%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2022 noel 2p Plaisirs Hiver
2022-12-13T09:28:17-05:00
2022-12-13T09:28:17-05:00
2022-12-13T09:28:17-05:00
Adobe Illustrator 26.0 (Macintosh)
256
172
JPEG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==
uuid:a368023a-e379-fd46-9b88-a16ba9c6844a
xmp.did:d0b05804-fb67-4e79-9a8c-fee615053760
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:3a46d258-9265-4314-a3fc-2fb8c65d86a1
xmp.did:dc0ab300-802d-48c7-9dd3-a6104821d44b
uuid:5B20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:02801174072068118083BECE73833A3C
2020-12-09T09:30:49-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:d0b05804-fb67-4e79-9a8c-fee615053760
2022-12-13T09:28:13-05:00
Adobe Illustrator 26.0 (Macintosh)
/
Basic CMYK
Adobe Illustrator
False
True
1
10.250000
13.500000
Inches
Cyan
Magenta
Yellow
Black
Groupe de nuances par dУЉfaut
0
Blanc
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Noir
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMJN Rouge
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMJN Jaune
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMJN Vert
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMJN Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMJN Bleu
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMJN Magenta
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
C=83 M=32 J=53 N=30
CMYK
PROCESS
83.404300
32.239300
52.791600
30.000000
C=49 M=3 J=96 N=0
CMYK
PROCESS
49.286600
2.810700
95.562700
0.003100
C=83 M=32 J=53 N=50
CMYK
PROCESS
83.404300
32.239300
52.791600
50.000000
PANTONE 3308 CVU
SPOT
100.000000
CMYK
100.000000
0.000000
60.000002
72.000003
C=2 M=78 J=52 N=0
CMYK
PROCESS
1.709000
78.201000
52.269800
0.003100
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
Groupe de couleurs croisУЉes
1
C=10 M=70 J=80 N=0
CMYK
PROCESS
10.000000
70.000000
80.000000
0.000000
C=10 M=50 J=80 N=0
CMYK
PROCESS
10.000000
50.000000
80.000000
0.000000
C=65 M=10 J=100 N=0
CMYK
PROCESS
65.000000
10.000000
100.000000
0.000000
C=50 M=90 J=10 N=0
CMYK
PROCESS
50.000000
90.000000
10.000000
0.000000
C=25 M=85 J=60 N=10
CMYK
PROCESS
25.000000
85.000000
60.000000
10.000000
Adobe PDF library 16.03
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 738.0 972.0]/Type/Page>>
endobj
7 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 738.0 972.0]/Type/Page>>
endobj
21 0 obj
<>stream
HьWЫcЙ
нћ+юX#RЂћ A0Ћ љB&
;Iљ§Ў\vн0jA7\:вIQХаR>bHЬјnњ{ќzљщЯ_тё_b#З$Ъ!!І~ќыя_.П_jL!ЅrєCх#хPJ>J
\ьПџФWWOэџ|=аQS1RLuЁ)Ыёіэђг_ОХуOП]ўЇІ$ЫЎЊўАІ!_NMєЈЉ;њr)sЊC?Њ*]BЧ-МІЪЅ`дћPЈтю5§Ић\аRPѓхB2ўга$rЋ^Tф2"(бЂђDе ђЊ&[J<4еGM)заНІiЁЇІіЈkЉз4ЙС-ЭkъO4Хj}ф.%ѓPє$KPъъЇr!в3/UOвDщAПP&2EODмuHљa%WЭф-3бJбіЁ$$ўxtPХ2~Ћ~№tжT?YЈьи4з8СZ ќkЅЅPЗЕSbIЮЮШuВэтаЉЎEi!ЗіСЊє4"KйwњR#З~SжJЙэ'ЏАlЎЂЂ!.>0
ВRS НїЙJеАѓЋCuїДМmnymєП^~?ШFњлrДdЕPчО]|Џвщvљ}ЪC№%:Ў:єCЪЯ
џф+з
C
D=гК)јтDпа)ЖO3h(шпkJPрШg+№№=qGЬGњМ+
кїDBчOє+ј_!ї,эRо]"bIЂ4вk
ЧЕmiq ъ2`#ќkЂ#љТNвiKCЪўО]ЈСќ>чoBњH [ниЕ`џq3nЛSN7єDьqgЯ^хЮ 6qдџЇЮ§8TъЈоGжЋmИТ Ў~Y3
щ єЖЯ1!=K"&ЉЅnр71ЗK
Нж 5*hЩhhzЛ 7ц6Ёлъrм
ІqPј
тA&g{5З5С1hвBц]_чeяЧђыЦС9dT1Їg\ж6ГNuЮЭ3n№)7gђyљOuщНъУЎтьxЂ
Q§GMЬ(W§ Ј)цGыоћјЊѕм|еМѕ: !Шъћчn^вБР3IЅsN@5'naѕKZ\ЊN'YькмIњЭЯwљчџкOq$я/g>ЙЯЈ#т"BиНePрWdЩвѕдlЮ^№+R=К