%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
ficha tecnica - GTPM581
2019-05-14T17:59:14-05:00
2019-05-14T17:59:14-05:00
2019-05-14T17:59:14-05:00
Adobe Illustrator CC 22.1 (Macintosh)
256
160
JPEG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=
uuid:6617917e-e8f6-0744-8055-c3165e319525
xmp.did:6402f3bd-0654-44bb-bc7d-dbd5495be611
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:eac9d945-af50-bd41-b2e6-3a87b8aef376
xmp.did:38963959-ff64-442a-8275-16545f488533
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0680117407206811822AF06B77F2AC1A
2018-09-05T13:00:44-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:6402f3bd-0654-44bb-bc7d-dbd5495be611
2019-05-14T17:58:56-05:00
Adobe Illustrator CC 22.1 (Macintosh)
/
EmbedByReference
/Users/slopez/Desktop/GTPM581-CMYK.png
xmp.did:F77E36916E9B11E99509E149460BD327
xmp.iid:F77E36906E9B11E99509E149460BD327
/Users/slopez/Desktop/GTPM581-CMYK.png
xmp.did:F77E36916E9B11E99509E149460BD327
xmp.iid:F77E36906E9B11E99509E149460BD327
Print
False
True
1
21.590000
27.940000
Centimeters
GothamBlack
Gotham Black
Regular
TrueType
Version 001.000
False
GOTHAM-BLACK.TTF
GothamLight
Gotham Light
Regular
TrueType
Version 001.000
False
GOTHAM-LIGHT.TTF
Orkney-Regular
Orkney
Regular
Open Type
1.0
False
Orkney-Regular.otf
SegoePro-Light
Segoe Pro
Light
Open Type
Version 1.00
False
SegoePro-Light.ttf
SegoePro
Segoe Pro
Regular
Open Type
Version 1.00
False
SegoePro-Regular.ttf
SegoePro-Semibold
Segoe Pro
Semibold
Open Type
Version 1.00
False
SegoePro-Semibold.ttf
SegoePro-Bold
Segoe Pro
Bold
Open Type
Version 1.00
False
SegoePro-Bold.ttf
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.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
14.843800
100.000000
89.843800
9.765600
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843800
84.765600
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921900
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
34.765600
84.765600
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843800
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921900
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
84.765600
9.765600
100.000000
9.765600
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843800
29.687500
94.921900
29.687500
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
79.687500
9.765600
44.921900
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921900
14.843800
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765600
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921900
4.687500
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
34.765600
100.000000
34.765600
9.765600
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765600
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921900
19.921900
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843800
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843800
44.921900
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765600
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765600
64.843800
39.843800
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843800
64.843800
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765600
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765600
59.765600
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843800
64.843800
89.843800
34.765600
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843800
69.921900
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921900
79.687500
69.921900
C=57 M=0 Y=100 K=0 1
CMYK
PROCESS
56.600000
0.000000
100.000000
0.000000
C=66 M=56 Y=54 K=58 1
CMYK
PROCESS
66.268400
55.623700
54.464000
57.930900
C=56 M=44 Y=45 K=31 1
CMYK
PROCESS
55.620700
44.211500
44.885900
31.216900
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
89.843800
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921900
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765600
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
39.843800
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921900
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.765600
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
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
9.765600
94.921900
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765600
9.765600
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843800
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765600
89.843800
0.000000
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>stream
HWnG}WK
0[}#X@7{Ƕ,1Ƀ0F߾P8S=UUnݧÞ!X~X7J|~'%ރوH$uI(߽NDd2 wWחH+%V6__z0"h#z9!FO2EtVZzis(/'1
Mk8xi3E{K't1ehQZަB0%^t^.6ݰ2;+ ˨wVt!nVG1A)ff+2R i