%PDF-1.6
%
1 0 obj
<>/OCGs[32 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Dépliant Tour de France MEL 2022-sans-trait-coupe
2022-06-27T15:38:40+02:00
2022-06-27T15:38:40+02:00
2022-06-27T15:38:40+02:00
Adobe Illustrator 25.3 (Macintosh)
116
256
JPEG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:8cd6e729-b811-0847-acc9-53e5d53df7e0
xmp.did:c7d668ac-3dc8-41a3-b7af-ca9f663018d9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e50c9b6b-6e78-bc44-aeac-f3184c4b87b5
xmp.did:a9b58ae1-99aa-4498-a1b9-102f91430311
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c7d668ac-3dc8-41a3-b7af-ca9f663018d9
2022-06-27T15:36:52+02:00
Adobe Illustrator 25.3 (Macintosh)
/
EmbedByReference
/Volumes/communic/UNITES FONCTIONNELLES/COMMUNICATION VISUELLE/STUDIO GRAPHIQUE/COLLABORATEURS/GREG/Sport/Tour de France/Dépliant Tour de France MEL 2022.pdf
xmp.id:7e4ee7c9-9aba-4e39-ace2-e66c3565fbd4
uuid:c01b2965-01fe-284f-9281-8df5141a24c0
EmbedByReference
/Volumes/communic/UNITES FONCTIONNELLES/COMMUNICATION VISUELLE/STUDIO GRAPHIQUE/COLLABORATEURS/GREG/Sport/Tour de France/Dépliant Tour de France MEL 2022.pdf
xmp.id:7e4ee7c9-9aba-4e39-ace2-e66c3565fbd4
uuid:c01b2965-01fe-284f-9281-8df5141a24c0
/Volumes/communic/UNITES FONCTIONNELLES/COMMUNICATION VISUELLE/STUDIO GRAPHIQUE/COLLABORATEURS/GREG/Sport/Tour de France/Dépliant Tour de France MEL 2022.pdf
xmp.id:7e4ee7c9-9aba-4e39-ace2-e66c3565fbd4
uuid:c01b2965-01fe-284f-9281-8df5141a24c0
Print
Adobe Illustrator
True
True
1
32.000000
36.000000
Centimeters
EIAAAA+OpenSans-Bold
EIAAAA+OpenSans Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
SPBAAA+AvenirNext-Regular
SPBAAA+AvenirNext Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
DQBAAA+Bryant-Bold
DQBAAA+Bryant Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
ZHAAAA+Campton-ExtraBold
ZHAAAA+Campton ExtraBold
ExtraBold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
XHAAAA+OpenSans-Bold
XHAAAA+OpenSans Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
KPBAAA+MinionPro-Regular
KPBAAA+MinionPro Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
QQBAAA+Helvetica
QQBAAA+Helvetica
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
IQBAAA+Gotham-Black
IQBAAA+Gotham Black
Black
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
WHAAAA+OpenSans-Regular
WHAAAA+OpenSans Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
GIAAAA+Arrival-Extrabold
GIAAAA+Arrival Extrabold
Extrabold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
YHAAAA+MyriadPro-Semibold
YHAAAA+MyriadPro Semibold
Semibold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
DIAAAA+OpenSans-Extrabold
DIAAAA+OpenSans Extrabold
Extrabold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MPBAAA+Campton-Book
MPBAAA+Campton Book
Book
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
LPBAAA+Campton-SemiBold
LPBAAA+Campton SemiBold
SemiBold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
BIAAAA+OpenSans-Regular
BIAAAA+OpenSans Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
HQBAAA+Gotham-Bold
HQBAAA+Gotham Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
EQBAAA+Campton-Medium
EQBAAA+Campton Medium
Medium
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
FIAAAA+Arrival-Extrabold
FIAAAA+Arrival Extrabold
Extrabold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
CIAAAA+OpenSans-Bold
CIAAAA+OpenSans Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
JQBAAA+Arial-BoldMT
JQBAAA+Arial BoldMT
BoldMT
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
NPBAAA+Campton-Bold
NPBAAA+Campton Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
NQBAAA+OpenSans-Bold
NQBAAA+OpenSans Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 185 C 2
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 J=90 N=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 J=100 N=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 J=95 N=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 J=0 N=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 J=50 N=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 J=20 N=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 J=40 N=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 J=50 N=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 J=60 N=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 J=65 N=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 J=65 N=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 J=75 N=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 J=80 N=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 J=90 N=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 J=100 N=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 J=80 N=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 185 C 2
SPOT
100.000000
CMYK
0.000000
99.883997
81.213099
0.003052
Gris
1
C=0 M=0 J=0 N=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 J=0 N=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 J=0 N=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 J=0 N=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 J=0 N=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 J=0 N=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 J=0 N=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 J=0 N=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 J=0 N=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 J=0 N=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 J=0 N=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Couleurs vives
1
C=0 M=100 J=100 N=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 J=100 N=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 J=95 N=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 J=100 N=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 J=0 N=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 J=0 N=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 49 0 R/TrimBox[0.0 0.0 907.087 1020.47]/Type/Page>>
endobj
34 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 99 0 R/TrimBox[0.0 0.0 907.087 1020.47]/Type/Page>>
endobj
50 0 obj
<>stream
HTKeI
Ew1<OD
HPT %ٳ&jw|#{{{?~I%Kz'rޝx}ݟrۿ_{k~_y˫̧Jv]ivYm@3cV_?/>ǓkM\ןcϯO噳ޟQF]vb]?1.O^~OKc>n
{>4sVJqoK{~,9\k)iZ,?mi&JϽCO%zHg}"Y/|4,>lTru:메y8PMzi-Hw
%xcl`=0bYXXk9"cV}&Ab@-@TM=,:<20F!нܯ
:l4ڣuVz~'mr";p;4@