%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
fular_A5-vertical
2021-12-15T16:50:13-03:00
2021-12-15T16:50:13-03:00
2021-12-15T16:50:12-02:00
Adobe Illustrator 25.4 (Windows)
180
256
JPEG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uuid:d1cfc55b-9a69-414b-b2ef-e4ee7e7dc244
xmp.did:f58c48bf-4e98-674b-add1-7a5a522edef2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:496aaa1c-ee53-f34a-b782-cfc1321dd461
xmp.did:496aaa1c-ee53-f34a-b782-cfc1321dd461
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:44993015-15b8-5f43-a5e9-556a328bad56
2021-12-15T16:37:04-03:00
Adobe Illustrator 25.4 (Windows)
/
saved
xmp.iid:f58c48bf-4e98-674b-add1-7a5a522edef2
2021-12-15T16:50:09-03:00
Adobe Illustrator 25.4 (Windows)
/
Print
Adobe Illustrator
False
False
1
148.000000
210.000000
Millimeters
GalanoGrotesque-Regular
GalanoGrotesque-Regular
☞
Open Type
Version 1.000;PS 001.000;hotconv 1.0.70;makeotf.lib2.5.58329;com.myfonts.easy.rene-bieder.galano-grotesque.regular.wfkit2.version.4k2B
False
Galano Grotesque.otf
Cyan
Magenta
Yellow
Black
PANTONE 432 C
PANTONE Orange 021 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 432 C
SPOT
100.000000
LAB
25.490196
-3
-8
PANTONE Orange 021 C
SPOT
100.000000
LAB
60.784302
66
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 16.00
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 419.528 595.276]/Type/Page>>
endobj
9 0 obj
<>stream
HWɎIݿt#
b(h/l> etsǏLJ?|~xGL%γq|z ;ß>}y_ˏ?%42G>b8gx>?rk|{:3sgxl)_gsjZLc_UF