%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Matriz de prioridades_Quántica
2020-08-06T18:47:09-05:00
2020-08-06T18:47:09-05:00
2020-08-06T18:47:09-05:00
Adobe Illustrator CC 2017 (Macintosh)
256
188
JPEG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=
uuid:56dc7133-ce30-a846-afad-cb95aa87b62a
xmp.did:e53c5895-7f22-48b1-ae66-21ab95c3d254
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1b5cc6a3-a179-5a44-b36d-8cdf3a0c8fc4
xmp.did:be020457-7118-4967-bf64-10ac810bca31
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:be020457-7118-4967-bf64-10ac810bca31
2020-07-28T17:36:01-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:e53c5895-7f22-48b1-ae66-21ab95c3d254
2020-08-06T18:47:07-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
True
1
29.700008
21.000156
Centimeters
Montserrat-Medium
Montserrat
Medium
Open Type
Version 7.200
False
Montserrat-Medium.ttf
Montserrat-SemiBold
Montserrat
SemiBold
Open Type
Version 7.200
False
Montserrat-SemiBold.ttf
Montserrat-SemiBoldItalic
Montserrat
SemiBold Italic
Open Type
Version 7.200
False
Montserrat-SemiBoldItalic.ttf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200
False
Montserrat-Bold.ttf
Montserrat-BoldItalic
Montserrat
Bold Italic
Open Type
Version 7.200
False
Montserrat-BoldItalic.ttf
Magenta
Yellow
PANTONE 2965 C
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
29
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
PANTONE 2965 C
SPOT
100.000000
LAB
13.333333
-7
-20
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
11 0 obj
<>stream
HWs
~߿}:#ɽ>dtq'[i=a#mȒcY r\"vI |o&J|6uJBIS_x^(qVX7IRy-ҥZ