%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
peche_contingentée_2023
2022-11-21T11:36:10-05:00
2022-11-21T11:36:10-05:00
2022-11-21T11:36:10-04:00
Adobe Illustrator CS5
256
220
JPEG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==
uuid:ee8b2990-1ec2-42ce-b92d-d94ae0faf9d8
xmp.did:E2694054BA69ED1197918CF5D816B8EC
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:6f945305-61b0-b244-bf48-d2818106a34b
xmp.did:FB7F11740720681188C6D6CD398E74C0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:E2694054BA69ED1197918CF5D816B8EC
2022-11-21T11:35:57-05:00
Adobe Illustrator CS5
/
EmbedByReference
C:\Users\LENOVO-I5\Desktop\TERFA\Publicité\Dépliant tirage au sort\Photos\CHASSEURS.jpg
EmbedByReference
C:\Users\LENOVO-I5\Desktop\TERFA\Publicité\Dépliant tirage au sort\Photos\peche-sunset-19 (5).jpg
EmbedByReference
C:\Users\LENOVO-I5\Desktop\TERFA\Publicité\Dépliant tirage au sort\Photos\peche-sunset-19 (5).jpg
Print
True
True
1
10.270318
8.645399
Inches
Roboto-Bold
Roboto
Bold
TrueType
Version 2.137; 2017
False
PPTelegraf-UltraBold
PP Telegraf
UltraBold
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
PPTelegraf-Regular
PP Telegraf
Regular
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
Telegraf-UltraBold
Telegraf
UltraBold
TrueType
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
Telegraf-Regular
Telegraf
Regular
TrueType
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
Telegraf-UltraBold-SC700
Telegraf UltraBold-SC700
UltraBold-SC700
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
Telegraf-Regular-SC700
Telegraf Regular-SC700
Regular-SC700
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Noir
Brun
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
CMJN Rouge
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMJN Jaune
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMJN Vert
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMJN Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMJN Bleu
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMJN Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 J=90 N=10
CMYK
PROCESS
14.999998
100.000000
90.000004
10.000002
C=0 M=90 J=85 N=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 J=95 N=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 J=90 N=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 J=100 N=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 J=95 N=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 J=0 N=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 J=0 N=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 J=5 N=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 J=40 N=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 J=50 N=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 J=60 N=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 J=65 N=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 J=65 N=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 J=75 N=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 J=80 N=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 J=90 N=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 J=100 N=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 J=80 N=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
R=51 G=51 B=51
PROCESS
100.000000
CMYK
69.057798
59.520900
55.974698
65.581697
Brun
SPOT
100.000000
RGB
205
167
135
Noir
SPOT
100.000000
RGB
0
0
0
Black
PROCESS
100.000000
CMYK
74.532700
65.209401
62.169802
81.408399
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
89.999402
C=0 M=0 J=0 N=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 J=0 N=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 J=0 N=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 J=0 N=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 J=0 N=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 J=0 N=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 J=0 N=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 J=100 N=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 J=0 N=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 J=0 N=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 739.463 622.469]/Type/Page>>
endobj
7 0 obj
<>stream
HWM#
'J~,,r YxLr UEOvY̫rHIy~7Ocܻ6ۯۏl~YF'Hu