%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Rollup SMAR 2015
Adobe Illustrator CS5
2015-01-14T10:17:57Z
2015-01-14T10:17:57Z
2015-01-14T10:17:57Z
112
256
JPEG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xmp.did:04801174072068118083B59AEF8B7AB8
uuid:2bd954e6-3485-a744-b389-2b6ffdc7d6cd
proof:pdf
uuid:65DB94C7F557E211A9F0A0AD74B22511
uuid:ed495fd4-e0a6-1844-95e2-14f7523fdc6b
xmp.did:02801174072068118083851C04D36D8F
uuid:65DB94C7F557E211A9F0A0AD74B22511
proof:pdf
saved
xmp.iid:02801174072068118083851C04D36D8F
2014-12-05T15:13:46Z
Adobe Illustrator CS5
/
saved
xmp.iid:04801174072068118083B59AEF8B7AB8
2015-01-14T10:17:51Z
Adobe Illustrator CS5
/
Print
1
True
True
85.000014
200.000006
Centimeters
Cyan
Magenta
Yellow
Black
PANTONE DS 87-3 C
C=100 M=50 J=0 N=0 1
PANTONE SMAR 2015 *
Groupe de nuances par défaut
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=100 M=50 J=0 N=0 1
SPOT
100.000000
CMYK
100.000000
50.000000
0.000000
0.000000
C=80 M=27 Y=25 K=0 1
CMYK
PROCESS
80.000000
26.999998
25.000000
0.000000
C=0 M=60 Y=90 K=0 1
CMYK
PROCESS
0.000000
60.000004
90.000000
0.000000
bleu SMAR 2015
SPOT
100.000000
CMYK
100.000000
90.000000
0.000000
0.000000
PANTONE SMAR 2015
SPOT
100.000000
CMYK
100.000000
70.000000
0.000000
40.000000
PANTONE DS 87-3 C
SPOT
100.000000
CMYK
0.000000
69.999702
64.999405
10.000600
PANTONE SMAR 2015 *
SPOT
100.000000
CMYK
0.000000
75.000000
80.000000
20.000000
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 2409.45 5669.29]/Type/Page>>
endobj
8 0 obj
<>stream
HWK$
)vz`cP=1 z],'Ǘ?}O?=nz_IZJ㼖_ٗ?%v|/koǷoDI>FNus?5i=28OذFJ>ziJ?ΚX8WcltǷ3|=6F:_?.%g<7xz$GQK`!aJL?pN
ցg5jm#6^URބWWとָ
0ѫKpI8`__>e6+_yaza lHsCaI]tX"lie9VjWkk(=
^RKDF[N])ڑ6Zؓ9h^z97kRGOxg E۫5j0p*ёثx* K")hVG*3:#
l8l?z2nE/u兩k$~~RC:KzȴXxA&@v
^_#pJes/aO{+