8
3
9
-4
1
-2
2
3
/8
6
3
1
8
3
9
-4
1
-1
4
8
/8
6
0
0
0
3
9
-4
1
-2
0
0
/4
2
0
0
0
3
9
-4
1
-2
5
0
/4
2
0
0
0
3
9
-4
1
-1
4
8
/4
2
3
1
8
3
9
-4
3
-1
9
8
/8
6
0
0
0
3
9
-4
4
-2
2
5
/4
2
0
0
0
3
9
-4
4
-1
5
0
/4
2
6
G
e
p
rü
ft
:
0
0
0
3
9
-4
1
-2
4
8
/4
2
0
0
0
3
9
-4
2
-1
9
8
/4
2
0
0
0
3
9
-4
2
-2
4
8
/4
2
H
3
1
8
1
2
2
H
3
1
6
2
8
9
3
1
8
3
9
-4
2
-1
9
8
/8
6
3
1
8
3
9
-4
2
-2
4
8
/8
6
H
3
1
8
1
2
4
W
S
-N
r.
D
N
2
0
W
S
-N
r.
W
S
-N
r.
re
f.
-n
o
.
re
f.
-n
o
.
re
f.
-n
o
.
3
1
8
3
9
-4
2
-2
5
0
/8
6
H
3
1
6
3
9
1
G
e
p
rü
ft
:
p
o
s
.
Me
ng
e
D
N
1
/2
"
D
N
1
0
D
N
1
5
W
S
-N
r.
0
0
0
3
9
-4
1
-1
9
8
/4
2
H
3
1
8
1
2
1
it
e
m
m
a
te
ri
a
l
A
P
1
,
A
P
T
1
-V
e
n
ti
l
F
S
,
F
H
,
L
/L
,
V
S
M
-M
ic
ro
s
c
h
a
lt
e
r,
I
n
it
ia
to
rh
a
lt
e
r
A
P
1
,
A
P
T
1
-v
a
lv
e
N
C
,
N
O
,
a
ir
/a
ir
,
P
S
H
-m
ic
ro
s
w
it
c
h
,
p
ro
x
.s
w
it
c
h
h
o
ld
e
r
D
N
1
/2
"
,
1
0
,
1
5
,
2
0
-S
u
n
d
/a
n
d
C
la
m
p
H
3
1
6
8
8
0
H
3
1
7
6
9
1
qu
an
tit
y
B
e
s
c
h
re
ib
u
n
g
0
0
0
3
9
-4
1
-2
2
3
/4
2
D
a
tu
m
:
H
3
1
6
8
8
2
D
a
tu
m
:
0
7
.0
1
.1
3
N
a
m
e
:
T
ry
tk
o
R
N
0
1
.0
6
4
.8
B
la
tt
2
v
o
n
3
1
8
3
9
-4
1
-1
9
8
/8
6
3
1
8
3
9
-4
1
-2
4
8
/8
6
H
3
1
6
8
8
1
H
3
1
7
6
9
5
H
3
1
8
1
2
5
H
3
1
6
8
8
3
H
3
1
8
1
2
3
H
3
1
6
2
9
1
H
3
2
9
5
0
5
H
3
1
6
8
8
4
H
3
1
7
6
9
2
H
3
1
8
1
2
6
H
3
1
6
8
8
6
0
0
0
3
9
-4
1
-2
2
5
/4
2
0
0
0
3
9
-4
1
-1
5
0
/4
2
H
3
1
6
8
8
5
H
3
1
7
6
9
6
H
3
1
8
1
2
7
H
3
1
6
8
8
7
0
0
0
3
9
-4
2
-2
2
5
/4
2
0
0
0
3
9
-4
2
-1
5
0
/4
2
0
0
0
3
9
-4
2
-2
0
0
/4
2
0
0
0
3
9
-4
2
-2
5
0
/4
2
H
3
1
6
8
8
8
H
3
1
7
7
2
3
H
3
1
8
1
3
1
H
3
1
7
3
9
6
H
3
1
6
2
8
8
H
3
1
6
2
9
0
H
3
1
6
3
9
0
3
1
8
3
9
-4
1
-2
5
0
/8
6
3
1
8
3
9
-4
2
-1
5
0
/8
6
3
1
8
3
9
-4
1
-2
0
0
/8
6
3
1
8
3
9
-4
2
-2
0
0
/8
6
H
3
1
7
6
9
8
H
3
1
8
1
2
8
0
0
0
3
9
-4
3
-1
5
0
/4
2
0
0
0
3
9
-4
3
-2
0
0
/4
2
H
3
1
7
6
9
4
0
0
0
3
9
-4
3
-2
5
0
/4
2
H
3
1
6
8
8
9
H
3
1
7
7
2
5
H
3
1
8
1
3
2
H
3
1
7
3
9
8
0
0
0
3
9
-4
4
-2
0
0
/4
2
0
0
0
3
9
-4
4
-2
5
0
/4
2
H
3
1
8
1
2
9
H
3
1
6
2
9
2
3
1
8
3
9
-4
3
-2
2
5
/8
6
3
1
8
3
9
-4
4
-2
2
5
/8
6
3
1
8
3
9
-4
4
-1
5
0
/8
6
3
1
8
3
9
-4
3
-2
0
0
/8
6
3
1
8
3
9
-4
3
-2
5
0
/8
6
3
1
8
3
9
-4
3
-1
5
0
/8
6
H
3
1
6
3
9
3
H
3
1
7
7
2
6
H
3
1
8
1
3
0
H
3
1
6
2
9
3
3
1
8
3
9
-4
4
-2
0
0
/8
6
3
1
8
3
9
-4
4
-2
5
0
/8
6
W
e
it
e
rg
a
b
e
so
w
ie
V
e
rvi
e
lf
ä
lt
ig
u
n
g
d
ie
se
r
U
n
te
rl
a
g
e
,
V
e
rw
e
rt
u
n
g
u
n
d
M
it
te
il
u
n
g
ih
re
s
In
h
a
lt
s
n
ich
t
g
e
st
a
tt
e
t,
so
w
e
it
n
ich
t
sch
ri
ft
li
ch
zu
g
e
st
a
n
d
e
n
.
V
e
rst
o
ß
ve
rp
fl
ich
te
t
zu
m
S
ch
a
d
e
n
se
rsa
tz
u
n
d
ka
n
n
st
ra
fr
e
ch
tl
ich
e
F
o
lg
e
n
h
a
b
e
n
(
P
a
ra
g
ra
p
h
1
8
U
W
G
,
P
a
ra
g
ra
p
h
1
0
6
U
rh
G
).
E
ig
e
n
tu
m
u
n
d
a
ll
e
R
e
ch
te
,
a
u
ch
f
ü
r
P
a
te
n
te
rt
e
il
u
n
g
u
n
d
G
e
b
ra
u
ch
sm
u
st
e
re
in
tr
a
g
u
n
g
,
vo
rb
e
h
a
lt
e
n
.
S
P
X
F
L
O
W
,
G
e
rm
a
n
y