%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
A4_taxes_doc-interne_new
2019-07-18T10:40:11+02:00
2019-07-18T10:40:11+02:00
2019-07-18T10:40:11+02:00
Adobe Illustrator CC 23.0 (Macintosh)
256
192
JPEG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uuid:25a48948-5b9d-8f43-8c6a-2c4910d1fd1e
xmp.did:96960671-86b1-4400-a398-3e040659a543
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f9aaf90e-2601-5645-8680-2656791fbe81
xmp.did:d74b5ed7-0930-48c5-a5da-7b3c79db66fe
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e020c592-c72b-4b8e-9747-ad34cf17840b
2018-05-22T12:26:41+02:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:96960671-86b1-4400-a398-3e040659a543
2019-07-18T10:40:08+02:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Users/fberguerand/Région Dents du Midi/RDDM Team Site - Documents/03 Support/05 - Logos/0. Région Dents du Midi/01_GLOBAL/EPS/Logo_RDM_Global_CMYK.eps
xmp.did:ca210b3b-7dbe-4233-8a02-dd7670258b3e
xmp.iid:ca210b3b-7dbe-4233-8a02-dd7670258b3e
/Users/fberguerand/Région Dents du Midi/RDDM Team Site - Documents/03 Support/05 - Logos/0. Région Dents du Midi/01_GLOBAL/EPS/Logo_RDM_Global_CMYK.eps
xmp.did:ca210b3b-7dbe-4233-8a02-dd7670258b3e
xmp.iid:ca210b3b-7dbe-4233-8a02-dd7670258b3e
Print
False
False
1
297.000000
210.000000
Millimeters
TradeGothicLTStd-Cn18
Trade Gothic LT Std
Condensed No. 18
Open Type
OTF 1.029;PS 001.001;Core 1.0.33;makeotf.lib1.4.1585
False
Linotype - TradeGothicLTStd-Cn18.otf
TradeGothicLTStd-BdCn20
Trade Gothic LT Std
Bold Condensed No. 20
Open Type
OTF 1.029;PS 001.001;Core 1.0.33;makeotf.lib1.4.1585
False
Linotype - TradeGothicLTStd-BdCn20.otf
TradeGothicLTStd-BdCn20Obl
Trade Gothic LT Std
Bold Condensed No. 20 Oblique
Open Type
OTF 1.029;PS 001.001;Core 1.0.33;makeotf.lib1.4.1585
False
Linotype - TradeGothicLTStd-BdCn20Obl.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
0
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
0
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
10 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
11 0 obj
<>stream
HW]s۸}^2#O*qC00N|H̶O8A^sj^\9{y>d=qc*S+o=`@aދnꞰ!3-DfeBL
d.HVd#H i̜<;F&Sr
!^\椵LK)z7ջ-ls E쪲^ŏ#K\t2{.@5pM ȻfڭERq?XBrXƤ5eYTI L|PYyh_͔7FgRJ櫘hޱ%L!Hȅh'EgJi`*R?=UoE͆LQqq3la R6:ʽx ׯ6eTULe