%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
berthil
2019-11-15T18:26:59-06:00
2019-11-15T18:26:59-06:00
2019-11-15T18:26:59-06:00
Adobe Illustrator CC 23.0 (Macintosh)
256
196
JPEG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uuid:21698cb4-d732-9742-a2f0-3df1ce69bcdf
xmp.did:686a1aba-4d85-46e5-82c1-838e8484bf38
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:c4bcd1c6-977a-45b3-be60-265f8d6cadea
xmp.did:c4bcd1c6-977a-45b3-be60-265f8d6cadea
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:30c13c9f-8572-4943-a59d-c485e1d7ed13
2017-09-29T12:34:25-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:686a1aba-4d85-46e5-82c1-838e8484bf38
2019-11-15T18:26:55-06:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Users/user/Documents/gh/berthil.psd
adobe:docid:photoshop:cd07387b-a8e7-814d-8846-a75229586d88
xmp.iid:44bb3f11-def0-4e65-b9a7-c3bdac86829f
/Users/user/Documents/gh/berthil.psd
adobe:docid:photoshop:cd07387b-a8e7-814d-8846-a75229586d88
xmp.iid:44bb3f11-def0-4e65-b9a7-c3bdac86829f
Print
False
False
1
27.999972
21.500042
Centimeters
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
AvantGarde-Book
ITC Avant Garde Gothic
Book
Type 1
001.006
False
AvantGarBoo; ITC Avant Garde
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
81.960777
-22
84
Grays
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
Brights
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 15.00
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 793.7 609.45]/Type/Page>>
endobj
10 0 obj
<>stream
Hlo0W%B=%>A/!`ĆymF.#I_qR
!>?|L0\/T
LaȐ$.5v]d)BQ|Bj #@PB*^TM