%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Filet de loup aux légumes sautés au Piquanto_web
2021-05-10T15:03:55+02:00
2021-05-10T15:03:55+02:00
2021-05-10T15:03:55+02:00
Adobe Illustrator CC 23.1 (Macintosh)
256
176
JPEG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uuid:cd7f0828-9ffd-7647-9744-be643ace81ee
xmp.did:ca21a503-4ae0-46d5-9a06-512f91f4d6a0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:95889f49-2d56-4137-972f-92276c2cb415
xmp.did:95889f49-2d56-4137-972f-92276c2cb415
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:27be9ed3-8db8-467f-829c-6ebd30b9d76b
2020-03-05T15:14:12+01:00
Adobe Illustrator CC 23.1 (Macintosh)
/
saved
xmp.iid:ca21a503-4ae0-46d5-9a06-512f91f4d6a0
2021-05-10T15:03:52+02:00
Adobe Illustrator CC 23.1 (Macintosh)
/
EmbedByReference
/Users/alyssiamartial/Desktop/mon dossier/Mary's/Autres/logo-facebook.png
0
0
EmbedByReference
/Users/alyssiamartial/Desktop/mon dossier/Mary's/MEP recettes/Photos/Filet de loup et légumes sautés au Piquanto 3.jpg
0
0
/Users/alyssiamartial/Desktop/mon dossier/Mary's/Autres/logo-facebook.png
0
0
/Users/alyssiamartial/Desktop/mon dossier/Mary's/MEP recettes/Photos/Filet de loup et légumes sautés au Piquanto 3.jpg
0
0
Print
Adobe PDF library 15.00
1
True
True
99.998389
144.998722
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
KristenITC-Regular
Kristen ITC
Regular
TrueType
Version 1.00
False
ITCKRIST.ttf
Roboto-Light
Roboto
Light
Open Type
Version 1.00000; 2011
False
Roboto-Light.ttf
Roboto-Regular
Roboto
Regular
Open Type
Version 1.00000; 2011
False
Roboto-Regular.ttf
Roboto-Bold
Roboto
Bold
Open Type
Version 1.00000; 2011
False
Roboto-Bold.ttf
TallyTextBold1
Tally Text Bold
1
TrueType
Macromedia Fontographer 4.1.4 9/14/05
False
Tally Text Bold 1.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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 283.46 411.02]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 283.46 411.02]/Type/Page>>
endobj
17 0 obj
<>stream
HtWM$;N+BBi̢B{""]]ӋV(\ίȴ%嗿}BGk۪ٞW/ib毗/s{}n}{X{-om9g}j|O~}jۧX|>OO/r_O/ߞ˯_.?~ϷazIcK{/;
s~)a>J.[[뻬߽;m=[9z12 v{%2ZpFٞ@#;Z۽9AʃȶPƳn>Ɔn={G'ځW&Kѹ7t
tS:zL5