%PDF-1.4
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Metalafed 72 WP
2012-08-30T15:38:04-05:00
2012-08-30T15:38:04-05:00
2012-08-30T15:38:04-05:00
Adobe Illustrator CS5.1
256
160
JPEG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uuid:c23328e5-c5d3-9942-9b44-226d2fdd20b1
xmp.did:0AD3925A3D2068118C14FE8971CFAD67
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:a1741acb-49b4-b24b-82d6-b973c8de6187
xmp.did:FA7F117407206811871FE18B5FF95A51
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:61DA6BAE0A2068118A6DD9996230CF43
2012-05-17T11:06:27-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:07801174072068118C14D8502184F237
2012-06-05T17:29:24-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:E7EA7F31332068118C149BB9C2646BAB
2012-06-20T17:23-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:126188FE1E206811871FB771FBADFD93
2012-07-06T12:27:19-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:E155774A0E2068118C14B516A5A757AC
2012-08-06T10:32:35-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:FA7F117407206811871FE18B5FF95A51
2012-08-09T08:48:27-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:0AD3925A3D2068118C14FE8971CFAD67
2012-08-30T15:37:53-05:00
Adobe Illustrator CS5.1
/
EmbedByReference
/Users/AtomoHaspekto/Desktop/Proyectos 2012/Fedearroz/1930 Volantes/Material/En Alta/OK/1128791_77177794.tif
EmbedByReference
/Users/AtomoHaspekto/Desktop/Proyectos 2012/Fedearroz/1930 Volantes/Material/En Alta/OK/IMG_1852.tif
EmbedByReference
/Users/AtomoHaspekto/Desktop/Proyectos 2012/Fedearroz/1930 Volantes/Material/En Alta/OK/shutterstock_26790136.tif
EmbedByReference
/Users/AtomoHaspekto/Desktop/Proyectos 2012/Fedearroz/1930 Volantes/Material/En Alta/OK/shutterstock_26790136.tif
EmbedByReference
/Users/AtomoHaspekto/Desktop/Proyectos 2012/Fedearroz/1930 Volantes/Material/En Alta/OK/1128791_77177794.tif
EmbedByReference
/Users/AtomoHaspekto/Desktop/Proyectos 2012/Fedearroz/1930 Volantes/Material/En Alta/OK/IMG_1852.tif
Print
False
True
1
21.590000
27.940000
Centimeters
FuturaBT-MediumCondensed
Futura MdCn BT
Medium
TrueType
mfgpctt-v4.4 Dec 10 1998
False
futuramc.ttf
FuturaBT-Bold
Futura Md BT
Bold
TrueType
mfgpctt-v4.4 Nov 27 1998
False
FUTURAB.TTF
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-It.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
Swiss721BT-Black
Swis721 Blk BT
Black
TrueType
mfgpctt-v1.52 Monday, January 25, 1993 11:38:48 am (EST)
False
Swiss 721 Black BT.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
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
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[33.0 33.0 645.0 825.0]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[33.0 33.0 645.0 825.0]/Type/Page>>
endobj
20 0 obj
<>stream
HДWmoлFўЎ_Бйю4ЈуS+KDЇзF-б6[TLЉћыofw))ВR'Р6Й3;/ЯЬ<У TD< Піо^/yh{<вQqЈј!I Й$OEяОЧЩ,2тдќкг* Иф+H:QLtN6уж(п,iБAXЁb!(жDА$м*!lB(Аня%"Cm}ѕzE8:ёџр_й}ЯdBВп wпбaЦ<$hЈ$йІї<3кїbIГєz:_JЎњ$ѓDBЇє_Ѓ'=гЅђzфDчЫF#япйї`\Ц йGзщмѓкПI'YJf)М{!.ІФ'лбауіS#ЦѓуcTХ9јАeѓєzДШ@ЄS2щ{\бСh:щ Z1Ц!
HЬ"Ѓ/6nЧш5K
AХЮыЬуЛ}?uQ9*)