%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Clavo Líquido 90892 180 100
2020-06-23T08:11:33-03:00
2020-06-23T08:11:33-03:00
2020-06-23T08:11:33-02:00
Adobe Illustrator CS6 (Windows)
256
196
JPEG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uuid:e1746e1e-8e61-4bb1-8f7f-f8ed363b6591
xmp.did:30FEA84342B5EA11A037AC8495DCAFE9
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
uuid:798bc910-1ba1-40db-a3b2-c6473f0a5526
xmp.did:C1130C50BC9EEA119850BFB5232CD005
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
converted
from application/pdf to <unknown>
saved
xmp.iid:CF7F11740720681191099C3B601C4548
2008-04-17T14:19:07+05:30
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
converted
from application/pdf to <unknown>
saved
xmp.iid:0080117407206811BDDDFD38D0CF24DD
2008-05-16T12:18:29-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:F87F117407206811B628E3BF27C8C41B
2008-05-22T12:59:33-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:0BC3BD25102DDD1181B594070CEB88D9
2008-05-28T17:02:32-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F87F117407206811BB1DBF8F242B6F84
2008-06-09T15:05:10-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F117407206811BB1DBF8F242B6F84
2008-06-09T15:05:47-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811ACAFB8DA80854E76
2008-06-11T14:30:01-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FEE440664A3DDD11BD33D3EB8D3A1068
2008-06-18T22:22:44+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:2F85BBCD703EDD11A8D1DFE8FDCD79D1
2008-06-19T19:30:09-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:676AE2A5723EDD11A6F1BABF7C5A7A51
2008-06-19T19:43:22-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:ABAA68A98142DD118730E3EA0327430E
2008-06-25T13:40:55+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:E6A2668C200711689FE8CB9EA85C5459
2008-06-26T05:51:38-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0A91C12D6B48DD1194DA8463B7D22218
2008-07-02T12:17:25-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811AFFDD853DED9F9CC
2008-07-21T15:08:16+05:30
Adobe Illustrator CS4
/
saved
xmp.iid:5275D63B08206811AB08B3D97C297869
2008-10-22T03:12:28-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:30FEA84342B5EA11A037AC8495DCAFE9
2020-06-23T08:11:19-03:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
D:\Carpetas que apuntan al disco C\Escritorio\Texto infos\A cargar\90892 180 100 aplicacion 6.jpg
EmbedByReference
D:\Carpetas que apuntan al disco C\Escritorio\Texto infos\A cargar\90892 180 100 aplicacion 5.jpg
EmbedByReference
D:\Carpetas que apuntan al disco C\Escritorio\Texto infos\A cargar\90892 180 100 aplicacion 3.jpg
EmbedByReference
I:\Promociones Mayo 2020\Info\90892 180 100\90892 180 100.psd
EmbedByReference
D:\Carpetas que apuntan al disco C\Escritorio\90892 180 051.psd
Basic CMYK
False
True
1
595.280273
841.889648
Pixels
Wuerth-Book
Wuerth
Book
TrueType
Version 1.10
False
Book vieja.ttf
Wuerth-ExtraBoldCondCaps
Wuerth
Extra Bold Cond Caps
Open Type
Version 1.00
False
WuerthExtraBoldCondCaps.ttf
Wuerth-Bold
Wuerth
Bold
TrueType
Version 1.30
False
WuerthBold.ttf
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
Grupo colores cruces
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000002
70.000000
80.000000
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000002
50.000000
80.000000
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
65.000000
10.000002
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000000
10.000002
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
85.000000
60.000004
10.000002
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
18 0 obj
<>stream
HWn}߯hf{X,@. 1=DAYR$W)TߦgB*@Twuuu]NUbgoV]\L0'ُ3ٿao8H:åpLj.d_nfpYе5q/))k,-e8ͅ5O!&r%lJRIE1idq3\Ǭ:/믳'}]}agRC!!o'6K6-