%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
CV_Sylvère_SANTIN
Adobe Illustrator CS5
2013-04-14T20:18:20+02:00
2013-04-14T20:18:20+02:00
2013-04-14T20:18:20+02:00
200
256
JPEG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xmp.did:FC7F1174072068118083DDB6377B91F7
uuid:a5d4ef88-fae9-f044-b506-e0fef2b55ff8
uuid:09444F6B759CE211961B85F9A0E51718
proof:pdf
uuid:860797ce-ca1d-c042-af36-1a1e224931ac
xmp.did:D56F876A222068118C1491F73EB851A4
uuid:09444F6B759CE211961B85F9A0E51718
proof:pdf
saved
xmp.iid:01801174072068118C14F6AF1BD4ECD8
2013-04-07T16:57:21+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:01801174072068118C1491F73EB851A4
2013-04-09T16:33:57+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:02801174072068118C1491F73EB851A4
2013-04-09T16:41:45+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:03801174072068118C1491F73EB851A4
2013-04-09T16:42:58+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:04801174072068118C1491F73EB851A4
2013-04-09T16:57:16+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:D56F876A222068118C1491F73EB851A4
2013-04-09T20:01:41+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:FC7F1174072068118083DDB6377B91F7
2013-04-14T20:18:17+02:00
Adobe Illustrator CS5
/
EmbedByReference
/Users/charlottepelletier/Desktop/charlotte 05-2012/pro/ENSAD/site/promos/Promo 2012/Sylvère Santin/DSC_1658petit.jpg
EmbedByReference
/Users/charlottepelletier/Desktop/charlotte 05-2012/pro/ENSAD/site/promos/Promo 2012/Sylvère Santin/IMG_7961 copiepetit.jpg
Print
1
False
False
209.999929
296.999959
Millimeters
Helvetica-Condensed-Light
Helvetica
Light Condensed
Type 1
002.000
False
HelveConLig; Helvetica Condensed
Helvetica-Condensed-Bold
Helvetica
Bold Condensed
Type 1
002.000
False
HelveConBol; Helvetica Condensed
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-It.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-BoldIt.otf
Ruluko
Ruluko
Regular
Open Type
Version 1.001
False
Ruluko-Regular.ttf
Cyan
Magenta
Yellow
Black
Groupe de nuances par défaut
0
Blanc
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Noir
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rouge CMJN
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Jaune CMJN
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Vert CMJN
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMJN
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Bleu CMJN
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMJN
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 J=90 N=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 J=85 N=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 J=95 N=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 J=100 N=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 J=85 N=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 J=90 N=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 J=100 N=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 J=100 N=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 J=100 N=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 J=100 N=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 J=95 N=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 J=75 N=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 J=45 N=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 J=0 N=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 J=0 N=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 J=5 N=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 J=25 N=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 J=0 N=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 J=0 N=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 J=35 N=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 J=50 N=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 J=20 N=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 J=40 N=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 J=50 N=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 J=60 N=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 J=65 N=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 J=65 N=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 J=75 N=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 J=80 N=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 J=90 N=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 J=100 N=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 J=80 N=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Groupe de couleurs d'impression
1
C=0 M=30 J=70 N=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 J=90 N=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 J=75 N=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 J=95 N=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 J=95 N=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 J=10 N=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 J=5 N=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 J=10 N=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Niveaux de gris
1
N=100
GRAY
PROCESS
255
N=90
GRAY
PROCESS
229
N=80
GRAY
PROCESS
203
N=70
GRAY
PROCESS
178
N=60
GRAY
PROCESS
152
N=50
GRAY
PROCESS
127
N=40
GRAY
PROCESS
101
N=30
GRAY
PROCESS
76
N=20
GRAY
PROCESS
50
N=10
GRAY
PROCESS
25
N=5
GRAY
PROCESS
12
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
15 0 obj
<>stream
HWr}WH\p]?Y7았$b*X
kB>{@![J0ӧO|8#EG4)lDYm,dUXѺF5vRhGVAƉ61)htilFMޜ
4[Ζ/Y)Q2)8d4uhLbݑ!ũ
SMY8d9!~3HO*R|,ħR!}s0ViHk9_8Z'p*QLhyFiC?? X&PlG;;6PaH&&ѵwtv1Z{kCn8
l*٦v6O?O#F L(0@!"g~vτ&01}ʎ
QW݊
J+;T+;dy\[8'bH1z˳x
/N?q>.UfodۆHAȡVO-~U(YgF}D/5ĭdxÏ"Cz
YG`趸nԳ=s+. -1ǖ8gq-o-AREWnrգy+hoTo~[?\{h6^Z{nOs쏱/]^װ#,јP#Ļ,L?6k_+-iK_}kE9ߍ