%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
formulaire inscription MusiqueCollective_2022
2022-06-13T17:35:33+02:00
2022-06-13T17:35:33+02:00
2022-06-13T17:35:33+02:00
Adobe Illustrator 24.0 (Macintosh)
176
256
JPEG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:02847d25-9578-9d4a-9b5e-d8a1d860990b
xmp.did:f7e6b904-7f42-4e6b-a596-a9ce58fb90ca
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6c22a802-91df-45e4-b983-ad758b77a8cb
xmp.did:6c22a802-91df-45e4-b983-ad758b77a8cb
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:e251f556-a6ae-494d-b6f3-13a33da0198d
2021-08-31T09:30:56+02:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:f7e6b904-7f42-4e6b-a596-a9ce58fb90ca
2022-06-13T17:35:31+02:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Users/maco/Music/cours de musique/cours IMI:AIM/MusiqueCollective/admin MC/web MC/logo(blanc).png
0
0
/Users/maco/Music/cours de musique/cours IMI:AIM/MusiqueCollective/admin MC/web MC/logo(blanc).png
0
0
Print
Adobe Illustrator
False
False
1
21.000156
29.700008
Centimeters
Inkpen2ChordsStd
Inkpen2 Chords Std
Regular
Open Type
Version 6.90
False
Inkpen2ChordsStd.otf
Inkpen2ScriptStd
Inkpen2 Script Std
Regular
Open Type
Version 6.90
False
Inkpen2ScriptStd.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 15.00
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
HWIoFcrhqB{PfBQ){3\Z2P%r-3LxM2F/k_lk61*=Us XMR̖ٻM[~ۄUUb]~g_2PgpǨvWrSeb.(hʗu IbX*?\jCJ( 1?of; !J L