%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
kotryna
2016-02-26T18:19:34-06:00
2016-02-26T18:19:34-06:00
2016-02-26T18:19:34-06:00
Adobe Illustrator CC (Macintosh)
256
200
JPEG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=
uuid:d9d1ec68-413b-774c-b7e9-cfb16ed949d4
xmp.did:31976398-5969-434f-8635-2c8d00248117
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1377f30b-412e-8d4e-a5c7-1176b87280fb
xmp.did:6c0efa94-1fcb-48fb-ace9-0535b8af4746
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2fad9331-11d2-446b-a05f-1952687d2050
2015-02-25T11:23:55-06:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:31976398-5969-434f-8635-2c8d00248117
2016-02-26T18:19:30-06:00
Adobe Illustrator CC (Macintosh)
/
EmbedByReference
/Users/juanfranciscorodriguezruiz/Documents/TRABAJOS/GH-MANAGEMENT/catalogo/qr.png
EmbedByReference
/Users/juanfranciscorodriguezruiz/Documents/TRABAJOS/GH-MANAGEMENT/catalogo/compo_kotryna.psd
Print
False
False
1
27.990800
21.500042
Centimeters
AvantGarde-Book
ITC Avant Garde Gothic
Book
Type 1
001.006
False
AvantGarBoo; ITC Avant Garde
AvantGarde-Medium
ITC Avant Garde Gothic
Medium
Type 1
001.000
False
AvantGarMed; ITC Avant Garde Gothic 2
Cyan
Magenta
Yellow
Black
PANTONE 382 C
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 382 C
SPOT
100.000000
LAB
81.960785
-22
85
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brillantes
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 793.44 609.45]/Type/Page>>
endobj
10 0 obj
<>stream
HWˎ$WL
|$y
00=Pi}Gd]ۗhèb|D$_ay뇰%,aў֜O,>__.1'pziĵt3Mty|y]c^a=]=vR][/w
IFHl!Ҍ"Tفv|y0͉)%@X+Urİ[P@m=R4ia hAaŗu]ِB}3Vmmvc;VOflKk311kfb3X8
N8x]r:!qL0»eB!LQljv NIi(}rZ"ۂH'ju*QܷiS