%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
oto-mangue7
Adobe Illustrator CS6 (Macintosh)
2016-12-21T12:46:32-06:00
2016-12-21T12:46:32-06:00
2016-12-21T12:46:32-06:00
256
160
JPEG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uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
xmp.did:0480117407206811822AD55A3511FEBA
uuid:33ec9f23-25d1-0c40-9398-0d3be8db45fb
proof:pdf
xmp.iid:0380117407206811822AD55A3511FEBA
xmp.did:0380117407206811822AD55A3511FEBA
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
proof:pdf
saved
xmp.iid:0580117407206811822A8CEBCFB135F6
2016-07-04T13:11:09-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0480117407206811822AD55A3511FEBA
2016-12-21T12:46:30-06:00
Adobe Illustrator CS6 (Macintosh)
/
Basic RGB
1
True
False
27.940000
17.286111
Centimeters
SoberanaSans-Regular
Soberana Sans
Regular
Open Type
Version 1.000
False
SoberanaSans-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE Cool Gray 10 C
PANTONE 200 C
Grupo de muestras por defecto
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
91.247398
78.762505
61.983700
97.467003
Rojo RGB
CMYK
PROCESS
0.000000
94.640999
91.628899
0.000000
Amarillo RGB
CMYK
PROCESS
9.625399
0.000000
95.196495
0.000000
Verde RGB
CMYK
PROCESS
64.754700
0.000000
100.000000
0.000000
Cian RGB
CMYK
PROCESS
57.073299
0.000000
15.356702
0.000000
Azul RGB
CMYK
PROCESS
93.408104
74.584595
0.000000
0.000000
Magenta RGB
CMYK
PROCESS
40.997898
77.675995
0.000000
0.000000
R=193 G=39 B=45
CMYK
PROCESS
16.897797
95.028595
82.363602
6.866598
R=237 G=28 B=36
CMYK
PROCESS
0.000000
94.662399
85.210999
0.000000
R=241 G=90 B=36
CMYK
PROCESS
0.000000
75.295601
88.738800
0.000000
R=247 G=147 B=30
CMYK
PROCESS
0.000000
50.182301
90.798798
0.000000
R=251 G=176 B=59
CMYK
PROCESS
0.000000
36.563702
81.985199
0.000000
R=252 G=238 B=33
CMYK
PROCESS
6.573600
0.000000
85.262802
0.000000
R=217 G=224 B=33
CMYK
PROCESS
23.190701
0.000000
89.233200
0.000000
R=140 G=198 B=63
CMYK
PROCESS
52.425404
0.000000
88.091896
0.000000
R=57 G=181 B=74
CMYK
PROCESS
71.828804
0.000000
87.695099
0.000000
R=0 G=146 B=69
CMYK
PROCESS
84.295395
14.374000
92.675697
2.157599
R=0 G=104 B=55
CMYK
PROCESS
89.907700
32.297199
92.599396
24.765402
R=34 G=181 B=115
CMYK
PROCESS
73.595795
0.000000
68.978401
0.000000
R=0 G=169 B=157
CMYK
PROCESS
76.617096
4.553300
45.078201
0.000000
R=41 G=171 B=226
CMYK
PROCESS
70.998695
13.214302
0.195301
0.000000
R=0 G=113 B=188
CMYK
PROCESS
86.617798
49.295799
0.000000
0.000000
R=46 G=49 B=146
CMYK
PROCESS
97.558601
89.571999
0.000000
0.082397
R=27 G=20 B=100
CMYK
PROCESS
100.000000
96.997002
32.248402
21.875298
R=102 G=45 B=145
CMYK
PROCESS
75.570297
92.312500
0.000000
0.003099
R=147 G=39 B=143
CMYK
PROCESS
53.929996
93.029701
0.000000
0.000000
R=158 G=0 B=93
CMYK
PROCESS
32.358299
100.000000
23.630100
16.730000
R=212 G=20 B=90
CMYK
PROCESS
9.799301
98.355103
40.726303
2.069098
R=237 G=30 B=121
CMYK
PROCESS
0.000000
93.505798
14.276302
0.000000
R=199 G=178 B=153
CMYK
PROCESS
22.085899
27.264797
38.922703
6.118899
R=153 G=134 B=117
CMYK
PROCESS
35.486401
38.669395
46.607197
21.173399
R=115 G=99 B=87
CMYK
PROCESS
44.638699
47.068001
52.635998
38.034599
R=83 G=71 B=65
CMYK
PROCESS
53.530197
54.244297
55.272800
54.219902
R=198 G=156 B=109
CMYK
PROCESS
20.468403
37.671501
59.304203
8.487100
R=166 G=124 B=82
CMYK
PROCESS
28.030800
46.228703
67.104599
20.712603
R=140 G=98 B=57
CMYK
PROCESS
32.437599
53.667496
76.049400
32.922901
R=117 G=76 B=36
CMYK
PROCESS
35.922802
60.518803
85.735901
45.154499
R=96 G=56 B=19
CMYK
PROCESS
39.142399
68.313095
94.302299
57.115997
R=66 G=33 B=11
CMYK
PROCESS
47.461700
74.669998
82.531502
73.083099
PANTONE Cool Gray 10 C
SPOT
100.000000
LAB
42.745098
0
-3
PANTONE 200 C
SPOT
100.000000
LAB
41.568600
66
34
Frías
1
C=56 M=0 Y=20 K=0
CMYK
PROCESS
58.449699
0.000000
22.296501
0.000000
C=51 M=43 Y=0 K=0
CMYK
PROCESS
55.404003
44.553303
0.000000
0.000000
C=26 M=41 Y=0 K=0
CMYK
PROCESS
31.351196
43.906300
0.146502
0.000000
Grises
1
R=0 G=0 B=0
CMYK
PROCESS
91.247398
78.762505
61.983700
97.467003
R=26 G=26 B=26
CMYK
PROCESS
76.229500
66.741402
60.705002
82.876297
R=51 G=51 B=51
CMYK
PROCESS
69.057800
59.520901
55.974697
65.581696
R=77 G=77 B=77
CMYK
PROCESS
62.038601
52.340000
50.353199
47.775997
R=102 G=102 B=102
CMYK
PROCESS
55.944199
45.380299
44.855404
32.684803
R=128 G=128 B=128
CMYK
PROCESS
49.237801
38.663303
38.529003
20.218199
R=153 G=153 B=153
CMYK
PROCESS
41.086399
31.973803
32.385700
11.010897
R=179 G=179 B=179
CMYK
PROCESS
32.575001
24.496799
25.534403
4.354900
R=204 G=204 B=204
CMYK
PROCESS
23.147900
17.096197
18.097198
0.830102
R=230 G=230 B=230
CMYK
PROCESS
11.663998
8.224601
9.265298
0.000000
R=242 G=242 B=242
CMYK
PROCESS
6.219602
4.315299
5.127001
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 792.0 490.0]/Type/Page>>
endobj
9 0 obj
<>stream
HWM\ϯx0Ol~uj9!|%* ȿOU5gvWhYC>]]|ǫ?.7߾>./q]?>Wtyr|+g~>G9squ<͎r1Νz]}:8>ÇUwɰr#;*яxuL86sr\k.Dhg
QZ3xbJh OZًr:Ύ?8xX;:lY˳Z*