%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Aff_Chorale
2023-04-21T12:29:40+02:00
2023-04-21T12:29:40+02:00
2023-04-21T12:29:40+02:00
Adobe Illustrator 27.4 (Macintosh)
216
256
JPEG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uuid:f6be42ef-aa2e-4d4b-b9d3-4e746a9f4cc4
xmp.did:dc7ea74e-de45-4ae5-a3a2-525eda31913b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5ac6229d-440f-3e4a-afad-e6cf6ccc6d34
xmp.did:d7fe7793-33c4-4d8d-9528-4adadbaf491b
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:0980117407206811822ACC3524F1F9A3
2017-07-23T18:26:06-03:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:dc7ea74e-de45-4ae5-a3a2-525eda31913b
2023-04-21T12:29:39+02:00
Adobe Illustrator 27.4 (Macintosh)
/
EmbedByReference
/Volumes/LOR/Commandes/ASLC/Vecteur&image/QRCode coloré.tif
adobe:docid:photoshop:63ed5d02-6e45-5945-ad04-70c506f65664
xmp.iid:15dbcfe8-935b-fd40-91db-368d475fbaef
Print
Adobe Illustrator
False
True
1
148.166667
209.902778
Millimeters
BebasNeue
Bebas Neue
Regular
Open Type
Version 1.400
False
.37806.otf
Nickainley-Normal
Nickainley
Normal
Open Type
Version 1.000
False
Nickainley-Normal.ttf
ABeeZee-Regular
ABeeZee
Regular
Open Type
Version 1.002
False
ABeeZee-Regular.otf
CenturyGothic-Bold
Century Gothic
Bold
Open Type
13.0d1e4
False
CenturyGothic.ttc
Cyan
Magenta
Yellow
Black
PANTONE 1505 C copie
PANTONE 1505 C copie - copie
R=255 V=105 B=59 1 - copie
Groupe de nuances par défaut
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 1505 C copie - copie
SPOT
100.000000
RGB
255
105
59
PANTONE 1505 C copie
SPOT
100.000000
RGB
255
106
0
C=67 M=0 J=25 N=0
PROCESS
100.000000
CMYK
66.988629
0.000000
24.774547
0.000000
R=255 V=105 B=59 1 - copie
SPOT
100.000000
RGB
232
58
42
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 17.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 45 0 R/TrimBox[14.1732 14.1732 434.173 609.173]/Type/Page/PieceInfo<>>>
endobj
12 0 obj
<>stream
H۪
St·xHnBH L {&L}_UVWۘ!xRUү_҇?>~mnK1խȷl/L~_'~~/}my-7{鈜lo?B[=ca9jN\=Y)pcܳG3DžmΎWo51x)(!m蝧|tO9zmد}
z