%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
20220226-PCF Beauvaisis-Russie-Ukraine-Guerre-Rassemblement-Aff1
2022-02-26T07:37:50+01:00
2022-02-26T07:37:50+01:00
2022-02-26T07:37:50+01:00
Adobe Illustrator 26.0 (Macintosh)
176
256
JPEG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uuid:34b25b69-458b-4441-89c2-ef7fe7867ffc
xmp.did:0823ec98-25a9-4381-8446-17ed455b151b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:10fb389f-fd4e-1849-b778-84c3643ac554
xmp.did:bc9145a6-2df5-4641-87ae-5f04a13cef63
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:bc9145a6-2df5-4641-87ae-5f04a13cef63
2022-02-25T15:44:33+01:00
Adobe Illustrator 26.0 (Macintosh)
/
saved
xmp.iid:0823ec98-25a9-4381-8446-17ed455b151b
2022-02-26T07:37:36+01:00
Adobe Illustrator 26.0 (Macintosh)
/
EmbedByReference
/Users/claude/Desktop/20220226-PCF Beauvaisis-Russie-Ukraine-Guerre-Rassemblement-Aff/Quelle connerie la guerre-Aff-.jpg
adobe:docid:photoshop:6d5d2d8a-7942-f34e-9b56-b646264f5a6c
xmp.iid:5543c7b9-af3f-4fec-8a27-5ca484c4e2a8
/Users/claude/Desktop/20220226-PCF Beauvaisis-Russie-Ukraine-Guerre-Rassemblement-Aff/Quelle connerie la guerre-Aff-.jpg
adobe:docid:photoshop:6d5d2d8a-7942-f34e-9b56-b646264f5a6c
xmp.iid:5543c7b9-af3f-4fec-8a27-5ca484c4e2a8
Print
Adobe Illustrator
False
True
1
297.000000
420.000000
Millimeters
Poppins-ExtraLight
Poppins
ExtraLight
Open Type
Version 3.200;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
.37511.otf
Poppins-Black
Poppins
Black
Open Type
Version 3.200;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
.37526.otf
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 16.03
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
10 0 obj
<>stream
HlTMO@ﯘrJe