%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Infografia_Nuevo Compañero
Adobe Illustrator CC 2017 (Macintosh)
2017-07-19T10:24:20+02:00
2017-07-19T10:24:20+02:00
2017-07-19T10:24:20+02:00
184
256
JPEG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uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
xmp.did:45c4b7e2-f7f5-43f8-95a0-9bee0ba85bba
uuid:631069b0-1549-e345-8313-3221c85cd296
proof:pdf
xmp.iid:a2c7182e-b9c6-429f-ad43-38840d079edf
xmp.did:a2c7182e-b9c6-429f-ad43-38840d079edf
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
proof:pdf
saved
xmp.iid:ba3262e2-e2b8-4f87-b189-ab3f46ab785b
2015-07-28T14:04:09+02:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:45c4b7e2-f7f5-43f8-95a0-9bee0ba85bba
2017-07-19T10:24:15+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
Basic RGB
1
True
False
21.000000
29.700000
Centimeters
Intro-Inline
Intro Inline
Regular
Open Type
Version 1.000
False
Intro_Inline.otf
StagSans-Light
Stag Sans
Light
Open Type
Version 1.000;PS 001.001;hotconv 1.0.50;makeotf.lib2.0.16970
False
Stag Sans-Light.otf
StagSans-Medium
Stag Sans
Medium
Open Type
Version 1.000;PS 001.001;hotconv 1.0.50;makeotf.lib2.0.16970
False
Stag Sans-Medium.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
91.247422
78.762490
61.983669
97.466999
Rojo RGB
CMYK
PROCESS
0.000000
94.641030
91.628897
0.000000
Amarillo RGB
CMYK
PROCESS
9.625391
0.000000
95.196456
0.000000
Verde RGB
CMYK
PROCESS
64.754707
0.000000
100.000000
0.000000
Cian RGB
CMYK
PROCESS
57.073319
0.000000
15.356679
0.000000
Azul RGB
CMYK
PROCESS
93.408102
74.584568
0.000000
0.000000
Magenta RGB
CMYK
PROCESS
40.997937
77.676046
0.000000
0.000000
R=193 G=39 B=45
CMYK
PROCESS
16.897841
95.028609
82.363617
6.866559
R=237 G=28 B=36
CMYK
PROCESS
0.000000
94.662392
85.210955
0.000000
R=241 G=90 B=36
CMYK
PROCESS
0.000000
75.295639
88.738841
0.000000
R=247 G=147 B=30
CMYK
PROCESS
0.000000
50.182343
90.798807
0.000000
R=251 G=176 B=59
CMYK
PROCESS
0.000000
36.563668
81.985193
0.000000
R=252 G=238 B=33
CMYK
PROCESS
6.573586
0.000000
85.262835
0.000000
R=217 G=224 B=33
CMYK
PROCESS
23.190661
0.000000
89.233232
0.000000
R=140 G=198 B=63
CMYK
PROCESS
52.425420
0.000000
88.091856
0.000000
R=57 G=181 B=74
CMYK
PROCESS
71.828789
0.000000
87.695122
0.000000
R=0 G=146 B=69
CMYK
PROCESS
84.295410
14.373998
92.675668
2.157626
R=0 G=104 B=55
CMYK
PROCESS
89.907682
32.297245
92.599374
24.765392
R=34 G=181 B=115
CMYK
PROCESS
73.595786
0.000000
68.978405
0.000000
R=0 G=169 B=157
CMYK
PROCESS
76.617074
4.553292
45.078200
0.000000
R=41 G=171 B=226
CMYK
PROCESS
70.998698
13.214312
0.195315
0.000000
R=0 G=113 B=188
CMYK
PROCESS
86.617833
49.295795
0.000000
0.000000
R=46 G=49 B=146
CMYK
PROCESS
97.558552
89.571983
0.000000
0.082399
R=27 G=20 B=100
CMYK
PROCESS
100.000000
96.997023
32.248417
21.875334
R=102 G=45 B=145
CMYK
PROCESS
75.570303
92.312503
0.000000
0.003052
R=147 G=39 B=143
CMYK
PROCESS
53.929961
93.029678
0.000000
0.000000
R=158 G=0 B=93
CMYK
PROCESS
32.358280
100.000000
23.630120
16.729991
R=212 G=20 B=90
CMYK
PROCESS
9.799343
98.355073
40.726328
2.069123
R=237 G=30 B=121
CMYK
PROCESS
0.000000
93.505758
14.276341
0.000000
R=199 G=178 B=153
CMYK
PROCESS
22.085908
27.264819
38.922712
6.118868
R=153 G=134 B=117
CMYK
PROCESS
35.486379
38.669410
46.607155
21.173418
R=115 G=99 B=87
CMYK
PROCESS
44.638741
47.067976
52.635992
38.034636
R=83 G=71 B=65
CMYK
PROCESS
53.530174
54.244292
55.272752
54.219878
R=198 G=156 B=109
CMYK
PROCESS
20.468451
37.671471
59.304184
8.487067
R=166 G=124 B=82
CMYK
PROCESS
28.030822
46.228731
67.104596
20.712596
R=140 G=98 B=57
CMYK
PROCESS
32.437629
53.667504
76.049435
32.922864
R=117 G=76 B=36
CMYK
PROCESS
35.922787
60.518801
85.735863
45.154497
R=96 G=56 B=19
CMYK
PROCESS
39.142442
68.313110
94.302279
57.116044
R=66 G=33 B=11
CMYK
PROCESS
47.461662
74.670023
82.531470
73.083085
C=1 M=99 Y=97 K=0
PROCESS
100.000000
CMYK
0.646983
98.400849
95.028609
0.244144
R=255 G=109 B=0
PROCESS
100.000000
CMYK
0.000000
67.345691
93.987942
0.000000
R=255 G=151 B=0
PROCESS
100.000000
CMYK
0.000000
48.706797
93.270767
0.000000
C=0 M=20 Y=99 K=0
PROCESS
100.000000
CMYK
0.000000
20.346379
92.855722
0.000000
C=0 M=55 Y=72 K=0
PROCESS
100.000000
CMYK
0.000000
55.078125
72.265625
0.000000
C=56 M=45 Y=45 K=32
PROCESS
100.000000
CMYK
55.859375
45.312500
44.531250
32.421875
C=57 M=4 Y=31 K=0
PROCESS
100.000000
CMYK
57.031250
3.515625
31.250000
0.000000
C=35 M=39 Y=47 K=21
PROCESS
100.000000
CMYK
35.486379
38.669410
46.607155
21.173418
C=23 M=17 Y=18 K=1
PROCESS
100.000000
CMYK
23.147936
17.096208
18.097199
0.830091
C=23 M=1 Y=12 K=0
PROCESS
100.000000
CMYK
22.812499
1.406250
12.499999
0.000000
Frías
1
C=56 M=0 Y=20 K=0
CMYK
PROCESS
58.449680
0.000000
22.296482
0.000000
C=51 M=43 Y=0 K=0
CMYK
PROCESS
55.403978
44.553292
0.000000
0.000000
C=26 M=41 Y=0 K=0
CMYK
PROCESS
31.351185
43.906307
0.146487
0.000000
Grises
1
R=0 G=0 B=0
CMYK
PROCESS
91.247422
78.762490
61.983669
97.466999
R=26 G=26 B=26
CMYK
PROCESS
76.229495
66.741431
60.704964
82.876325
R=51 G=51 B=51
CMYK
PROCESS
69.057751
59.520864
55.974668
65.581745
R=77 G=77 B=77
CMYK
PROCESS
62.038600
52.339965
50.353241
47.775996
R=102 G=102 B=102
CMYK
PROCESS
55.944151
45.380330
44.855419
32.684824
R=128 G=128 B=128
CMYK
PROCESS
49.237812
38.663307
38.529029
20.218204
R=153 G=153 B=153
CMYK
PROCESS
41.086441
31.973752
32.385746
11.010910
R=179 G=179 B=179
CMYK
PROCESS
32.574958
24.496832
25.534445
4.354925
R=204 G=204 B=204
CMYK
PROCESS
23.147936
17.096208
18.097199
0.830091
R=230 G=230 B=230
CMYK
PROCESS
11.663996
8.224612
9.265278
0.000000
R=242 G=242 B=242
CMYK
PROCESS
6.219577
4.315251
5.127031
0.000000
Adobe PDF library 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWr}@T~yxe&QbK%'XYjV3"ee{+Uyr58F9GOV