%PDF-1.6
%
1 0 obj
<>/OCGs[13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
DURABOOK_DM_S15AB_20210310TB
2021-07-08T00:36:42-04:00
2021-07-08T00:36:42-04:00
2021-07-08T00:36:41-03:00
Adobe Illustrator CS6 (Windows)
256
180
JPEG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:cce27be8-72a2-47df-b685-cfe037964613
xmp.did:F4A9A974A5DFEB11B0F08513039F346F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:F3A9A974A5DFEB11B0F08513039F346F
xmp.did:F3A9A974A5DFEB11B0F08513039F346F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F3A9A974A5DFEB11B0F08513039F346F
2021-07-08T00:36:11-04:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:F4A9A974A5DFEB11B0F08513039F346F
2021-07-08T00:36:28-04:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
595.275391
841.890137
Points
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Ubuntu-Light
Ubuntu Light
Light
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Ubuntu-Medium
Ubuntu Medium
Medium
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Ubuntu-Regular
Ubuntu Regular
Regular
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Mukta-ExtraBold
Mukta ExtraBold
ExtraBold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-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
14.999998
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
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
10.000002
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 10.01
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 39 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
17 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 45 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
40 0 obj
<>stream
HWˮ%
ܟu%Q'AVFdcwL@Hϝ8dpTE"OOw|<=|O⟾>]c6IsGNȩσS~~|_<b_hRYm"=-)I糤Ϛ$Y==O:g$']aOIRhSj+,ߧIMƏͶeϕr{l28_0z^iNKaE2ᴖZ%Ϣ)/ݐGmIc5þ¾}뱍qFl AMSnJJ{N\ 8ny
fTv+Gj O.3+_+6K:6nWjM}55jُm|9ut'DGL7U5&mTs˴` fj28bTs{oJ` j