%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Tableau prix de l'eau Boisemont - Juillet2021
2021-07-16T10:02:44+02:00
2021-07-16T10:02:44+02:00
2021-07-16T10:02:44+02:00
Adobe Illustrator 25.3 (Macintosh)
164
256
JPEG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uuid:6619588e-6627-cd42-819a-f1e75c87b08d
xmp.did:6282ddd2-e3f4-4a8e-a882-52a2ba6b7c93
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c05af1f7-c24e-4a95-93a6-e20613bc1d60
xmp.did:89917A7C87AEE2118F16FC3818BC3B82
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:7BE1D5A9A77CE111B6948DE24874127D
2012-04-02T11:38:54+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:6282ddd2-e3f4-4a8e-a882-52a2ba6b7c93
2021-07-16T10:02:38+02:00
Adobe Illustrator 25.3 (Macintosh)
/
EmbedByReference
/Users/lephilographe/Downloads/CACP/Jeudi/2107_Prix de l'eau/LOGO CPAGGLO_2021/LOGO CPAGGLO_RVB.png
adobe:docid:photoshop:bc91408c-ef3e-bf43-8c8c-6b4c1d9bfded
xmp.iid:dfbcb204-2bb5-4d59-ba54-cdd4f50d4364
Print
Adobe Illustrator
False
True
1
210.001656
296.999942
Millimeters
MyriadPro-Light
Myriad Pro
Light
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Light.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-It.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Bold.otf
Cyan
Magenta
Yellow
Black
Groupe de nuances par défaut
0
Blanc
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Vert
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
Violet
CMYK
PROCESS
70.000000
100.000000
10.000000
50.000000
C=73 M=0 J=100 N=0
PROCESS
100.000000
CMYK
73.000002
0.000000
100.000000
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
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
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HWrE}WL}Q{-Ac=vX3(]=w瞹z6gWO=z