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+149
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2
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d
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+9
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4
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●
1
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:
3
9
1
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:
3
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,
2
4
M
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0
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4
d
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+818
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:
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+121
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2
4
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4
d
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f
h
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+190
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:
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1
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2
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4
d
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f
f
h
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−596
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:
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4
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d
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+200
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1
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1
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d
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f
f
h
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t
−121
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:
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●
1
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2
4
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4
d
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f
f
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t
−3,478
F
C
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−436
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d
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+964
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1
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4
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d
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+77
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2
4
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2
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4
d
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f
h
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+343
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4
d
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f
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−120
F
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−4,733
F
C
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c
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t
●
2
1
:
1
1
2
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:
1
1
,
3
0
A
p
r
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l
2
0
2
4
d
i
f
f
h
i
s
t
−6
M
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c
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r
o
s
N
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e
d
i
t
s
u
m
m
a
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●
2
1
:
0
9
2
1
:
0
9
,
3
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A
p
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l
2
0
2
4
d
i
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f
h
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t
−157
H
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c
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●
2
1
:
0
8
2
1
:
0
8
,
3
0
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p
r
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l
2
0
2
4
d
i
f
f
h
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s
t
−157
G
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s
(
c
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)
r
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c
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t
●
2
1
:
0
8
2
1
:
0
8
,
3
0
A
p
r
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l
2
0
2
4
d
i
f
f
h
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s
t
−151
G
a
l
l
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s
(
c
o
n
s
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l
l
a
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)
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g
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k
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(
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c
u
r
r
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n
t
●
2
1
:
0
8
2
1
:
0
8
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−211
D
o
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a
d
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m
c
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g
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s
a
d
d
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b
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k
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p
p
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t
(
h
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c
i
m
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/
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g
v
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v
a
r
i
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s
i
p
a
d
d
r
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s
s
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s
)
●
2
1
:
0
7
2
1
:
0
7
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−151
C
r
u
x
r
m
c
a
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e
g
o
r
i
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s
a
d
d
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d
b
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k
p
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p
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t
(
h
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c
i
m
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/
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/
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a
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s
i
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a
d
d
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s
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)
●
2
1
:
0
6
2
1
:
0
6
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−6
M
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n
o
c
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r
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n
f
o
a
d
d
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d
b
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c
k
p
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p
p
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t
(
h
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c
i
m
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/
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v
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/
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a
r
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o
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s
i
p
a
d
d
r
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s
s
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s
)
●
2
1
:
0
6
2
1
:
0
6
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−151
M
o
n
o
c
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r
o
s
r
m
c
a
t
e
g
o
r
i
e
s
a
d
d
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d
b
y
a
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c
k
p
u
p
p
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t
(
h
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c
i
m
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/
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g
v
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/
v
a
r
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s
i
p
a
d
d
r
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s
s
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)
●
2
1
:
0
6
2
1
:
0
6
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−151
C
o
l
u
m
b
a
(
c
o
n
s
t
e
l
l
a
t
i
o
n
)
r
m
c
a
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g
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r
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s
a
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d
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d
b
y
a
s
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c
k
p
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p
p
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t
(
h
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c
i
m
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/
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i
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g
v
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/
v
a
r
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s
i
p
a
d
d
r
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s
s
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)
c
u
r
r
e
n
t
●
2
1
:
0
5
2
1
:
0
5
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−151
C
h
a
m
a
e
l
e
o
n
r
m
c
a
t
e
g
o
r
i
e
s
a
d
d
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d
b
y
a
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c
k
p
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p
p
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t
(
h
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c
i
m
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/
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i
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g
v
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s
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p
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d
d
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s
s
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)
c
u
r
r
e
n
t
●
2
1
:
0
5
2
1
:
0
5
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−152
C
a
n
c
e
r
M
i
n
o
r
r
m
c
a
t
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g
o
r
i
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s
a
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d
b
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c
k
p
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p
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t
(
h
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c
i
m
i
/
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v
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s
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p
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d
d
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s
s
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s
)
c
u
r
r
e
n
t
●
2
1
:
0
5
2
1
:
0
5
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−151
C
a
m
e
l
o
p
a
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d
a
l
i
s
r
m
c
a
t
e
g
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a
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d
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d
b
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c
k
p
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p
p
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t
(
h
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c
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m
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/
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g
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/
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a
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p
a
d
d
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s
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)
c
u
r
r
e
n
t
●
2
1
:
0
4
2
1
:
0
4
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−151
A
p
u
s
r
m
c
a
t
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g
o
r
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e
s
a
d
d
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d
b
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a
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k
p
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t
(
h
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c
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m
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/
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v
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d
d
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)
c
u
r
r
e
n
t
●
2
1
:
0
4
2
1
:
0
4
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−54
C
a
t
e
g
o
r
y
:
V
o
l
a
n
s
r
m
c
a
t
e
g
o
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a
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d
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d
b
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(
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)
c
u
r
r
e
n
t
●
2
1
:
0
4
2
1
:
0
4
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−54
C
a
t
e
g
o
r
y
:
T
u
c
a
n
a
r
m
c
a
t
e
g
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a
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c
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/
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)
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:
M
a
n
u
a
l
r
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v
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t
●
2
1
:
0
4
2
1
:
0
4
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−54
C
a
t
e
g
o
r
y
:
T
r
i
a
n
g
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l
u
m
A
u
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t
T
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:
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a
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v
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t
●
2
1
:
0
3
2
1
:
0
3
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−54
C
a
t
e
g
o
r
y
:
P
h
o
e
n
i
x
(
c
o
n
s
t
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l
l
a
t
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o
n
)
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m
c
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g
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:
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a
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v
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t
●
2
1
:
0
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2
1
:
0
3
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−54
C
a
t
e
g
o
r
y
:
P
a
v
o
(
c
o
n
s
t
e
l
l
a
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)
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m
c
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g
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T
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:
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a
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●
2
1
:
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2
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3
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−54
C
a
t
e
g
o
r
y
:
M
u
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c
a
r
m
c
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g
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:
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a
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v
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t
●
2
1
:
0
3
2
1
:
0
3
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−54
C
a
t
e
g
o
r
y
:
M
o
n
o
c
e
r
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r
m
c
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c
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r
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●
2
1
:
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2
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3
,
3
0
A
p
r
i
l
2
0
2
4
d
i
f
f
h
i
s
t
−54
C
a
t
e
g
o
r
y
:
I
n
d
u
s
(
c
o
n
s
t
e
l
l
a
t
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n
)
r
m
c
a
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g
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d
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c
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t
T
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:
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t
●
2
1
:
0
3
2
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3
,
3
0
A
p
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l
2
0
2
4
d
i
f
f
h
i
s
t
−54
C
a
t
e
g
o
r
y
:
H
y
d
r
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r
m
c
a
t
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a
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k
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(
h
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/
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c
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●
2
1
:
0
2
2
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3
0
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p
r
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l
2
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2
4
d
i
f
f
h
i
s
t
−54
C
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