%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
Adobe PDF library 15.00
Adobe Illustrator CC 22.0 (Windows)
2018-03-21T18:44:20+02:00
2018-03-21T18:44:20+01:00
2018-03-21T18:44:20+01:00
256
128
JPEG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Isidro
Ofimatica - OfiChannel - Hoja Producto
1
True
False
209.999927
296.999942
Millimeters
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Bold.otf
NimbusSanD-BoldRo1
NimbusSanDBolRo1
Regular
TrueType
Version 001.005
False
NimbusSanDBolRo1.ttf
NimbusSanD-ReguRo1
NimbusSanDRegRo1
Regular
TrueType
Version 001.005
False
NimbusSanDRegRo1.ttf
OpenSans-Light
Open Sans
Light
Open Type
Version 1.10
False
OpenSans-Light.ttf
Roboto-Light
Roboto
Light
TrueType
Version 2.000980; 2014
False
Roboto-Light.ttf
Roboto-Regular
Roboto
Regular
TrueType
Version 2.000980; 2014
False
Roboto-Regular.ttf
Roboto-Medium
Roboto
Medium
TrueType
Version 2.000980; 2014
False
Roboto-Medium.ttf
TrebuchetMS
Trebuchet MS
Regular
Open Type
Version 5.00
False
trebuc.ttf
TrebuchetMS-Italic
Trebuchet MS
Italic
Open Type
Version 5.00
False
trebucit.ttf
TrebuchetMS-Bold
Trebuchet MS
Bold
Open Type
Version 5.00
False
trebucbd.ttf
Verdana
Verdana
Regular
Open Type
Version 5.05
False
verdana.ttf
Verdana-Italic
Verdana
Italic
Open Type
Version 5.03
False
verdanai.ttf
Verdana-Bold
Verdana
Bold
Open Type
Version 5.03
False
verdanab.ttf
Verdana-BoldItalic
Verdana
Bold Italic
Open Type
Version 5.03
False
verdanaz.ttf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
PANTONE 485 CV
SPOT
100.000000
CMYK
0.000000
100.000000
91.000003
0.000000
PANTONE 5265 C
SPOT
100.000000
LAB
26.666700
11
-25
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
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
Grupo colores cruces
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000000
70.000000
80.000000
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000000
50.000000
80.000000
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
65.000000
10.000000
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000000
10.000000
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
85.000000
60.000000
10.000000
xmp.did:699439c5-6e1d-c545-b9b1-16dd39ccb0d9
uuid:d6bd3460-5d9a-4941-8a6f-77e1cd28ef94
xmp.did:92670C627522E21184B6E2124FCFC7C2
proof:pdf
uuid:17205643-dbcf-4dc8-8f40-e995981a6698
xmp.did:7460CF6194F7E311AE088C6E074FE6EE
xmp.did:92670C627522E21184B6E2124FCFC7C2
proof:pdf
saved
xmp.iid:92670C627522E21184B6E2124FCFC7C2
2012-10-30T10:37:12+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:699439c5-6e1d-c545-b9b1-16dd39ccb0d9
2018-03-21T18:44:01+01:00
Adobe Illustrator CC 22.0 (Windows)
/
EmbedByReference
F:\[ Trabajo ]\Folletos y Hojas de Producto\OfiChannel\Agoda-logo-2.png
0
0
EmbedByReference
F:\[ Trabajo ]\Folletos y Hojas de Producto\OfiChannel\Agoda-logo-2.png
0
0
F:\[ Trabajo ]\Folletos y Hojas de Producto\OfiChannel\Agoda-logo-2.png
0
0
F:\[ Trabajo ]\Folletos y Hojas de Producto\OfiChannel\Agoda-logo-2.png
0
0
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
86 0 obj
<>stream
HWnF}W`辰o;JbbM>P3ňq4RP4<꺞nnwllhlڠWo՛xvR(TY\h1X=VW?>~ԍY|:=}mwcYp'N|x_gUMFho&~8#Rߞ[w_0e`eC]2KG"u$i
rg5WQ@zغQ4rA Z
5Zbaސ7aE=bHIl-Oj|0b2?<֨6rEvђW-BdHtĦFIt)I!Gp}!isYGQ'eVITnɉ
@*yp쯔*`"ӚX(9 Y-e`$$S1`[1JƵc.1pIW/bSh* "JE{UaJc:CƻX`lKT-z#g` i˫VrQ'ٌݴmDIz14<;$&0X`d.lAO@mK<4THq%*dZF#zFÉ6(NEF:DD5T
G+v\=U$ܺ;
5,.A;4_BK5ZڒHFVI2NzK ORfHeͻRųBl-q%X}L`.C0@B$hFR*3v`QB IQӹe"r6@.Z l1NLuNX{!>f9) KE}˃&S19%N'G%YGf)Ew5;xۂFBޅbHW
etF˧1 k+rUw牅(bp#|=5 5" M4~5!W93g;SY휕l4Lso]%-FLS_pRto
'1OuMY֣q-Af xlR
ȗ<