%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ACRECA gabonetako promozioa erderaz
2016-11-17T09:27:14+01:00
2016-11-17T09:27:14+01:00
2016-11-17T09:27:13+01:00
Adobe Illustrator CS5.1
220
256
JPEG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uuid:aa6897c0-7aae-3447-ad14-f3b64ff0d2e2
xmp.did:0180117407206811822AF7745B74ECB3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:77e04f51-29a1-db4f-9645-acc09fd1968e
xmp.did:0480117407206811822ADD670833B485
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822ADD670833B485
2016-11-14T18:01:45+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:0380117407206811822ADD670833B485
2016-11-14T18:02:21+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:0480117407206811822ADD670833B485
2016-11-15T10:43:24+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:0180117407206811822AF7745B74ECB3
2016-11-17T09:27:11+01:00
Adobe Illustrator CS5.1
/
EmbedByReference
/Users/iraiaoiartzaballakarra/Desktop/KOMOREBI/Argazkiak/Lifebook/lifebook-17.jpg
Print
False
False
1
210.001652
296.999959
Millimeters
GaramondPremrPro
Garamond Premier Pro
Regular
Open Type
Version 1.014;PS 001.000;Core 1.0.38;makeotf.lib1.6.6565
False
GaramondPremrPro.otf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rojo CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarillo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cian CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grises
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brillante
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
9 0 obj
<>stream
HTWK,
)SJ?/?|aU0f?O__ſx맿?kz3\mvj
_vkNoTpo8ϧ64\/j_Z17.S
{֫`V}+h^i#k~8*~3^u:~혜Q'g_4N*hشF}z^X[]שSC+;~w?׆ar>}ݍ8pVY{\27e~fl4MjKWhW~6]$akonG~G9 ;h=iQTf_?>=<90
S[>>'i^:f$m'mJ΅ofʹemKrxSqdM߶w]ck{sixgf\60ǺϚE߅FA ƛ LaN՝<Ր.1X=13C
!Hmpu^!H8Ch^Rq^
,@Џߒ3uL{#B=