%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Flyer Babet d'Or
2017-10-26T16:47:32+02:00
2017-10-26T16:47:32+02:00
2017-10-26T16:47:31+02:00
Adobe Illustrator CC 2017 (Macintosh)
196
256
JPEG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uuid:9a9944dd-163d-6f4c-8c07-bf5ce54736db
xmp.did:f43f7c5b-b4b2-4332-8e42-cf275b2762e6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:af17da2f-4ba4-40e6-8022-74547602d374
xmp.did:af17da2f-4ba4-40e6-8022-74547602d374
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8a7caf33-dcb8-4157-b3a4-06fad1356c71
2017-10-21T20:13:50+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:f43f7c5b-b4b2-4332-8e42-cf275b2762e6
2017-10-26T16:47:05+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/isabelle/Desktop/ASIL 2017-2018/Le Babet d'Or/Affiche/babet.tif
adobe:docid:photoshop:c604c093-ea6f-117a-858e-8260888a852a
xmp.iid:eae2fb73-51ff-428a-a1e8-8791243d641c
EmbedByReference
/Users/isabelle/Desktop/ASIL 2017-2018/Le Babet d'Or/Affiche/babet contour.tif
adobe:docid:photoshop:48ad1d23-ea70-117a-858e-8260888a852a
xmp.iid:8a0c43ca-4057-414c-baba-3557dfc596dc
/Users/isabelle/Desktop/ASIL 2017-2018/Le Babet d'Or/Affiche/babet.tif
adobe:docid:photoshop:c604c093-ea6f-117a-858e-8260888a852a
xmp.iid:eae2fb73-51ff-428a-a1e8-8791243d641c
/Users/isabelle/Desktop/ASIL 2017-2018/Le Babet d'Or/Affiche/babet contour.tif
adobe:docid:photoshop:48ad1d23-ea70-117a-858e-8260888a852a
xmp.iid:8a0c43ca-4057-414c-baba-3557dfc596dc
Print
False
True
1
99.998389
150.001111
Millimeters
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
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
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Properties<>/Shading<>/XObject<>>>/Thumb 21 0 R/TrimBox[8.50389 8.50389 291.964 433.704]/Type/Page>>
endobj
7 0 obj
<>stream
HWˎe
߯\D#؋۠ᤁL'{OUQ'z.ub_˯oKo˭,[YKmt~yO%7/x/>x}1qR>Jv_^zN=pj>Yc?>s_#Ֆ[on-n\pkyČ>s-{;[k2erlblN\q֝1sCf.j
\XkXnL4\:ѿbFu{kle=m\;
6bAy>s͕GAfþh`犘,u!8UȲ4y&6+/iw$M{:\57[y1!`=>ujHn2mvQ:NTR'4
X歶'4tfn'$gyj,y&9sȧl|J`>4p96u D/w