%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Recette - tarte aux pommes
2020-03-23T12:47:23+01:00
2020-03-23T12:47:23+01:00
2020-03-23T12:47:23+02:00
Adobe Illustrator 24.1 (Windows)
184
256
JPEG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uuid:d8aae759-6881-42df-a5c6-b89451dee011
xmp.did:2c166f43-0c2b-2947-b5f3-012725ac29e7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6b134446-c173-41a1-96d6-53ce5722d6f7
xmp.did:075d015e-803e-e54f-bbe7-5f92ccb0897b
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:075d015e-803e-e54f-bbe7-5f92ccb0897b
2020-03-11T12:17:40+01:00
Adobe Illustrator 24.1 (Windows)
/
saved
xmp.iid:2c166f43-0c2b-2947-b5f3-012725ac29e7
2020-03-23T12:47:21+01:00
Adobe Illustrator 24.1 (Windows)
/
Print
Adobe Illustrator
False
False
1
210.352778
297.352778
Millimeters
QuicksandBook-Regular
Quicksand
Book
Open Type
001.000
False
Quicksand_Book.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
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 596.276 842.89]/Type/Page>>
endobj
9 0 obj
<>stream
H\K\D絊3x`а=?8j!U$3#}Oןz{r{{?o-]#i}Z}^hA]渞?ٮ֯'0d;IW!ص][nJnrg.WwWEkwz{hwo)MZ,,qOCc9~7 -.}Ӽɳo eZ+kͰ
m25 Y꿠^[:C[!]=a^Bt)@LY6e7R!G#$Kk[KbB@(/>)^tWWϒ" 溮PS@dhSnfH8ò|u̒|{?EAи~e},Ui0)
~r`I'̋. |*FY'SْFg7iljNV1OH&__r-
M!z::{I'2x"!C&->n%H`qMsfsʓ! ZKM/ݑ]:Br˸ܱ<
RR%',˅w{ɔF2m^랉d
!7"˶QPT2U$+Gj+MaoCbE^3܂S|ZS!jЮ_~ ):APL67J 3bxrnLqM^liI*aŀULNUGjW9ufv(őҲc'tR>\g B4