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cée
d
an
s
un
e o
p
ti
q
u
e
fi
n
an
ci
è
r
e
o
ù
l
a
s
a
ti
s
fa
c
ti
on d
e
s
ac
ti
o
nn
air
e
s
é
t
a
i
t
p
ri
v
il
é
g
i
ée
,
d
e
p
l
u
s
e
n
p
l
u
s
d
e
r
e
ch
e
r
ch
e
s
al
li
e
n
t
a
u
x
i
n
d
i
c
a
t
e
ur
s
fi
n
a
n
ci
e
r
s
d
es
i
n
d
i
c
a
t
e
ur
s
n
on
fi
n
an
ci
e
r
s
.
E
n
f
ai
t
,
l
e
b
u
t
po
ur
s
ui
vi
es
t
d
e
c
o
n
ce
v
o
ir un
e
é
v
al
u
a
ti
o
n
m
u
lti
cri
t
è
r
e
e
t
mul
ti
di
m
e
n
s
i
o
nn
e
ll
e
o
ù
l
es
in
t
é
r
ê
ts
d
e
to
u
s
l
es
a
c
t
e
ur
s
s
o
n
t
i
n
t
é
gr
é
s
(
K
a
p
l
a
n
e
t
N
o
rt
on
,
1
9
9
6
;
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o
u
q
ui
n
,
1
99
7
;
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o
urri
e
r
e
t
al
.
,
1
9
98)
.
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s
l
à
n
e
n
'
arr
ê
t
e
p
a
s
ce
tt
e
é
v
o
l
u
ti
o
n
.
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n
e
ff
e
t
, l
'
i
n
ci
d
e
n
ce
d
'
un
D
é
v
e
l
o
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p
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m
e
n
t
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ur
a
b
l
e
(D
D
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e
f
ai
s
an
t
s
e
n
ti
r
d
e
m
ani
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r
e
d
e
p
l
u
s
e
n p
l
u
s
p
r
é
gn
an
t
e
,
l
es
e
n
tr
e
p
ris
e
s
do
i
v
e
n
t
r
é
fl
é
chir
à
l
a
p
r
a
ti
q
u
e
d
'
i
n
d
i
c
a
t
e
ur
s
d
e
typ
e éc
o
n
om
i
q
u
e
,
e
n
v
i
ro
nn
e
m
e
n
tal
e
t
s
o
ci
al
/
s
o
ci
é
t
al
(
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o
ck
e
rts
e
t
al
.
,
200
2
;
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i
gg
e e
t
al
.
,
2
0
0
2
;
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ar
o
e
t
N
o
gu
e
r
a
,
2
0
0
5
)
.
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a
p
ro
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l
é
m
a
ti
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u
e
d
e
l
'
é
v
al
u
a
ti
o
n
d
e
l
a
l
o
gi
s
ti
q
u
e
s
'
ins
cri
t
d
an
s
ce
tt
e
m
o
u
v
an
ce
«
d
ur
a
b
l
e
»
.
Ai
n
s
i
,
d
an
s
un
e
o
p
ti
q
u
e
d
e
D
O
, l
e
s
écri
t
s
m
o
n
tr
e
n
t
un
e
r
é
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e
xi
o
n
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ur
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p
e
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rm
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ce
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u
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u
p
p
l
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C
h
ai
n
M
a
n
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g
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n
t
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S
C
M
)
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an
s
un
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r
é
fl
e
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é
c
o
n
o
m
i
qu
e
q
ui
a
s
s
o
ci
e
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o
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t
/
q
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ali
t
é
/
d
é
l
ai
,
d
u
G
r
e
e
n
S
u
pp
l
y
C
h
ai
n
M
an
a
g
e
m
e
n
t
d
an
s
un
e
r
éfl
e
xi
o
n
e
n
vi
r
o
nn
e
m
e
n
t
a
l
e
e
t
du
S
o
ci
al
/
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o
ci
é
t
a
l
S
u
pp
l
y
C
h
ai
n
M
an
a
g
e
m
e
n
t
d
an
s
l
a
r
é
fl
e
xi
o
n
s
o
ci
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e
/
s
o
ci
é
t
al
e
.
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n
d
é
co
ul
e
l
'
é
m
e
r
g
e
n
c
e
d
'
u
n
S
u
s
t
ai
n
a
b
l
e
S
u
p
p
l
y
C
h
ai
n
M
an
a
g
e
m
e
n
t
o
u
l
og
i
s
ti
q
u
e
d
ur
a
b
l
e
do
n
t
l
e
b
u
t
es
t
u
n
e
c
o
n
j
u
g
ai
s
o
n
d
e
c
e
s
tr
o
i
s
a
s
p
e
ct
s
(
S
v
e
n
s
s
on
,
2
0
0
7
;
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art
e
r
e
t
R
o
g
e
rs
,
200
8
;
S
e
uri
ng
e
t
M
ül
l
e
r
,
2
0
0
8
;
P
a
g
e
ll
e
t
W
u
,
2
00
9
;
M
o
r
an
a
, 2
0
1
0
, 2
0
1
3
)
.
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t
,
a
u
s
e
i
n
d
e
l
a
l
o
gi
s
ti
qu
e
,
un
r
e
g
ar
d
d
e
p
l
u
s
e
n
p
l
u
s a
pp
u
y
é
s
'
in
t
é
r
e
s
se
à
l
a
l
o
gi
s
tiq
u
e ur
b
ain
e
,
l
o
g
i
s
ti
q
u
e
d
u d
e
rni
e
r
ki
l
o
m
è
tr
e
q
ui
c
o
n
s
ti
tu
e
un
é
l
é
m
e
n
t
e
s
s
e
n
ti
e
l
d
'
un
e
l
o
gi
s
ti
q
u
e
g
l
o
b
al
e
/
d
ur
a
b
l
e
.
C
e
t
ar
ti
cl
e
s
'
i
n
t
é
r
e
s
s
e
à
l
a
p
e
r
fo
rm
an
c
e
d
e
l
a
l
ogi
s
ti
qu
e
ur
b
ai
n
e
d
ur
a
b
l
e
,
e
t
p
l
u
s
p
r
é
ci
s
é
m
e
n
t
à
l
a
p
e
r
fo
rm
a
n
ce
d
'
un
s
y
s
t
è
m
e
d
e
d
i
s
tri
bu
ti
on
m
u
tu
al
i
s
é
.
E
n
e
ff
e
t
,
d
an
s
l
a
l
og
i
s
ti
q
u
e
a
v
a
l
o
u
d
e
d
i
s
trib
u
ti
on
,
l
a
l
og
i
s
ti
q
u
e
ur
b
ai
n
e
s
'
o
r
g
ani
s
e
d
e
p
l
u
s
e
n
p
l
u
s
d
an
s
d
e
s
l
o
g
i
q
u
e
s
d
e
m
u
tu
a
li
s
a
ti
o
n
(
G
o
n
z
al
e
z
-F
e
li
u
e
t
M
o
r
an
a
,
2
0
10
;
P
a
ch
é
,
2
0
1
0
)
.
C
e
tt
e
vo
l
on
t
é
d
e
m
u
tu
ali
s
a
ti
o
n
,
e
n
t
e
ndu
e
c
o
m
m
e
l
a
m
i
s
e
e
n
c
om
m
un
d
e
moy
e
n
s
m
a
t
é
ri
e
l
s
o
u
i
m
m
a
t
é
ri
e
l
s
p
ar
d
e
u
x
o
u p
l
u
s
i
e
ur
s
a
ct
e
ur
s
(
G
o
n
z
al
ez
-F
e
li
u
e
t
M
o
r
an
a
,
20
1
3
),
s
'
i
n
s
cri
t
d
an
s
l
es
tr
oi
s
vo
l
e
t
s
d
u
D
O
.
L
a
«
m
u
tu
al
i
s
a
ti
on
é
c
o
n
o
m
i
qu
e
»
r
ec
h
e
r
ch
e
u
n
e
m
a
ss
i
fi
ca
ti
on
d
e
s
fl
ux
d
e
m
a
ti
è
r
e
s
.
I
ci
,
o
n
tr
o
u
v
e
l
a
p
l
a
ce
d
e
s
C
e
n
tr
e
s
d
e
Di
s
tri
bu
ti
o
n
U
r
b
ai
n
s
qu
i
c
o
nf
è
r
e
un
e
p
l
u
s
gr
an
d
e
fl
ui
d
i
fi
c
a
ti
o
n d
e
s
li
v
r
ai
s
o
n
s
(
p
a
ss
a
g
e
d
e
gr
o
s
vo
l
um
e
s
v
e
r
s
d
e
p
e
ti
ts
vo
l
um
e
s
)
.
L
a
«
m
u
tu
al
i
s
a
ti
on
e
n
vi
r
o
nn
e
m
e
n
t
al
e
»
ch
e
r
c
h
e
un
c
h
ar
g
e
m
e
n
t
à
ma
x
i
m
a
d
e
c
am
i
o
n
s d
e
typ
e
éc
o
l
o
g
i
q
u
e
(
G
P
L
,
é
l
e
ctri
q
u
e
)
e
t
d
e
s
r
e
t
o
ur
s
q
u
i
n
e s
o
n
t
p
a
s
à
v
i
d
e
.
Q
u
an
t
à
l
a
«
m
u
tu
ali
s
a
ti
on
s
o
ci
al
e
/
s
o
ci
é
t
al
e
»
,
e
ll
e
a
b
o
u
tit
à
un
e
s
a
ti
s
fa
cti
on d
e
s
cl
i
e
n
ts
,
a
u
s
e
n
s
d
i
s
tri
bu
t
e
ur
ur
b
ai
n
e
t
c
o
n
s
o
m
m
a
t
e
ur
fi
n
al
:
li
vr
ai
s
on
e
n
«
m
ai
n
p
ro
p
r
e
»
,
m
ai
s
a
u
ss
i
d
e
s s
al
ari
é
s
(
e
n
tr
e
p
ô
t
e
t
c
o
nd
u
it
e
)
p
o
ur
un
e
m
e
ill
e
ur
e
p
r
o
d
u
cti
v
i
t
é
.
E
n
s
o
i,
l
'
ob
j
e
c
ti
f
e
s
t
d
e
c
o
n
t
e
n
t
e
r
to
u
t
un
ch
a
cun
à
tr
a
v
e
r
s
un
e
li
vr
ai
s
on
a
ux
h
e
ur
e
s
c
o
ns
i
d
é
r
é
e
s
c
o
m
m
e
l
e
s
p
l
u
s
a
d
é
q
u
a
t
e
s
p
ar
ch
a
qu
e
type
d
e
cl
i
e
n
t
,
c
e
ci
s
an
s
e
n
tr
aîn
e
r
d
e
n
ui
s
an
ce
s
(
s
o
n
o
r
es
,
arr
ê
ts
m
ul
ti
p
l
es
,
e
t
c
.
)
p
o
ur
le
s
a
u
tr
es a
c
t
e
ur
s
©
R
e
vu
e
F
r
an
ç
ai
s
e
d
e
G
e
s
ti
o
n
In
du
s
tri
e
ll
e
-
V
o
l.
34
,
N
°
1
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L
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u
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m
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li
vr
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b
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e
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e
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q
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u
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ux p
r
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t
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o
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q
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gr
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en
ti
fi
er le
s
t
en
d
a
n
c
e
s
q
u
i
l
es
i
n
fl
u
en
c
er
o
n
t
s
u
r u
n
h
o
rizon
c
o
hér
en
t
a
v
e
c l
a
na
tur
e
d
e
l
eu
r
s
f
o
n
c
ti
o
n
s
»
(
B
o
u
qu
in
,
20
01
,
p
p
.
397
-
3
98
)
;
L
'
a
ffi
ch
a
g
e
d
e
tr
o
i
s
ax
es
d
e
m
e
s
ur
e
,
r
e
fl
e
t
d
e
s
tr
o
i
s
di
m
e
n
s
i
o
n
s
d
u
d
é
v
e
l
o
p
p
e
m
e
n
t
d
ur
abl
e
,
à
s
a
v
o
i
r
l
'
é
c
o
n
o
mi
q
u
e
,
l
'
e
n
vi
r
o
nn
e
m
e
n
t
al
e
t
l
e
s
o
ci
al
/
s
o
ci
é
t
al
.
Ce
t
arti
cl
e s
e
d
écli
n
e
tel
q
u
e
sui
t.
T
o
u
t
d
'
a
b
o
r
d,
un
p
r
e
mi
e
r
p
ar
a
gr
a
p
h
e
p
r
é
s
e
n
t
e
q
u
e
l
q
u
es
tr
a
v
a
ux d
e
r
é
f
é
r
e
n
c
e
s
u
r
l
a
n
o
ti
o
n
d
e
p
e
rf
o
rm
an
c
e
,
d
e
m
ê
m
e
q
u
'
un
tr
a
v
ail
d
e
s
yn
th
è
se
d
'
in
di
ca
t
e
ur
s
d
e
p
e
r
fo
rm
an
ce
.
E
n
s
ui
t
e
,
l
e
d
euxiè
m
e
p
ar
a
gr
a
p
h
e
s
o
ul
i
gn
e
l
e
s
tr
a
v
a
u
x
s
ur
l
a
m
es
ur
e
d
e
la
p
e
r
fo
rman
ce
e
n
li
e
n
a
v
e
c
l
a
l
o
gi
s
ti
q
u
e
.
E
nfin
,
l
e
tr
o
i
s
i
è
m
e
p
ar
a
gr
a
ph
e
a
ur
a
p
o
ur
l
i
e
u
d
e
f
air
e
l
e
p
o
in
t
s
ur
l
es
indi
c
a
t
e
ur
s
d
e
p
e
r
fo
rm
an
ce
d
ur
a
b
l
e
d
e
l
a
l
o
gi
sti
q
u
e
ur
b
ai
n
e
m
u
tu
al
i
s
é
e
.
Et
c
'
e
s
t
p
ar
J
e
r
e
t
o
ur
d
'
e
x
p
é
ri
e
n
ce
du
p
r
o
j
e
t
L
UMD
(
L
o
gi
sti
q
u
e
U
r
b
ain
e
M
u
tu
al
i
s
é
e
D
ur
a
b
l
e
i
)
q
u
'
un
t
a
b
l
e
a
u
d
e
b
o
r
d
d
ur
a
b
l
e
d
e
l
o
gi
s
ti
q
u
e
ur
b
ain
e s
er
a
p
r
éco
ni
sé
.
2
.
L
a
p
e
r
fo
rma
n
c
e
d
u
r
a
b
l
e
d
e
l
a
c
h
a
î
n
e
l
o
gi
s
tiq
u
e
g
lo
b
al
e
S
e
l
o
n
M
arm
u
s
e
(
1
9
9
7
)
,
«
l
a
p
e
r
fo
rm
an
ce
r
e
v
ê
t
(
.
..
)
d
e
s
a
s
p
e
cts
m
ul
ti
p
l
e
s
,
s
an
s
d
o
u
t
e
co
n
v
e
r
ge
n
t
s,
mai
s q
ui m
é
ri
t
e
n
t
d
'
ê
tr
e
a
b
o
r
d
é
s
d
an
s
un
e
l
o
gi
qu
e
p
l
u
s
g
l
o
b
al
e
q
u
e
l
a
s
e
ul
e
a
ppr
é
ci
ati
o
n
d
e
l
a
r
e
n
t
a
b
ili
t
é
p
o
ur
l
'
e
n
tr
e
p
ris
e
o
u
p
o
ur
l
'
a
cti
o
nn
a
ir
e
»
(
p
. 21
94
)
.
Ain
s
i
,
p
l
u
s
i
e
ur
s
a
s
p
e
c
t
s
d
e
l
a
p
e
r
fo
rm
an
ce
d
o
i
v
e
n
t
ê
tr
e
e
n
vis
a
g
é
s
.
T
o
u
t
d
'
a
bo
r
d
,
s
e
l
o
n
un
e
di
m
e
n
si
on
s
tr
a
t
é
gi
qu
e
q
ui
fé
d
è
r
e
l
e
s ac
ti
o
n
s e
ntr
e
p
ri
s
e
s
a
u
t
o
ur
d
e
l
a
p
é
r
e
nni
t
é
;
e
n
sui
t
e
, s
o
u
s
l
'
an
g
l
e
d
e
l
a
p
e
r
fo
rm
an
c
e
c
o
n
curr
e
n
ti
e
ll
e
q
ui
c
o
n
s
i
s
t
e
à
r
e
ch
e
r
ch
e
r
d
e
s s
o
l
u
ti
o
n
s
a
u
-
d
e
l
à
d
'
u
n
e
uni
d
irn
e
n
s
i
o
nn
al
i
t
é
d
e
l
a
s
tru
ctur
e
;
enfi
n
,
d
an
s
un
e
p
e
r
s
p
e
c
ti
v
e
d
e
p
e
r
fo
rm
an
c
e
s
o
ci
o
-
éc
o
n
o
m
i
q
u
e
q
ui
r
ai
s
o
nn
e
s
ur
l
a
r
e
c
o
nfi
gu
r
a
ti
o
n
i
n
t
e
rn
e
d
e
s
a
p
p
r
o
ch
e
s
or
g
ani
s
a
ti
o
nn
e
ll
e
s
e
t
s
o
ci
al
es
.
S
e
l
o
n
un
e
m
ê
m
e
h
ypo
th
èse
, il e
s
t
p
o
ss
i
b
l
e
d
e
c
o
n
s
i
d
é
r
e
r
J
e
tr
a
v
ai
l
d
e
Cr
o
ss
e
t
L
yn
ch
(1
9
8
9
)
c
o
mm
e
un
e
r
éfé
r
e
n
c
e e
n
l
'
é
ta
t.
C
e
s
a
u
t
e
urs
o
n
t
ch
e
r
ch
é
tr
è
s
t
ô
t
,
a
u
tr
a
v
e
r
s
d
e
l
a
p
yr
am
i
d
e
d
e
s
p
e
r
fo
rm
an
c
e
s
,
à
a
p
p
o
rt
e
r
un
e
l
e
ctur
e
u
ti
l
e
dans
un
d
é
p
l
o
i
e
m
e
n
t
d
e
l
a
m
e
s
ur
e
d
e
l
a
p
e
r
fo
rm
an
ce
.
P
o
ur
c
e
l
a
,
il
s
o
n
t
c
o
m
b
in
é
l
e
ch
am
p
o
p
é
r
a
ti
o
nn
e
l
e
t
l
e
ch
am
p
s
tr
a
t
é
gi
q
u
e
1
Le
p
r
o
j
e
t
L
U
M
D
(
L
o
gis
ti
q
u
e
U
r
b
a
in
e
M
u
tu
a
lisée
Dur
a
b
l
e
)
a
é
t
é
d
é
v
e
l
o
p
pé
en
tre
j
an
vi
e
r
2
009
e
l
m
a
rs
20
1
2.
U
n
gro
upe
d
e
ré
fl
e
x
i
o
n
p
l
u
ri
d
isci
p
l
in
a
i
re
a
e
u
po
u
r b
u
t
d
e
tro
u
v
e
r
d
es
so
l
u
ti
o
ns
d
e
m
aximisa
t
i
o
n
d
es
bén
éfi
ces
d
u
gro
u
pe
Prcss
t
alis
(a
n
ci
e
nn
e
m
en
t
gro
u
pe
N
ou
v
e
ll
es
M
essa
g
e
r
i
es
d
e
l
a
P
ress
e
P
aris
i
enn
e
)
.
En
e
ff
e
t
,
fac
e
à
l
a
r
éc
ess
i
o
n
d
es
v
en
t
es
en
fo
rma
t
p
a
p
i
er
,
d
es
q
u
es
t
i
o
ns
qu
a
n
t
a
u
d
e
v
e
nir
d
e
ce
gro
u
pe
se
so
n
t
po
sées
po
ur
l
a
pérenni
t
é
d
e
l
'
en
tre
p
rise
.
C
est
d
ans
œ
ca
dre
q
u
e
l
'
un d
es
su
j
e
ts
s
'
est
po
s
i
ti
o
nn
é
s
u
r
u
n
e
mise
e
n
p
l
ac
e/
mise
en
œ
uv
r
e
d
'
un
e
l
o
gis
ti
q
u
e
u
rb
ai
n
e
m
u
tu
a
l
isée
d
ans
u
n
e
l
o
gi
q
u
e
d
e
D
é
v
e
l
opp
e
m
en
t
D
u
r
a
b
l
e
.
V
o
i
r
G
o
nza
l
ez
-
F
e
li
u
e
l
M
o
r
an
a
(
2
0
10
)
po
ur
un
e
p
r
ésen
t
a
ti
on des p
rem
i
è
res
é
t
a
pes
d
u
p
ro
je
t
e
t
un
e
re
vu
e
d
e
li
tté
r
a
ture
exh
aus
ti
v
e
su
r
l
a
no
t
i
on d
e
m
u
tu
a
lisa
t
i
o
n.
©
R
e
vu
e
F
r
an
ç
ai
se d
e
G
es
ti
on
In
d
u
s
trie
ll
e
-
V
o
l
34
,
N
°
1
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)
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,
N
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1
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©
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vu
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Fr
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ai
s
e
d
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G
e
s
ti
o
n
In
d
u
s
tri
e
ll
e
-
V
o
l.
34
,
N
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In
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tri
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l
.
34
,
N
°
1
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o
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2
0
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D
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e
.
©
R
e
v
u
e
F
r
a
n
ç
ai
se
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e
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es
ti
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In
du
s
tri
e
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e
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l
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,
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°
1
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pr
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ri
ffi
s e
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,
2
007
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.
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n
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ri
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o
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t
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o
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t
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o
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e
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(
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1
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l
a
l
o
gi
s
ti
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ai
n
e
e
s
t
un
sys
t
è
m
e
c
o
m
p
l
e
x
e
o
ù
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e
ur
s
pu
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a
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t
a
ux
,
n
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u
s
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tr
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u
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s
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p
ro
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l
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a
ti
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o
ul
i
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ée
s
p
ar
M
o
n
t
e
b
e
ll
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(
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)
e
n
s
tr
a
t
é
g
i
e
e
t
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u
n
a
se
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u
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e
t
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ri
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s
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.
, 2
0
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p
o
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l
a
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.
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ar
e
x
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m
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l
'
i
n
d
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c
a
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ur
«
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•
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,
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us
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n
o
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m
p
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e
résu
lta
t.
©
R
e
vu
e
F
r
an
ç
ai
s
e
d
e
G
e
s
ti
o
n
In
d
u
s
tri
e
ll
e
-
V
o
l
.
34
,
N
°
1
L
e ta
b
l
e
a
u
d
e
bo
r
d d
ur
a
b
l
e
d
'
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n
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l
'
aun
e
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e
s
p
r
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o
c
cu
p
a
ti
o
n
s
du
XX:
I
è
m
e
s
i
è
cl
e
5
5
d
es e
m
p
l
oy
é
s
e
t d
e
s
u
s
a
g
e
rs
»
tr
o
u
v
e é
c
ho
d
an
s
l
'
i
n
di
c
a
t
e
u
r
«
s
a
ti
s
fa
cti
o
n
d
e
s
s
al
ari
é
s
»
j
u
g
é
p
ri
o
ri
t
air
e
p
ar
M
o
n
t
e
b
e
ll
o
o
u
d
an
s
l
e
s
i
n
d
i
c
a
t
e
ur
s
«
c
o
nfo
rmi
t
é
a
ux
s
p
é
ci
fic
a
tio
n
s
e
t
a
ux
r
é
g
l
e
m
e
n
t
a
tio
ns
»
t
e
l
s
q
u
e
p
r
o
m
u
s
e
n
l
o
gi
s
ti
qu
e
.
3
.
L
a
m
é
t
h
o
d
e
p
r
o
p
o
s
é
e
:
un
e
d
é
m
a
r
c
h
e
d
e
r
a
i
s
on
n
e
m
e
n
t
c
o
ll
e
c
ti
f
c
o
ll
a
b
o
r
a
ti
f
D
an
s
l
a
c
o
n
s
tru
cti
o
n
d
'
un
t
a
b
l
ea
u
d
e
b
o
r
d
p
o
ur
l
a
m
u
tu
ali
s
a
ti
o
n l
o
gi
s
ti
qu
e
ur
b
ain
e
d
ur
a
b
l
e
,
il
es
t
i
m
p
o
rt
an
t
d
e
f
ai
r
e
c
o
nv
e
r
g
e
r
l
e
s
cri
t
è
r
e
s
d
e
p
e
rtin
e
n
ce
e
t
c
o
h
é
r
e
n
ce
d
'
un
t
a
bl
e
a
u
d
e
bo
r
d
o
p
é
r
a
ti
onn
el
(B
o
u
q
ui
n
,
20
0
1
)
a
v
e
c
c
e
ux d
e
l
a
d
ur
a
b
ili
t
é
d
e
l
a
l
o
gi
s
ti
q
u
e
(
M
o
r
an
a
,
2
01
3
)
.
E
n
d
'
a
u
tr
e
s m
ots
,
l
e
t
a
b
l
ea
u
d
e
b
o
r
d
d
o
i
t
d
é
c
lin
e
r
l
e
s
tr
o
i
s s
ph
è
r
e
s
d
u
d
é
v
e
l
opp
e
m
e
n
t
d
ur
a
b
l
e
e
t
à
l
a
fo
i
s
p
r
o
po
s
e
r
un
no
m
b
r
e
co
n
t
e
n
u d
'
i
n
di
c
a
t
e
ur
s
,
d
e
ci
n
q
à
di
x
d
'
a
p
r
è
s
B
o
u
q
uin
,
2
0
0
1
)
.
P
o
ur
c
e
ci
,
l
e
s
di
ff
é
r
e
n
ts
i
n
d
i
c
a
t
e
u
rs
p
r
o
p
o
s
é
s
d
ans
l
a
r
e
vu
e
d
e
l
a
li
tt
é
r
a
tur
e
s
o
n
t
gr
o
u
p
é
s
s
e
l
o
n
l
e
s
tr
o
i
s
c
a
t
é
go
ri
e
s
q
u
e
l
e
ta
bl
e
a
u
d
e
bo
r
d d
e
vr
ai
t
r
e
p
r
e
n
dr
e
,
p
r
é
s
e
n
t
é
es
c
o
mm
e s
ui
t
:
•
I
n
d
ic
a
t
e
u
rs
é
c
o
n
o
m
i
qu
e
s
:
d
e
u
x
s
o
u
s
-
c
a
t
é
g
o
ri
e
s
p
e
u
v
e
n
t
à
l
a
fo
i
s
ê
tr
e
d
é
fini
e
s
,
i
.
e
.
ce
ll
e
d
e
s
i
n
d
ic
a
t
e
u
r
s
d
e
d
ur
a
b
ili
t
é
é
c
o
n
o
m
i
q
u
e e
t
fin
an
ci
è
r
e
g
l
o
b
al
e
(
b
il
an
e
t
é
v
al
u
a
tio
n
du
b
u
s
in
e
s
s
p
l
an
p
ri
n
ci
p
al
e
m
e
n
t
)
e
t
c
e
ll
e
d
e
s
in
d
i
c
a
t
e
ur
s
d
e
p
e
r
fo
rm
an
ce
l
o
g
i
s
tiq
u
e
(
q
u
ali
t
é e
t
d
é
l
ai
)
.
•
I
nd
ic
a
t
e
u
rs
e
n
v
i
r
o
n
n
e
m
e
n
t
a
ux
:
il
s s
o
n
t
u
tili
s
é
s
p
o
ur
m
e
s
ur
e
r
l
e
s
e
ff
e
ts
sur
l
'
e
n
vi
r
o
nn
e
m
e
n
t
d
u
s
y
s
t
è
m
e
m
u
tu
ali
s
é
d
e
li
vr
ai
s
o
ns
ur
b
ain
e
s
.
•
I
nd
ic
a
t
e
u
rs
s
o
c
i
a
u
x
/
s
o
c
i
é
t
a
u
x
:
il
s
n
e
s
o
n
t
p
a
s s
e
ul
e
m
e
n
t
d
e
s
indi
c
a
t
e
ur
s
s
o
ci
a
u
x
m
ais
i
l
s
do
i
v
e
n
t
a
u
s
s
i
t
e
ni
r
c
o
m
p
t
e
d
e
s
effe
ts
d
u
s
y
s
t
è
m
e
d
e
li
vr
ai
s
o
ns
ur
bai
n
e
s
s
ur
l
e
c
o
n
t
e
x
t
e
d
'
un p
o
i
n
t
d
e
vu
e
o
r
g
ani
s
a
ti
o
n
n
e
l
(h
a
b
i
tu
d
e
s
,
ch
an
ge
m
e
n
ts
s
ur
l
e
s
mo
d
e
s
d
'
o
r
g
ani
s
a
ti
on
,
r
é
ti
ce
n
c
e
s
,
e
t
c
.)
,
r
é
g
l
e
m
e
n
t
ai
r
e
,
e
r
g
o
n
o
m
i
qu
e
,
e
t
c
.
D
e
p
l
u
s
,
d
e
ux
vi
s
i
o
n
s
d
i
ff
é
r
e
n
t
e
s
s
o
n
t
am
e
n
ée
s
à
c
o
nv
e
r
g
er
d
an
s
l
'
é
v
al
u
a
ti
o
n
d
e
s
s
y
s
t
è
m
e
s
l
o
gi
s
ti
q
u
e
s e
n
m
i
li
e
u
ur
b
ai
n
:
ce
ll
e
d
e
l
'
e
ntr
e
p
ri
s
e
o
u d
e
l
'
e
ns
e
m
b
l
e
d
'
e
n
tr
e
p
ri
s
e
s
a
p
p
art
e
nan
t
à
un
e
ch
aîn
e
d
'
a
p
p
r
o
vi
s
i
o
nn
e
m
e
n
ts
do
nn
é
e, e
t
c
e
ll
e
d
e
l
a
c
oll
e
cti
vi
t
é
o
u
d
e
l
'
e
n
s
e
m
b
l
e
d
e
l
a
vi
ll
e
d
an
s
l
a
q
u
e
ll
e
l
e
d
ernie
r
m
ai
llo
n
d
e
c
e
tt
e
ch
aîn
e
l
o
g
e
s
a
d
e
s
tin
a
ti
on
fin
al
e
.
A
fin
d
e
ch
oi
s
i
r
l
e
t
a
b
l
ea
u
d
e
b
o
r
d
l
e
p
l
u
s
a
d
a
p
t
é
à
l
a
q
u
e
s
ti
on d
e
l
a
m
u
tu
al
i
s
a
ti
o
n
l
o
gi
s
ti
q
u
e
ur
b
ain
e
,
e
t
d
an
s
l
e
c
a
dr
e
d
u
p
r
o
j
e
t
L
UMD
,
un
e
d
é
m
ar
ch
e
d
e
r
e
ch
e
r
ch
e
d
e
c
o
n
s
e
n
s
u
s
p
r
o
p
r
e
à
l
'
a
i
d
e
d
e
d
é
ci
s
io
n
d
e
gr
o
u
p
e
(
R
aifa
e
t
al
.
,
20
02
)
a é
t
é
s
ui
vi
e
.
No
u
s
r
é
s
um
on
s i
ci
l
a
d
ém
ar
ch
e
s
uivi
e
(
p
o
ur
p
l
u
s
d
e
d
é
tai
l
s
s
ur
l
a
m
é
th
o
d
e
s
ui
vi
e
,
v
o
ir
G
o
nz
al
ez
-
F
e
li
u
e
t
Mo
r
an
a,
2
0
1
4
)
U
n
e
p
r
e
m
iè
r
e li
s
t
e
d
'
i
n
d
i
ca
t
e
urs
(
e
n
vi
r
o
n
10
0
,
o
b
t
e
nu
s
à
p
artir
d
e
s
tr
a
v
a
u
x
q
ui
on
t
p
e
rm
i
s d
e
d
r
e
ss
e
r
l
'
é
t
a
t
d
e
l'
art
p
r
éc
é
d
e
n
t
e
n
é
li
min
an
t
d
'
é
v
e
n
tu
e
l
s
d
oub
lo
n
s
)
a
é
t
é
pro
p
o
s
ée
l
o
r
s
d
u
c
o
m
i
t
é
s
ci
e
n
tifi
q
u
e
d
u p
r
oj
e
t
L
UMD
,
l
o
rs
d
e
l
a
sé
an
c
e
d
u
3
1
m
ars
2
0
11
q
ui
é
t
ai
t
a
cc
o
m
p
a
g
n
é
e
p
ar
un
e
p
r
é
se
n
t
a
tio
n
d
e
l
a
m
é
th
o
d
o
l
o
gi
e
e
t
d
e
s
p
i
s
t
e
s
d
e
r
é
fl
e
xi
o
n
.
Il
a é
t
é
c
o
n
v
e
n
u d
e
ré
d
ui
r
e
l
e
no
m
b
r
e
d
'
in
di
ca
t
e
urs
à
un
e
tr
e
n
t
ai
n
e
po
ur
e
n
s
ui
t
e
l
e
s
tr
ai
t
e
r
e
n
d
é
t
ail
l
o
r
s
d
e
l
a
s
é
an
c
e d
u
3
m
ai
2
0
11
,
o
ù
ce
s
i
n
d
i
c
a
t
e
urs
o
n
t
é
t
é
d
é
b
a
ttu
s
e
t
c
o
mm
e
n
t
é
s
.
D
an
s
c
e
tt
e
r
é
uni
on
,
n
o
u
s
p
o
uv
o
n
s
ti
r
e
r
l
e
s c
o
n
cl
u
s
i
o
n
s
s
ui
v
an
t
e
s
:
©
R
e
v
u
e
F
ran
ç
a
i
s
e
d
e
G
es
ti
o
n
In
d
u
s
tr
i
e
lle -
V
ol
34
,
N
°
1
5
6
J
.
M
O
RANA
&
J
.
G
O
N
ZA
L
E
Z-
FE
LIU
U
n
t
a
b
l
e
a
u d
e
bo
r
d p
o
ur
l
a
p
e
r
fo
rm
an
ce
d
ur
a
b
l
e
d
e
L
UMD
do
i
t
ê
tr
e
p
r
o
p
o
s
é
.
Il
d
e
vr
a
c
o
n
t
e
nir
a
u
m
axi
m
um
ci
n
q
cri
t
è
r
es
p
ri
n
ci
p
a
u
x
,
ch
a
cun
a
cc
o
m
p
a
gn
é
d
'
un
à
tr
o
i
s
i
n
di
ca
t
e
ur
s
.
P
arm
i
l
e
s
ob
j
e
cti
f
s
,
c
e
l
ui
d
e
l
a
c
o
nv
e
r
g
e
n
c
e
d
e
m
ul
ti
p
l
e
s a
ct
e
ur
s
d
e
l
a
ch
aîn
e
l
o
gi
s
ti
qu
e e
s
t
p
rim
o
r
di
al
,
o
ù
l
e
s
e
n
t
e
n
t
e
s
«
p
ri
v
a
ti
v
e
s
»
e
t
«
pu
b
li
q
u
e
s
»
s
on
t
a
s
s
o
ci
ée
s
;
D
e
u
x
typ
e
s
d
'
i
nd
i
c
a
t
e
u
rs
p
e
u
v
e
n
t
ê
tr
e
d
é
fi
ni
s
:
c
e
u
x
qui
m
e
s
ur
e
n
t
l
a
p
e
r
fo
rm
an
c
e
d
u
s
y
s
t
è
m
e
L
U
MD
e
n
s
o
i
,
e
t
c
e
ux
q
ui
m
e
s
ur
e
n
t
l
e
s
e
ff
e
ts
s
ur
l
e
s
y
s
t
è
m
e
é
c
o
nomiq
u
e
g
l
ob
al
.
L
e
d
e
u
xi
è
m
e
v
o
l
e
t
e
s
t
c
e
p
e
nd
ant
p
l
u
s
d
i
ffi
ci
l
e
à
m
e
s
ur
e
r
e
t
à
q
u
an
ti
fi
e
r
s
urt
o
u
t
d
an
s
l
a
d
é
fi
ni
ti
o
n
d
e
l
a
s
i
tu
a
ti
o
n d
e
r
é
f
é
r
e
n
c
e
.
A
u
s
s
i
,
a
v
on
s-
no
u
s
p
ri
v
il
é
gi
é
d
an
s
un p
r
e
m
i
e
r
t
e
m
p
s
l
e
s
i
n
di
c
a
t
e
ur
s
d
u
p
r
e
mi
e
r
vo
l
e
t.
N
éanm
o
i
n
s
,
po
u
r
v
é
ri
fi
e
r
l
e
s
b
i
enf
ai
t
s
d
e
s
a
cti
o
n
s e
ffe
ctu
ée
s
e
t
t
e
n
d
r
e
v
e
rs
un
e
c
o
m
p
ar
a
i
s
o
n
a
v
ec
l
e s
y
s
t
è
m
e
é
c
o
nom
i
qu
e
g
l
o
b
al
, n
o
u
s
l
e
s
c
o
m
p
ar
e
r
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ti
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UMD
v
e
r
s
i
o
n
1.
C
e
t
a
b
l
e
a
u
es
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p
r
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s
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n
t
é
ul
t
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n
t, o
ù
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d
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s
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ffé
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e
nu
s
.
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nfin
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a
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s
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e
s
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s
é
s
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a
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s
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'
un
e s
yn
th
ès
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e
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un
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on
a é
t
é s
o
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ée
l
o
rs
du
c
o
m
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ci
e
n
ti
fi
qu
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du
1
5
s
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p
t
e
m
b
r
e
20
1
1.
C
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d
o
cu
m
e
n
t
r
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um
e
l
e
s
p
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n
ci
p
a
ux
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n
d
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a
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e
ur
s
q
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c
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s
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t
e
n
t
d
'
ê
tr
e
v
al
i
d
é
s
p
ar
u
n
gr
o
up
e
s
e
c
o
m
p
o
s
an
t
d
e
1
2
e
x
p
e
rt
s
:
tr
o
i
s
r
e
s
p
on
sa
b
l
e
s
l
o
gi
s
ti
q
u
es
(
fo
n
cti
o
n
s
s
tr
a
t
é
gi
q
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e
s
)
d
'
une
e
n
tr
e
p
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s
e
d
e
d
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s
tri
bu
ti
o
n
d
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l
a
p
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s
s
e
(
P
r
e
ss
t
al
i
s
,
p
o
rt
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ur
d
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pr
o
j
e
t
)
,
tr
o
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s
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o
n
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ul
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s
d
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c
a
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t
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m
a
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es
d
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r
e
n
ts
(
r
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s
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m
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t
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es as
p
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x ch
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ur
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on
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n
d
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l
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t
inf
o
rm
a
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qu
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,
e
ntr
e a
u
tr
e
s
)
4
.
R
é
s
ul
ta
ts
N
o
u
s
p
r
o
p
o
s
on
s
un
t
a
b
l
e
a
u
d
e
bo
r
d
, o
u
til fa
ci
l
e
à
l
ir
e
e
t
u
ti
li
s
a
b
l
e
p
ar
l
e
s
di
ff
é
r
e
n
ts
a
cte
urs
d
e
l
a
p
l
a
t
e
-
fo
rm
e
.
C
e
t
o
u
til
r
e
p
r
e
n
d
l
e
s
tr
o
i
s
c
a
t
é
g
o
ri
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u d
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m
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p
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i
n
di
ca
t
e
ur
s
p
rin
ci
p
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ux
(
4
éc
o
n
o
m
i
q
u
es
,
1
e
n
v
ir
o
nn
e
m
e
n
tal
e
t
2
s
o
ci
a
ux
/
s
o
ci
é
t
a
ux
,
d
.
T
a
b
l
e
a
u
4)
.
©
R
e
vu
e
F
r
an
ç
ai
s
e
d
e
G
e
s
ti
o
n
In
du
s
tri
ell
e
-
V
o
l.
34
,
N
°
1
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e tro
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t
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ux
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t
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s
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li
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s m
ai
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li
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p
o
ur
l
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ct
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urs p
ri
v
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s
.
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ur
c
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ci
,
il
n
o
u
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s
e
m
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on
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rt
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t
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ro
p
o
s
e
r
un
e
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é
d
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m
e
su
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o
n
a
b
so
l
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m
ai
s
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el
a
ti
v
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p
ar
r
a
p
p
o
rt
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e
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é
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é
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e
n
c
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t
d
o
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a
u
r
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f
é
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en
ti
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l
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s
é ci-
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ss
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s
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e
t
e
nsui
t
e a
v
e
c
un
e
uni
t
é
d
e
m
es
ur
e
no
n
li
ée
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e
n
s
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m
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l
e
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t
o
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é
e
o
u d
es
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l
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an
s
p
o
rt
é
s
m
ai
s
à
l
'
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t
é
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s
t
an
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t
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e
p
o
i
d
s
(
o
u
c
o
n
d
i
ti
o
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m
e
n
t
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u
til
i
s
é
.
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o
ur
ce
ci
,
n
o
u
s
pro
p
o
so
ns
tr
o
i
s
uni
t
é
s
d
e
m
e
s
ur
e
d
e
r
é
f
é
r
e
n
c
e
:
L
e
kil
o
m
è
tr
e
p
ar
c
o
uru
,
q
ui
p
e
u
t
ê
tr
e i
n
t
é
r
e
ss
an
t
p
o
ur
l
e
s
c
o
ll
e
cti
vi
t
é
s m
ai
s
a
u
ss
i
p
o
ur
l
e
s
tr
an
s
po
rt
e
ur
s
.
L
e kil
o
.
km
(
don
c
ch
a
q
u
e
i
n
di
c
a
t
e
ur
s
e
r
ai
t
à
s
e
r
a
p
po
rt
e
r
p
ar
kil
o
e
t
kil
o
m
è
tre
p
ar
c
o
u
ru
),
c
ar
l
a
c
o
n
v
e
r
si
o
n
d
e
l
'
u
ni
t
é
a
n
t
é
ri
e
ure
à
c
e
ll
e-
ci
p
e
rm
e
ttr
ai
t
d
e
r
e
n
dr
e
l
i
s
i
b
l
e
l
es
i
n
di
ca
t
e
ur
s
p
o
ur
l
e
s
ac
t
e
urs
p
ri
v
é
s
(
no
n
s
e
ul
e
m
en
t
l
e
s
tr
ans
p
o
rt
e
urs
m
ai
s
a
u
ssi
l
e
s
ch
ar
g
e
ur
s)
,
©
R
e
v
u
e
F
r
a
n
ç
a
is
e
d
e
G
es
ti
o
n
I
n
d
u
s
tri
e
ll
e
-
V
o
l
34
, N
°
1
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a
v
ec
q
u
a
tr
e
c
a
t
é
go
ri
e
s
d
'
u
s
a
g
e
r
do
i
t
ê
tr
e
d
é
fini
,
a
fin
d
e
d
o
nn
e
r
a
u
x
d
é
ci
d
e
ur
s
(
pu
b
li
cs
e
t
p
ri
v
é
s
)
d
e
s
po
i
n
ts d
e
r
e
p
è
r
e
d
an
s
l
a
r
é
al
i
s
a
ti
o
n d
e
s
e
s
é
v
al
u
a
ti
on
s
.
À
c
e
p
r
o
p
o
s
,
n
o
u
s
a
von
s
e
ff
e
ctu
é
h
u
i
t
e
n
tr
e
ti
e
n
s se
m
i
-d
i
r
e
cti
f
s
a
v
ec
d
e
s a
ct
e
urs
p
ub
li
c
s
e
t
p
ri
v
é
s
(
tr
o
i
s
r
e
p
r
és
e
n
tant
s
d
'
a
g
g
l
o
m
ér
a
ti
on
s
,
tr
o
i
s
f
é
d
é
r
a
ti
o
n
s
d
e
tr
an
s
p
o
rt
e
ur
s
o
u
cl
u
s
t
e
r
s
éc
o
n
o
m
i
q
u
e
s
e
t
d
e
u
x
gr
o
s
tr
an
s
p
o
rt
e
ur
s
)
,
ai
n
s
i
q
u
e
d
e
s
é
ch
an
g
e
s
a
v
e
c
d
e
ux
ch
e
r
ch
e
urs
s
p
é
ci
al
i
s
t
e
s
d
an
s
l
'
ai
d
e
à
l
a
d
é
ci
s
i
o
n
e
n
tr
an
s
po
rt
e
t
l
o
gis
tiq
u
e
.
P
o
ur
l
e
m
om
e
n
t
, l
e
r
é
f
é
r
e
n
ti
e
l
p
r
o
po
s
é
i
ci
p
o
rt
e
s
ur
l
e
tr
ans
p
o
rt
e
n
c
o
li
s
p
o
ur
l
es
p
r
o
d
ui
ts
man
uf
a
ctur
é
s
non
fr
a
gil
e
s
(
e
t
ho
r
s
p
r
o
d
ui
ts
fr
a
i
s
)
.
E
ll
e
i
n
cl
u
t
l
e
tr
an
s
p
o
rt
e
n
c
o
m
p
t
e
pro
p
r
e
e
t
e
n
co
m
p
t
e
d
'
a
u
trui
,
y
c
o
m
p
ri
s
l
a
m
e
ss
a
g
e
ri
e
e
x
p
r
e
s
s
e
t
l
a
li
vr
a
i
s
o
n
à
d
o
m
i
cil
e
.
N
o
u
s
r
e
p
o
rt
o
n
s
l
e
s
p
rin
ci
p
al
e
s
c
ar
a
ct
é
ri
s
ti
qu
e
s
ai
n
s
i
q
u
e
l
e
s
v
al
e
urs
d
e
p
l
u
s
i
e
ur
s
i
n
di
c
a
t
e
ur
s
p
o
ur
ch
a
q
u
e
c
a
t
é
g
o
ri
e
(
cf
.
T
a
b
l
e
a
u
5
)
.
I
n
di
ca
t
e
w
/
C
a
t
é
go
ri
e
d
'
u
s
a
g
e
r
C
o
m
p
t
e
C
o
m
p
t
e
C
o
m
p
t
e
C
o
m
p
t
e
d
'
au
tru
i
d
'
au
tru
i
p
r
o
p
re
p
ro
p
re
M
e
s
s
a
g
e
ri
e
E
xp
re
ss
e
xp
é
di
t
e
ur
d
e
s
ti
n
a
-
ta
i
re
Ca
r
a
c
t
é
r
i
s
ti
q
ues
N
o
m
b
re
m
o
y
e
n
d
'
a
rr
ê
ts
1
4
42
1
2
4
d
e
l
a
c
a
t
é
go
r
i
e
Po
i
d
s
m
o
y
e
n
li
v
r
é
13
00
k
g
10
k
g
6
00
k
g
2
500
k
g
T
y
p
e
d
e
vé
h
i
c
u
l
e
m
a
j
o
ri
ta
i
r
e
P
o
rt
e
u
r
1
6
t
V
U
L
P
o
rt
e
ur
1
2
t
P
o
rt
e
ur
1
6
t
É
c
o
nomiqu
e T
a
u
x
d
e
p
a
r
c
ou
rs
e
n
c
h
a
r
ge
44
%
3
2
%
2
6
%
2
1
%
v
é
h
i
c
u
l
e
T
a
u
x
d
e
r
e
m
p
li
s
s
a
g
e
(
po
i
d
s
)
5
1
%
34
%
29
%
2
7
%
vé
h
i
c
u
l
e
a
u
d
é
p
a
r
t
T
a
u
x
d
e
s
e
rv
i
c
e
9
5
%
95
%
95
%
n
a
.
E
nv
i
r
o
nn
e
m
e
n
ta
l
É
m
i
s
s
i
on
s
d
e
g
az
à
e
ff
e
t
d
e
0
,
2
g
0
,
6
g
0
,
S
g
0
,
4
g
se
r
r
e
(
p
a
r
k
g
.
km
tr
a
n
s
p
o
r
t
é
)'>
C
O
2
.
e
q
C
O
2
.
eq
C
O
2
.
e
q
C
O
2
.
e
q
T
a
u
x
d
'
o
c
c
up
a
t
i
on
d
e
l
a
2
,
2
1
,
3
1
,
9
2,
4
v
o
i
r
i
e
(
c
oe
ffi
ci
e
n
t
a
u
km
)
?
T
a
b
l
ea
u
5
:
Pri
n
ci
p
al
e
s
c
ar
a
c
t
é
ri
s
ti
q
u
e
s
e
t
i
n
di
c
a
t
e
ur
s
p
o
ur
l
e
s
q
u
a
tr
e c
a
t
é
g
o
ri
e
s
d
e
tr
an
s
p
o
rt
d
e
c
o
li
s
e
nv
i
s
a
g
ée
s
(
s
o
ur
c
e
:
a
u
t
e
ur
s
d
'
a
p
r
è
s
E
n
q
u
ê
t
e
s
M
ar
ch
an
di
s
e
s
e
n
V
ill
e
e
t
r
e
t
o
ur
s
t
e
rr
ai
n
)
.
L
e
T
a
b
l
ea
u
5
p
r
é
s
e
n
t
e
l
e
s
c
ar
a
c
t
é
ris
ti
q
u
e
s
d
es
q
u
a
tr
e
c
a
t
é
g
o
ri
e
s e
n
vi
s
a
g
ée
s
ai
n
si
q
u
e
l
e
s
p
rin
ci
p
a
ux
i
n
di
c
a
t
e
ur
s
c
al
cu
l
a
bl
e
s
à
p
ar
ti
r
d
e
s
e
nq
u
ê
t
e
s
M
ar
ch
an
d
i
s
e
s
e
n
V
ill
e e
t
co
m
p
l
é
t
é
e
s
p
ar
d
e
s
r
e
t
o
ur
s
t
e
rr
ai
n
(c
om
m
e
e
x
p
li
q
u
é
a
u
p
ar
a
v
an
t
).
L
e
s
in
di
c
a
t
e
ur
s
e
n
tr
e
p
ô
t
n
'
o
n
t
p
a
s
p
u
ê
tr
e e
s
ti
m
é
s
c
ar
,
a
v
e
c
l
e
s
do
nn
é
e
s
di
s
p
o
ni
b
l
e
s, il
no
u
s
a é
t
é
im
p
o
s
s
i
b
l
e
d
'
o
b
t
e
nir
d
e
s
i
n
d
i
c
a
t
e
u
r
s
s
t
a
ti
s
ti
q
u
e
m
e
n
t
r
e
p
r
é
s
e
n
t
a
ti
f
s
p
o
ur
l
e
s a
c
ti
vi
t
é
s
d
'
e
n
tr
e
po
s
a
g
e
.
D
'
a
u
tr
e
s
in
di
ca
t
e
ur
s
,
n
o
t
am
m
e
n
t
l
e
s
i
n
d
i
c
a
t
e
ur
s
fi
n
an
ci
e
rs
o
u
s
o
ci
a
ux
n
'
o
n
t
p
a
s é
t
é
d
é
fi
ni
s
p
ar
l
e
s
6
Les
é
m
iss
i
on
s
d
e
g
az
à
e
f
fe
t
de
se
rre
so
n
t
es
tim
ées
en g
d
e
C
O
2
éq
u
i
v
a
l
en
t
et
r
a
p
po
rt
ées
a
u
po
i
d
s
t
o
t
a
l
tr
a
n
s
po
r
t
é
p
a
r
t
o
u
rn
ée
a
ins
i
qu
'
à
la
d
is
t
a
n
ce
p
a
r
c
o
u
ru
e
,
e
n
km
.
E
ll
es
so
n
t
es
t
im
ées
sc
i
o
n
un
p
ar
c
m
o
y
e
n
d
e
v
é
h
i
cu
l
es
u
ti
li
t
ai
res
du
l
o
gi
ci
e
l
I
M
P
A
CT
-
AD
E
M
E
(
A
D
E
M
E
,
2
003
)
.
7
C
oe
ff
i
ci
e
n
t,
à
m
u
lt
i
p
l
i
e
r
p
a
r
l
e
no
m
b
r
e
d
e
k
i
l
o
m
è
tres
ré
a
lisés
p
a
r
ch
a
q
u
e
v
é
h
i
cu
l
e
,
pou
r
o
b
t
e
ni
r
l
e
t
a
u
x
d
'
oc
cu
p
a
ti
o
n
d
e
l
a
v
o
i
ri
e
,
e
n km
.
E
VP
(
éq
u
i
v
a
l
e
n
t
v
o
i
t
ur
e
p
a
rt
i
cu
li
è
r
e
)
.
C
c
c
oe
ffi
ci
en
t
es
t
à
po
nd
é
r
e
r
p
a
r
l
es
k
m fa
i
ts
p
a
r
un
i
t
é
d
e
ch
a
r
g
em
e
n
t
(k
i
l
o
o
u
c
o
lis
)
p
o
u
r
p
asse
r
d
'
un
e
u
n
it
é
v
é
hi
cu
l
e
à
l
'
un
e d
es
d
e
ux
a
u
tr
es
un
i
t
és
p
ré;sel'
tées
d
a
ns
c
e
t
a
r
ti
cl
e
.
©
R
e
vu
e
F
r
an
ç
ai
s
e
d
e
G
e
s
tio
n
In
du
s
tri
e
ll
e
-
V
o
l.
34
,
N
°
1
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L
e
ta
b
l
e
a
u d
e
bo
r
d d
ur
a
b
l
e
d
'
un
s
y
s
t
è
m
e
m
u
tu
al
i
sé
d
e
s
li
vr
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o
n
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ur
b
ai
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e
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'
a
un
e
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e
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p
r
é
o
c
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p
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ti
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XX
I
è
m
e
s
i
è
cl
e
59
m
ê
m
e
s
r
ai
s
on
s
(
dif
fi
cul
t
é
d
e
m
o
n
tr
e
r
l
a
r
e
p
r
é
s
e
n
t
a
ti
vi
t
é
s
t
a
ti
s
ti
q
u
e
d
e
s
v
al
e
ur
s a
v
e
c
l
e
s
d
o
nn
ée
s di
s
p
o
ni
b
l
e
s
)
.
B
i
e
n
e
n
t
e
n
du
,
c
e
s
d
o
nn
é
e
s
p
e
u
v
e
n
t
ê
tr
e
af
fi
n
ée
s
,
c
o
m
p
l
é
t
é
e
s
e
t
r
e
vue
s
,
m
ai
s
c
e
ni
v
ea
u
d
'
a
gr
é
g
a
tio
n
s
uf
fit
à
a
pp
r
é
h
e
nd
e
r
l
e
s
di
ff
é
r
e
n
ce
s
e
n
tr
e
c
a
t
é
go
ri
e
s
e
t
à
do
nn
e
r
un
p
oin
t
d
e
d
é
p
art
p
o
ur
l
'
e
s
tim
a
ti
o
n d
e
s
i
m
p
a
c
ts
d
e
di
ff
é
r
e
nts
s
y
s
t
è
m
e
s
d
e
l
i
vr
ai
s
o
n
s
ur
b
ai
n
es
m
u
tu
alis
é
e
s
.
Il
s
mon
tr
e
n
t
l
e
c
o
m
p
o
rt
e
m
e
n
t
d
i
ff
é
r
e
n
t
p
o
u
r
c
h
a
q
u
e
c
a
t
é
g
o
ri
e
d
'
a
c
t
e
ur
s
ai
n
si q
u
e
l
es
p
o
s
s
i
b
ili
t
é
s
d
e
m
u
tu
al
i
s
a
ti
on
(
i
ci
,
o
n
vo
it
cl
ai
r
e
m
e
n
t
q
u
e
l
e
s
v
é
hi
cul
e
s
s
o
n
t
l
ar
g
e
m
e
n
t
s
o
u
s
-
u
tili
s
és
)
, e
t
l
'
i
d
é
e
d
e
l
a
g
e
s
ti
o
n d
es c
a
p
a
ci
t
é
s
r
és
i
d
u
e
ll
e
s
(
ob
j
e
cti
f
du
p
ro
j
e
t
L
UMD
)
p
r
e
nn
e
n
t
se
n
s
à
tr
a
v
e
rs
ce
s
d
o
nn
ée
s
.
E
n
e
ff
e
t
,
a
v
e
c
d
e
s
v
é
hicul
e
s s
o
u
s
-
u
til
i
s
é
s
,
un
e
g
e
s
tio
n
d
es
c
a
p
a
ci
t
és
r
és
i
du
e
ll
es
p
ar
un
s
y
s
t
è
m
e
d
'
é
ch
an
g
e
« p
ar
l
e
m
ar
ch
é
»
(
c
o
m
m
e
un
e
bo
ur
se
d
e
fr
e
t
m
ai
s
s
p
é
ci
fi
qu
e
à
l'
ur
b
ain
)
se
m
b
l
e
un
e
al
t
e
rn
a
ti
v
e
à l
a
fo
i
s
a
c
c
e
p
t
a
b
l
e
p
ar
l
e
s
tr
an
s
p
o
rt
e
u
r
s e
t
ve
rtu
e
u
s
e
p
o
ur
l
'
e
n
v
ir
o
nn
e
m
e
n
t
.
A
in
s
i
,
d
'
a
p
r
è
s
l
e
s
r
é
s
ul
t
a
ts d
e
M
o
r
an
a
et
al
.
(
2
0
1
4
)
un
e
m
u
tu
al
i
sa
ti
o
n
q
ui
p
e
rme
ttr
ai
t
d
e
r
é
o
r
g
anis
e
r
l
e
tr
a
fi
c
p
o
ur
2
5
%
d
e
s
t
o
urn
é
e
s
d
'
un
e a
g
g
l
o
m
é
r
a
ti
o
n
p
o
urr
ai
t
a
v
o
i
r
c
o
m
m
e
c
o
n
s
é
q
u
e
n
c
e
un
e
r
é
d
u
c
ti
o
n
d
e
s
é
mi
s
s
i
on
s
d
e
g
az
à
e
ff
e
t
d
e
s
err
e
d
'
e
n
vi
r
o
n
20
%
,
e
t
ce
ci
s
an
s
n
é
ce
s
s
i
t
e
r
d
e
l
o
ur
d
s
in
v
e
s
ti
ss
e
m
e
n
t
s
(
in
fr
a
s
tru
ctur
es e
t
v
é
hi
cules
)
.
Res
t
e
n
t
n
é
anm
o
in
s
p
l
u
s
i
e
urs
v
e
rr
o
u
s
à
l
e
v
e
r
p
o
ur
arri
v
e
r
à
ce
ci
.
N
o
u
s
ci
t
e
r
on
s
l
e
s
d
e
ux q
u
e
n
o
u
s
co
ns
i
d
é
ro
n
s
l
e
s
p
l
u
s
i
m
p
o
rt
an
ts
:
L
'
a
ccès
à l
'
inf
o
rm
a
ti
on
e
t
à
l
'
ai
d
e
à
l
a
d
é
ci
s
i
on
a
d
a
p
t
é
e
à
t
o
u
s
l
e
s
a
ct
e
urs
:
p
o
ur
p
o
uv
o
ir
c
o
mm
uni
q
u
e
r
e
t
p
r
e
n
dr
e
d
e
s
d
é
ci
s
i
o
n
s
e
n
gr
o
u
p
e
,
l
e
s
di
ff
é
r
e
n
ts
ac
t
e
urs
(
pu
b
li
c
s
e
t
p
ri
v
é
s
)
o
n
t
n
é
ce
s
s
it
é
d
e
d
é
t
e
ni
r
un
part
a
g
e
d
'
inf
o
rm
a
ti
o
n
s s
t
an
d
ar
d
s
e
t
li
s
i
b
l
e
s
.
Or
l
e
s
d
o
nn
ée
s
e
n
t
erme
s
d
e
l
o
gi
s
tiq
u
e
ur
b
ain
e
r
e
s
t
e
n
t
p
e
u
a
cc
e
s
s
i
b
l
e
s
s
,
D
e
p
l
u
s
,
l
e
s
o
u
til
s
d
'
ai
d
e
à
l
a
d
é
ci
s
i
on
a
ctu
e
l
s
r
e
s
t
e
n
t
p
e
u
e
r
g
on
o
mi
q
u
es
p
o
ur
l
e
s
a
ct
e
urs
p
ri
v
é
s
car
g
én
é
r
alem
en
t
p
l
u
s
o
ri
e
n
t
é
s
v
e
rs
l
'
aid
e
à
l
a
d
é
ci
s
i
on
p
u
b
li
qu
e
.
L
a
s
t
an
d
ar
di
sa
tio
n d
e
s
m
é
th
o
d
e
s m
ai
s
a
u
ss
i
d
e
l
a
t
e
rmin
o
l
ogi
e
.
L
a
r
e
ch
e
r
ch
e
d
e
c
o
n
s
e
n
s
u
s
es
t
un
e
a
cti
o
n
c
o
ll
e
cti
v
e
,
e
t
l
e
s
p
r
o
b
l
è
m
e
s
à y
arri
v
e
r
so
n
t
s
o
u
v
en
t
li
é
s
à
d
e
s
d
i
ff
é
r
e
n
ces
d
e
v
i
s
i
o
n
o
u d
e
l
e
xi
qu
e
.
P
l
u
s
i
e
ur
s
b
l
o
c
a
g
es
d
an
s
l
a
r
e
ch
e
r
ch
e
d
'
un
e
m
u
tu
ali
s
a
ti
on
s
o
n
t
s
o
u
v
e
n
t
li
és
à d
e
s
p
r
o
b
l
è
m
es
d
e
c
om
m
u
ni
ca
ti
o
n
.
C
e
tt
e
r
e
ch
e
r
ch
e
s
e
p
r
o
p
o
s
e
c
o
mm
e
é
t
an
t
un
pr
e
m
i
e
r p
as
v
e
r
s
ce
tt
e s
tand
ar
d
i
sa
ti
o
n
o
u uni
fi
c
a
ti
on
d
ans
l
'
é
v
al
u
a
ti
o
n
,
m
ai
s
e
ll
e
n
é
ce
s
s
i
t
e
d
'
ê
tr
e a
p
p
r
o
fo
n
di
e
afin
q
u
e
l
es
di
ff
é
r
ents
a
ct
e
urs
d
e
l
a
l
o
gis
ti
q
u
e
ur
b
ain
e
(
in
t
e
r
)
-
a
gi
s
s
e
n
t
d
e
m
ani
è
r
e
c
o
n
s
e
n
s
u
e
ll
e
.
5
.
C
o
nclus
i
o
n
L
'
é
v
al
u
a
tio
n
d
e
s
p
r
o
j
e
t
s
d
e
l
o
gi
s
ti
q
u
e
ur
b
ai
n
e
m
u
tu
ali
s
é
e
d
o
i
t
s
e
p
o
s
i
ti
onn
e
r
d
an
s
un
e
p
e
r
s
p
e
cti
v
e
d
e
D
é
v
e
l
o
pp
e
m
e
n
t
D
u
r
a
b
l
e
(
DO
)
.
Dan
s
c
e
s
e
n
s
,
l
e
s
tr
o
i
s
dime
n
s
i
o
n
s
d
u
D
D
(
i
.
e
.
é
c
o
n
o
mi
q
u
e
,
e
n
vi
r
o
nn
e
m
e
n
t
al
e
e
t
s
o
ci
al
e
/
s
o
ci
é
t
al
e
)
d
o
i
v
e
n
t
ê
tr
e
p
ris
e
s
en
c
o
m
p
t
e
.
D
e
m
ê
m
e
,
un n
o
m
b
r
e
li
m
i
t
é
m
ai
s s
uf
fi
s
an
t
d
'
i
n
di
c
a
t
e
urs do
i
t
ê
tr
e é
n
um
é
r
é
,
p
o
ur
un
e
p
ri
s
e
d
e
d
é
ci
s
i
o
n
e
t
s
e
l
on
l
e
p
ri
n
ci
p
e
d
'
un
e
l
e
c
tur
e
r
a
p
i
d
e
e
t
e
ffi
ci
e
n
t
e
(B
o
u
q
uin
,
2
0
0
1
)
.
E
n
o
u
tr
e
, l
e
s
s
p
é
cifi
ci
t
és
d
e l
a
l
o
g
i
s
ti
q
u
e
ur
b
a
i
n
e
,
e
t l
e
s
d
e
u
x
vi
s
i
o
n
s
(e
ntr
e
p
ri
s
e e
t
c
o
ll
e
cti
vi
t
é
pub
li
q
u
e
)
r
e
q
u
i
è
r
e
n
t
un
e
é
v
al
u
a
tio
n
e
t
un
e
v
alo
ri
s
a
ti
on
fin
e
s
d
e
ce
type
d
e
l
o
gi
s
ti
q
u
e
,
t
o
u
t
p
ar
ti
culi
è
r
e
m
e
n
t
(
à
ce j
o
ur
!)
s
ur
l
'
ax
e
e
n
vir
o
nn
em
e
n
t
al
.
•
p
a
r
un
e
d
if
fi
cu
l
té
à
i
d
e
n
tifi
e
r
l
es
p
ro
p
r
i
é
t
aires
d
es
d
onn
ées
,
l
es
m
od
ali
t
és
d
e
d
iffus
i
on
m
ais
a
uss
i,
un
e
fo
is
l
'
a
ccès
à
ces
d
onn
ées
poss
i
b
l
e
,
e
ll
es
n
éces
s
it
e
n
t
d
es
spéci
alis
t
es
,
so
uv
en
t
l
es
t
echni
ci
ens
q
ui
o
n
t
c
o
ll
ect
é
ces
d
o
nn
ées
,
po
ur
l
es
co
m
p
ren
d
re
et
d
o
n
c
pou
r
po
uv
o
i
r
l
es t
r
a
i
t
e
r
©
R
ev
u
e
F
r
a
n
ça
i
s
e
de
G
es
ti
o
n
In
du
s
tri
e
ll
e -
V
o
l
34
, N
°
1
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60
J
.
M
O
RAN
A
&
J
.
G
O
N
ZA
L
E
Z
-
F
E
L
IU
D
e
n
o
tr
e
po
i
n
t
d
e
vu
e e
t
s
u
r
l
e
p
l
an
é
c
o
n
omiq
u
e
,
l
a
vi
s
i
o
n
e
n
tr
e
p
ris
e
do
i
t
ê
tr
e
p
r
é
d
o
m
in
ant
e
.
E
n
c
e
q
ui
c
o
n
c
e
rn
e
l
e
s
i
nd
i
ca
t
e
ur
s
é
co
nom
i
q
u
es,
l
a
li
tt
é
r
a
tur
e
m
e
t
e
n
a
v
an
t
c
e
ux
qui
p
o
rt
e
n
t
s
ur
l'
e
ffi
c
a
ci
t
é
d
e
l
'
e
n
tr
e
p
ri
s
e e
t
s
ur
l
a
p
e
r
fo
rm
an
ce
l
ogi
s
ti
q
u
e
g
l
o
b
al
e
d
an
s
s
o
n
a
s
p
e
ct
du
tr
an
s
po
rt
d
e
m
ar
ch
an
d
i
se
s
e
n
vi
ll
e
.
E
n
ce
q
ui
c
o
n
ce
rn
e
l
a
dim
e
ns
i
o
n
e
n
vir
o
nn
e
m
e
n
t
al
e
,
l
e
s
p
ri
n
ci
p
al
e
s
v
aria
b
l
e
s
à
é
tu
d
i
e
r
s
o
n
t
l
es
s
ui
v
an
t
e
s
:
l
a
c
o
n
s
o
m
m
a
ti
on
é
n
e
r
g
é
ti
q
u
e
, l
e
s
v
ari
a
ti
o
n
s
d
e
s
é
mi
s
s
i
o
n
s
d
e
po
ll
u
an
ts
p
ar
r
a
pp
o
rt
à
un
e
s
i
tu
a
ti
o
n
i
ni
ti
al
e e
t
p
ar
r
a
p
p
ort
à
l
'
e
n
s
e
m
b
l
e
d
e
s
é
m
i
s
s
i
on
s
po
u
r
l
e
tr
an
s
p
o
rt
ur
b
a
i
n
(
p
e
r
s
o
nn
e
s
+
m
ar
chan
di
s
e
s
)
.
E
n
fi
n
,
l
a
d
i
m
e
n
s
i
o
n
s
o
ci
al
e
/
s
o
ci
é
t
al
e
e
s
t
p
l
u
s
d
if
fi
ci
l
e
à
c
ar
a
ct
éri
s
e
r
e
t
n
é
c
ess
it
e
un
e
é
tu
d
e
p
l
u
s
a
p
p
ro
fo
n
d
i
e
.
N
é
anm
o
in
s
, l
a
v
a
l
o
ris
a
ti
o
n
s
o
ci
al
e
/
s
o
ci
é
t
al
e
à
tr
a
v
e
r
s
l
e
s
v
aria
ti
o
n
s
d
e
s
e
m
p
l
o
i
s
e
t
l
a
r
é
af
f
e
c
t
a
ti
on
d
'
e
m
p
l
o
i
s
se
m
b
l
e
n
t
l
e
s
p
ri
n
ci
p
al
e
s
v
ari
a
b
l
e
s
d
an
s
l
a
r
e
ch
e
r
ch
e
d
'
in
di
c
a
t
e
ur
s
s
o
ci
a
ux
e
t
s
o
ci
é
t
a
ux
.
E
nfin
,
r
e
s
t
e
l
a
q
u
e
s
ti
o
n d
e
l
'
u
ni
fic
a
ti
o
n
e
t
l
a
tr
an
s
f
é
r
a
b
il
i
t
é
d
e
c
e
typ
e
d
'
ou
ti
l
s
.
D
e
l
e
c
tur
e
fa
ci
l
e
,
l
e
s
t
a
b
l
ea
u
x
d
e
b
ord
s
e
m
b
l
e
n
t
a
d
a
p
t
é
s
à
t
o
u
s
l
e
s
a
ct
e
ur
s
d
e
l
a
l
o
gi
s
ti
q
u
e
ur
b
ai
n
e
.
Né
anm
o
i
n
s
,
il
e
s
t
i
m
p
o
r
t
a
n
t
d
e
d
é
fi
nir
d
e
s
b
a
se
s
c
o
mm
un
e
s
e
t
un
r
é
f
é
r
en
ti
e
l
u
ni
fi
é
po
ur
q
u
e
c
e
s
o
u
ti
l
s
d
e
vi
e
nn
e
n
t
d
e
s
cl
é
s
d
an
s
l
a
bo
nn
e
c
o
mmuni
c
a
ti
o
n
e
n
tr
e
l
e
s
di
ff
é
r
e
n
t
s
ac
t
e
ur
s
c
o
n
ce
rn
é
s
(
p
ri
v
é
s
e
t
p
u
b
li
c
s
)
e
t
d
o
n
c
d
an
s
l
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1
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e
r
s c
o
n
c
e
rn
e
n
t
l
'
é
v
al
u
a
ti
on d
u
b
u
sin
e
s
s
p
l
an
p
ar
un
i
n
di
c
a
t
e
ur
d
'
é
q
ui
li
b
r
e
fi
n
an
ci
e
r
d
e
l
a
p
l
a
t
e
-
fo
rm
e
.
L
e
b
u
t
e
s
t
d
e
m
o
n
tr
e
r
q
u
e
l
e
s
y
s
t
è
m
e
e
s
t
s
o
u
t
e
n
a
b
l
e
s
ur
l
e
p
l
an
é
c
o
n
o
mi
qu
e
s
an
s s
u
b
v
e
n
ti
o
n p
u
b
liq
u
e
.
L
'
i
n
di
c
a
t
e
ur
p
ro
p
o
s
é
p
e
u
t
ê
tr
e
un
bil
an
c
oû
t
s
-
b
é
n
é
fi
ce
s
d
e
l
a
p
l
a
t
e
-
fo
rm
e
,
p
o
ur
m
on
tr
e
r
q
u
e
l
e
s
b
é
n
é
fi
c
e
s
s
o
n
t
s
u
p
é
ri
e
urs
a
u
x
c
o
û
ts
e
t
d
o
n
c
q
u
'
il
n
'
e
s
t
p
a
s
n
é
c
e
ss
ai
r
e
d
'
a
v
o
ir
r
e
c
o
ur
s
à
d
e
s
ai
d
e
s
pu
bli
q
u
e
s
p
o
ur
a
s
s
ur
e
r
l
a
c
o
n
ti
n
ui
t
é
é
co
no
mi
q
u
e
d
e
l
a
p
l
a
t
e
-
fo
rme
.
À
c
e
ti
tr
e
,
l
'
i
n
di
c
a
t
e
ur
à
r
e
t
e
nir
,
p
ar
ann
ée
,
s
e
r
ai
t
l
e
g
ai
n n
e
t
ann
u
el
:
G
ai
n
n
e
t
ann
u
e
l
=
C
hi
ffre
d
'
aff
ai
re
annu
e
l
-
co
ûts cumulés de
p
u
i
s
l
'
ann
é
e
zé
r
o
U
n
a
u
tr
e
in
di
c
a
t
e
ur
p
e
u
t
ê
tr
e
l
e
b
il
an
g
ai
n
s
-
c
o
û
ts
o
p
é
r
a
ti
o
nn
e
l
s
,
c
al
cul
é
c
o
m
m
e
s
ui
t
:
B
il
an
g
ai
n
s
-co
û
ts
o
péra
ti
o
n
n
el
s
=
Re
v
en
u
s
annue
l
s
-
co
û
ts
o
pé
ra
ti
o
nn
e
l
s
T
a
ux
d
e
s
e
rv
i
c
e
:
T
ro
i
s
c
a
t
é
go
ri
e
s
d
e
t
a
ux d
e
s
e
rvi
ce
s
o
n
t
c
o
n
s
i
d
é
r
é
e
s
:
r
e
s
p
e
ct
d
e
s
li
vr
ai
s
o
n
s
,
r
e
s
p
e
ct
d
e
d
é
l
ai
s
e
t
p
e
r
fo
rm
an
ce
d
e
l
a
pl
a
t
e-
fo
rm
e
(
li
é
e
à
l
a
c
a
p
a
ci
t
é
d
e
l
a
p
l
a
t
e-
fo
rm
e
d
e
tr
ai
t
e
r
e
t
af
f
e
c
t
e
r
t
o
u
t
e
s
l
e
s
d
e
man
d
e
s
)
.
.
N
o
m
b
re
d
e
co
mm
an
des
l
i
vrées
T
a
u
x d
e
s
e
rn
ce
<
-
c1ca
i
;
.
rai
..,..
>
=
-
---
-
--
-
--
-
N
o
m
b
r
e
to
tal
d
e
co
mmandes
T
d
.
N
o
m
b
r
e d
e
co
mm
an
d
es
li
vrées
en
t
emps
aux
e
se
rv
1
ce
,
_
c1ca
d&ls
J
~
-
--
--
--
-
---
-
-
-
N
o
mb
re
t
o
tal
d
e
comman
d
es
T
d
.
N
o
m
b
re d
e
co
mm
and
es
aff
ect
és
à
un
trans
porte
ur
a
ux
e
se
rn
ce
(pl
..,.
r
ormo
i
=
-
--
-
--
-
---
-
--
-
--
-
N
o
mbre to
tal
d
e
co
mm
and
es
P
l
a
ce
d
e
M
ar
ch
é
I
n
d
ic
a
t
e
u
rs
e
n
v
i
ro
n
n
e
m
e
n
t
a
ux
:
É
m
i
s
s
i
o
n
s
d
e
Ga
z
à
E
ff
e
t
d
e
S
e
rr
e
(
G
E
S
)
e
t
p
o
ll
u
ti
o
n
l
o
c
a
l
e
:
L
e
s
é
m
i
s
s
i
o
n
s
p
e
u
v
e
n
t
ê
tr
e
e
s
tim
é
e
s
e
t
a
gr
é
g
ée
s
d
e
di
ff
é
r
e
n
t
e
s
fa
ç
o
n
s
.
N
o
u
s
p
r
o
p
o
s
o
ns
d
e
fo
urni
r
d
e
s
m
o
y
e
nn
e
s
p
ar
m
o
i
s
(
p
ar
ex
e
m
p
l
e
)
e
t
p
ar
li
v
r
ai
s
o
n
:
L
e
s
é
m
i
s
s
i
o
n
s
GES
p
e
u
v
e
n
t
ê
tr
e e
s
ti
m
é
e
s
à
l
'
ai
d
e
d
e
s
t
a
bl
e
s
d
e
c
o
n
v
e
r
s
i
o
n
(
An
dr
é
,
2
0
04
;
N
tzi
a
chri
s
t
o
s
e
t
al
.
,
2
0
0
5
;
AD
E
M
E
,
200
6
;
L
E
T
e
t
al
.
,
20
04
)
e
n
fo
n
cti
on
d
e
s
km
p
ar
c
o
uru
s
e
n
tr
e
d
e
u
x
p
oi
n
ts
d
'
arr
ê
t
e
t
e
n
fo
n
cti
o
n
d
e
l
a
vi
t
e
ss
e
m
oy
e
nn
e
, o
u
d
e
l
a
m
é
th
o
d
e
p
r
o
p
o
s
ée
p
ar
P
l
u
vin
e
t
e
t
al
.
(
20
10)
p
o
ur
t
e
ni
r
c
o
m
p
t
e
d
e
l
'
a
c
c
é
l
é
r
a
ti
o
n
,
e
t
c
e
ci
p
o
ur
t
o
u
s
l
e
s
d
é
p
l
a
c
e
m
e
n
ts
d
e
ch
a
q
u
e
t
o
urn
ée
.
I
nd
ic
a
t
e
u
rs
s
o
ci
a
ux/
s
o
ci
é
ta
ux
:
L
e
s in
di
c
a
t
e
urs
s
o
ci
a
ux
/
s
o
ci
é
t
a
u
x
s
e
r
o
n
t
d
é
fini
s
d
an
s
un
d
e
uxi
è
m
e
t
e
m
p
s
à
c
a
u
s
e
d
u
m
an
q
u
e
d
'
inf
o
rm
a
ti
o
n
d
é
t
ai
ll
é
e
e
t
d
e
l
a
di
f
fi
cul
t
é
à
c
o
ns
trui
r
e
un
e
~
e
d
'
in
di
c
a
t
e
ur
s
q
u
an
ti
t
a
ti
f
s
p
o
ur
l
a
s
p
h
è
r
e
s
o
ci
é
t
al
e
d
u
d
é
v
el
o
pp
e
m
e
n
t
d
~
a
b
l
e
.
N
é
anm
o
ins
,
_
s
ur
l
e
~
l
an
s
o
ci
a
l
l
e
no
m
b
r
e
d
'
h
e
u
r
e
s
.
p
e
r
s
o
nn
e
p
e
u
t
ê
tr
e
c
al
cu
l
é
,
ce
q
w
p
e
u
t
-
p
ar
a
gr
é
g
a
ti
on
-
s
ervir
à
d
o
nne
r
un
o
r
dr
e
d
e
gr
an
d
e
ur
d
e
s
v
ari
a
ti
o
n
s
d
u n
o
m
b
r
e
d
'
e
m
p
l
o
i
s
p
ar
z
o
n
e
.
d
·
11
V
o
1
34
N°
l
©
R
e
v
u
e
F
r
a
n
ça
i
s
e
d
e
G
es
ti
o
n
In
u
s
tn
e
e
-
,
6
2
J.
M
ORAN
A
&
J
. G
O
N
Z
A
L
E
Z
-
FE
L
IU
7
.
R
e
m
e
r
ci
e
m
e
n
ts
U
n
e
p
arti
e
d
e
ce
t
arti
cl
e
,
p
ri
n
ci
p
al
e
m
e
n
t
l
a
r
e
vu
e
d
e
l
a
li
tt
é
r
a
tur
e
e
t
l
a
r
e
ch
e
r
ch
e
d
u
t
a
b
l
ea
u
d
e
b
o
r
d
p
ar
l
a
m
é
th
od
e
d
'
ai
d
e
à
l
a
d
é
ci
s
i
o
n
c
o
ll
a
bo
r
a
ti
v
e
,
a
é
t
é
r
é
al
i
s
é
e
d
an
s
l
e
c
a
dr
e
d
u p
ro
j
e
t
L
U
MD
(
L
o
gi
s
ti
q
u
e
U
r
b
ai
n
e
M
u
tu
al
i
s
ée
D
ur
a
b
l
e
)
,
d
u
p
r
o
g
r
am
m
e
FUI
20
08
.
P
e
n
d
an
t
c
e
tt
e
p
é
ri
od
e
,
J
es
u
s
G
o
nz
al
e
z
-
F
e
li
u
é
t
ai
t
c
h
e
r
ch
e
u
r
p
o
s
tdo
ct
o
r
al
p
ui
s
in
g
é
ni
e
ur
d
e
r
e
ch
e
r
ch
e
a
u
L
E
T
.
U
n
e
d
e
u
xi
è
m
e
p
ar
ti
e
d
e
l
'
arti
cl
e
,
i
.
e
.
l
a
r
é
fl
e
xi
o
n
s
ur
l
e
s
in
d
ic
a
t
e
ur
s
d
e
r
e
n
t
a
b
ili
t
é
é
c
o
n
o
m
i
q
u
e
(fi
n
a
n
ci
e
r
s
)
e
t
l
a
d
é
fi
ni
ti
o
n d
u
c
a
d
r
e
d
e
r
é
f
é
r
e
n
c
e
,
ain
s
i
q
u
e
d
e
s
uni
t
é
s
d
e
s
i
nd
i
ca
t
e
urs
,
a
é
t
é
r
é
a
l
i
sé
e
d
an
s
l
e
c
o
nt
ex
t
e
d
u p
ro
j
e
t
AN
N
O
N
A
Y
,
fi
n
an
c
é
p
ar
l
e
p
r
o
gr
am
m
e
A
N
R
V
ill
e
s
e
t
B
â
ti
m
e
nts
D
ur
a
b
l
es
(
e
t
d
o
n
t
l
a
p
ri
n
ci
p
al
e
c
o
n
tri
b
u
ti
o
n
d
e
I
e
s
u
s
G
o
nz
al
ez
-
F
e
li
u
s
'
e
s
t
e
ff
e
c
tu
é
e
l
o
r
s
d
e
s
o
n
arri
vé
e
à
l
'
Ë
c
o
l
e
d
e
s
Mi
n
e
s
d
e
S
ain
t
-
E
ti
enn
e
d
an
s
l
e
tr
oi
s
i
è
m
e
trim
e
s
tr
e
2
0
1
4
)
.
L
e
s
a
u
t
e
ur
s
r
e
m
e
r
ci
e
n
t
F
r
é
d
é
ri
c
S
em
ai
t
,
d
e
!
'
É
c
o
l
e
C
e
n
tr
al
e
d
e
L
ill
e
,
D
e
ni
s
Sc
ar
d
o
nni
,
d
e
P
r
e
s
s
t
a
l
i
s
, ai
n
s
i
q
u
e
F
o
u
a
d
B
e
l
o
u
ann
as
d
e
S
ain
t
-
E
ti
e
nn
e M
é
tr
o
p
o
l
e
e
t
S
y
l
vi
e
P
lo
tt
o
n
d
e
l
a
F
NTR
42
,
p
o
u
r
l
e
s
c
o
n
s
e
il
s
a
pp
o
r
t
é
s
e
t
l
e
ur
s
r
et
o
ur
s
d
'
e
x
p
é
ri
e
n
c
e
,
ai
n
s
i
q
u
e
t
o
u
t
e
l
'
é
q
ui
p
e
d
u
p
r
o
j
e
t
L
U
MD
q
u
i
a
p
ar
ti
ci
p
é
à
l
a
r
é
fl
e
xi
on
s
ur
l
a
m
i
s
e
e
n
p
l
a
ce
du
(
d
e
s
)
t
a
b
l
ea
u
(
x
)
d
e
b
o
r
d
.
8
.
B
i
b
li
o
g
r
a
p
hi
e
AD
E
M
E
(
2
00
3
)
, L
o
g
i
ci
e
l
f
M
P
A
CT
-
A
D
E
M
E
v
e
rs
i
o
n
2
.
0
.
-
Li
v
r
e
t
de
p
r
é
s
en
ta
ti
o
n
,
A
D
E
ME
e
d
.
,
P
ari
s
.
A
D
E
ME
(
2
0
06
)
,
L
e
tr
a
n
s
po
r
t
d
e
m
a
r
c
h
a
nd
i
s
es
:
qu
e
l
s
i
m
p
a
cts
?
Q
u
e
ll
e
s
ac
ti
o
ns
?
,
Dos
s
i
e
r
d
e
p
r
e
s
s
e
,
7
p
.
,
A
D
E
M
E
,
P
ar
i
s
.
A
m
b
ro
s
ini
,
C.
,
P
a
ti
e
r
,
D
.
,
R
o
u
th
i
e
r
,
J
.
L.
(
2
0
1
0
)
,
U
rban
fr
e
i
g
h
t
e
sta
b
l
i
s
h
m
ent
a
n
d
to
u
r
b
ase
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.J.
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.
35
-
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.
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h
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é
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RAST
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,
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.,
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n
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s
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al
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an
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:
S
ta
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f
Art
R
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v
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w
,
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.
P
.
IN
S
EA
D
2002
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5
/
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p
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a
n
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ss
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)
.
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g,
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.
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.
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r
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ar
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97
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e
.
In
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o
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.
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t
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im
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In
M
a
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r
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s
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o
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d
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ar
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n
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p
.
1
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©
R
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r
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ise
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In
du
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.
M
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RANA
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.
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on
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o
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ix
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ars
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ill
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ID
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oc
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ob
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.
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o
r
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a
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.
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o
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ce
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ni
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o
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a
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.
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0
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)
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e
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s
tai
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ai
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M
a
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t
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R
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.
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a
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.
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onz
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-
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li
u
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J
.
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m
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t
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F
.
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)
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b
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ti
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s
P
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l
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nni
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a
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li
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J
.
,
Se
m
e
t
,
F
.,
R
o
u
thi
e
r
,
J
.
L.
(
e
d
s
)
,
S
u
s
ta
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n
able
u
r
b
a
n
l
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g
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s
ti
c
s
:
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o
n
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p
ts
,
m
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th
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s
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n
d
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nf
o
rm
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pr
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r
,
H
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p
p
.
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-
2
10
.
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a
r
o
,
G
.
, Nog
u
e
r
a
,
F
.
(
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0
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)
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Re
s
p
o
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sa
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s
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ci
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d
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:
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u
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t
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g
r
ati
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n
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i
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l
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d
an
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tag
e
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n
t
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rn
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d
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l
'
e
n
tr
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p
r
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s
e
?
d
e
l
'
a
p
pr
o
c
h
e s
o
cio-
éc
o
n
o
m
i
q
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au
x
«
s
u
s
ta
i
n
a
b
l
e
b
a
la
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ce
d
s
co
r
e
c
a
r
d
s
»
,
3
è
m
e C
o
n
gr
è
s
d
e
l
'
A
d
e
r
se
,
1
8-
1
9
o
c
t
ob
r
e
,
L
y
on
.
N
tz
i
a
c
h
r
i
s
t
o
s
,
L.
,
G
k
a
tz
o
fli
as
,
D
.
,
K
o
u
r
i
d
i
s
,
C.
,
S
a
m
a
r
as
,
Z
.
(
2009
)
.
C
O
P
E
R
T
:
a
E
ur
o
p
e
a
n
r
o
a
d
tr
a
n
s
p
o
r
t
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m
i
ss
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on
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nve
n
t
o
r
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mo
d
e
l.
l
n
A
th
a
n
a
s
i
a
d
i
s
,
l.
,
M
i
k
tas
,
P
.
,
Ri
zz
o
li
,
A
.,
G
o
m
ez
,
J
.
M
.
(
ed
s
.
)
,
I
nf
o
r
ma
tio
n
t
e
c
hno
l
ogi
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s
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n
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v
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r
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nm
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p
.
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-
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0
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tt
o, A
.
,
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o
tz
a
b
,
H
.
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0
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a
)
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D
o
e
s s
u
p
ply
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h
a
i
n
ma
n
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g
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m
e
n
t
r
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y p
a
y
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y
k
j
a
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k
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un
e
.
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tt
o,
A
.,
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otza
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,
H
.
(
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0
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,
P
erspec
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E
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h
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m
b
e
r
,
C
D
-
R
o
m
.
P
a
g
e
ll
,
M
.
,
Wu
, Z
.
(
2
0
09
)
,
B
u
il
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g
a
m
o
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o
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u
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l
y
C
h
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i
n
M
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n
a
g
e
m
e
n
t
,
v
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l.
45
,
n
°
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p
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6
.
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n
e
t,
P
.
,
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o
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l
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z
-
F
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l
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u
,
J
.
,
A
m
b
r
o
s
i
n
i
, C.
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)
,
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PS
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lys
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