%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Leb Kids Leaflet A4(E)03 17
2017-03-28T16:20:09+02:00
2017-03-28T16:20:09+02:00
2017-03-28T16:20:09+02:00
Adobe Illustrator CC 2017 (Macintosh)
164
256
JPEG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uuid:e09f4daf-2f9f-4244-951b-667b5be89adb
xmp.did:b801a719-d913-4be8-a39e-569a2c860548
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:61f1ec42-e6e7-674d-b9e8-2961ef78968d
xmp.did:ce169263-b0bb-4edd-982e-6e9a2b81e30c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ce169263-b0bb-4edd-982e-6e9a2b81e30c
2017-03-15T15:13:45+01:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:b801a719-d913-4be8-a39e-569a2c860548
2017-03-28T16:20:06+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/macpro/Documents/FISKARS/LEBORGNE/Leborgne Kids 01 17/Leb Kids Display(E)03 17/Leborgne Kids Display 03 17.psd
adobe:docid:photoshop:f0e7fe87-537d-117a-afdd-fa6658395c19
xmp.iid:34ed1a09-961e-4cdd-978e-d3e87347efdb
EmbedByReference
/Users/macpro/Documents/FISKARS/LEBORGNE/Leborgne Kids 01 17/M Leb Kids Leaflet inter 03 17.psd
xmp.did:e6c1fc0d-6c84-4509-8efa-daa92b83d640
xmp.iid:a0cc1340-ab7a-4514-b187-e9ecfda019fe
/Users/macpro/Documents/FISKARS/LEBORGNE/Leborgne Kids 01 17/Leb Kids Display(E)03 17/Leborgne Kids Display 03 17.psd
adobe:docid:photoshop:f0e7fe87-537d-117a-afdd-fa6658395c19
xmp.iid:34ed1a09-961e-4cdd-978e-d3e87347efdb
/Users/macpro/Documents/FISKARS/LEBORGNE/Leborgne Kids 01 17/M Leb Kids Leaflet inter 03 17.psd
xmp.did:e6c1fc0d-6c84-4509-8efa-daa92b83d640
xmp.iid:a0cc1340-ab7a-4514-b187-e9ecfda019fe
Print
True
True
1
469.283380
337.065826
Millimeters
HelveticaNeue-Black
Helvetica Neue
95 Black
Type 1
001.000
False
HelveNeuBla; HelveticaNeue Black
HelveticaNeueLTStd-Cn
Helvetica Neue LT Std
57 Condensed
Open Type
OTF 1.029;PS 001.000;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd Cn.otf
NeoSans
Neo Sans
Regular
Type 1
001.000
False
NeoSan; NeoSans
NeoSans-Medium
Neo Sans
Medium
Type 1
001.000
False
NeoSanMed; NeoSans Medium
Helvetica
Helvetica
Medium
Type 1
001.006
False
Helve; Helvetica
Helvetica-Bold
Helvetica
Bold
Type 1
001.007
False
HelveBol; Helvetica Bold
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
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
C=0 M=9 J=100 N=0 1
CMYK
PROCESS
0.000000
9.000000
100.000000
0.000000
C=75 M=0 J=100 N=0 1
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=100 M=0 J=47 N=60 1
CMYK
PROCESS
100.000000
0.000000
47.000000
60.000000
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
False
21.0.2
PDF/X-3:2002
PDF/X-3:2002
PDF/X-3:2002
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[33.0 33.0 1363.25 988.462]/Type/Page>>
endobj
7 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[33.0 33.0 1363.25 988.462]/Type/Page>>
endobj
50 0 obj
<>stream
HдWKsЧОяЏ#yРxоЋуT*Щ!IЌT@1ј!0ЩПЯїѕЬ.РRхSЬВАн3гяўІчгPі>ЋьЦ)gЃvE9SљѓМўІOй9жZЃS\oДWЅъSpБRЗNяя~oдУ_№їi№&jыгLUZдSыВ~>8Л ЧѕDgtщФЅМЌъ5К`[ахКВНўWщъ"ЕaA?ъЊбjЦь[узЯтЂpTdmJ:Ѓ(З:9Їl№:кЊМ
J'mфЖTDзэUmvу<"еДХ[ ЃKКcZѓх№5/OЊЏp>жЎ&е,Ef1ЋЌKЙЩјВѓЙQОFФМ.EдЙзќgјR5Ѓ)Соf?Ipјr~оѓќ61ЮAёЈЫ^$xд5CтЭГ Ы]bЬQYZжє Г Щ_ЂЬмќВЏmсg~Жy-hHѓЭQтЊtQжmOК_cп ]`w]љЭА фЋxЭSsй|О8cvKаюуДql