%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Coloriage Frère London
2017-04-28T14:07:27+02:00
2017-04-28T14:07:27+02:00
2017-04-28T14:07:27+02:00
Adobe Illustrator CC 2015.3 (Windows)
208
256
JPEG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uuid:7b5b071c-9ea5-40f5-8d28-34ae7d5e770e
xmp.did:10aecec0-9fcb-674b-a3d1-a9642bdfb72e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:f1991aa0-9a30-dc47-913e-511be6dbcd3f
xmp.did:f1991aa0-9a30-dc47-913e-511be6dbcd3f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6250E7127924E5118DCBC170C4677409
2015-07-07T09:23:33+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:10aecec0-9fcb-674b-a3d1-a9642bdfb72e
2017-04-28T14:07:26+02:00
Adobe Illustrator CC 2015.3 (Windows)
/
EmbedByReference
M:\Outils communs_N\04 Animations\03 Animation 2016-2017\08 Guinguette-London\01 PAO\Images\JPEG pr guide\Annonce Frère London enfant.jpg
adobe:docid:photoshop:e0db40a6-b715-11e6-8737-cc8e27181936
xmp.iid:e8238160-9bbd-4f47-9652-02473628e8b6
M:\Outils communs_N\04 Animations\03 Animation 2016-2017\08 Guinguette-London\01 PAO\Images\JPEG pr guide\Annonce Frère London enfant.jpg
adobe:docid:photoshop:e0db40a6-b715-11e6-8737-cc8e27181936
xmp.iid:e8238160-9bbd-4f47-9652-02473628e8b6
Print
False
True
1
210.001656
296.999942
Millimeters
All-Things-Pink
All Things Pink
Medium
TrueType
Version 001.000
False
All Things Pink.ttf
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
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
9 0 obj
<>stream
HWM]
ݿ_qK(hcA覻I60scUw7:WEytwwwK9fs×u
?|w7S9t(yo~5' ?]qV?"_.Z999s@<\c
¾uڬG/z.;lGlxć!UqQwwuuse6SRr61ǵhK_%>4Rc'Red#
:k?c^><;ގ\?p9/w.aigε<.˅GL,Ϳ>~G?rE#mա>9ώA +=Fox,GBv |xI.[UXa_#;;$h+L 3i!7}s&=·cGoq34D+#ga
\%_t
kuMԎ`6nϠ[$hCv:qO4*gpXJj# NЈ6 'Bl7X\ZHz7p)R=Θt dcb,PoܺxeTJ{^)
$LCo
z`Mtr
9AXCS:z˦oH9^9-)T8c#bK0&?na4Ul~{jrY:(#hX(Dsv($k$^:l#+J:L=&삞0R5>2h\\aȾ H>x 1[>)U@)KX2!zVəƚ),(9k)QAQnGI35#t5ԪV9F'Vے Kl8vr(F4x-dmor$ueͭIn17 ֊ѷX9;XKHg`*ChAL2|jݐ.ظаSW
p@``i!]HP<%X8;uUfukE=Q֘Lh!&+@sY&|XV'U9ˢ-M,nbC!Z)e.|a֤@pwY73q*MPbJy]dSRXfR쨊DScM5ED75ܾhKU%!@*z?\/,kz3`NbpӦХwRWVE!eC.ETT}$,QøQ[
TiI-RF&TIBM9ێl.@>xiW.E̜RA hjv%L̵&]өwUIXVD>n*۲qljSn ⩡ol6tTn9WkKI38h8pdb4r.с^qK)vmwek!I4.s-זlrTq!z0h4(z7Bz!4+_T&s C39ҰۢVTSyV"']6FAr0V
q)+H#m~nmuSM|IS$)9A:.Ý$.ID}&ڎq: bJCf'O^
ٸAۧ/!
A4=_U<yJI9,2eH2]r)M ̴Sr)NH] ,?3f"B68Z(b
r-P^$w&HyXdI^xJ+K
/܋,+ d+Pl-1UPr
]?)~Z2Wb7D gBӋ"RC!+~OXDɢ_s-!4*;ֱkTK, }{.@:!"@-nof|9Er;`[iĈM