%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 14 0 R 15 0 R 16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2019_grafica-datos-scopus_utp
2019-02-18T09:33:21-05:00
2019-02-18T09:33:21-05:00
2019-02-18T09:33:20-04:00
Adobe Illustrator CC 2017 (Windows)
256
172
JPEG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uuid:00a1fcd9-d75e-4e60-9c14-bfe5dc09d536
xmp.did:ebe85c39-693c-7d4e-bd1b-ba13e2071f19
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b42c8bd8-220b-b945-af13-199dba0d96d9
xmp.did:b42c8bd8-220b-b945-af13-199dba0d96d9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:189705ba-bdd8-944f-ae51-06ce1ac0a395
2018-01-19T11:09:58-05:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:ebe85c39-693c-7d4e-bd1b-ba13e2071f19
2019-02-18T09:32:50-05:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\UTP\Desktop\NUEVOS_ARTICULOS\articulos-laccei-2018\google-scholar-webometrics\scopus (1).jpg
0
0
EmbedByReference
C:\Users\UTP\Desktop\NUEVOS_ARTICULOS\articulos-laccei-2018\google-scholar-webometrics\88x31.png
0
0
C:\Users\UTP\Desktop\NUEVOS_ARTICULOS\articulos-laccei-2018\google-scholar-webometrics\scopus (1).jpg
0
0
C:\Users\UTP\Desktop\NUEVOS_ARTICULOS\articulos-laccei-2018\google-scholar-webometrics\88x31.png
0
0
Print
False
True
1
936.000000
612.000000
Pixels
ArialMT
Arial
Regular
Open Type
Version 5.21
False
arial.ttf
Calibri
Calibri
Regular
Open Type
Version 5.75
False
calibri.ttf
Calibri-Italic
Calibri
Italic
Open Type
Version 5.75
False
calibrii.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 5.75
False
calibrib.ttf
Cyan
Magenta
Yellow
Black
PANTONE 1255 C
PANTONE 1795 C
PANTONE 269 C
PANTONE 350 C
Grupo de muestras por defecto
0
Blanco
RGB
PROCESS
255
255
255
Negro
RGB
PROCESS
33
25
21
Rojo CMYK
RGB
PROCESS
190
8
17
Amarillo CMYK
RGB
PROCESS
253
237
0
Verde CMYK
RGB
PROCESS
0
143
69
Cian CMYK
RGB
PROCESS
0
154
218
Azul CMYK
RGB
PROCESS
0
29
126
Magenta CMYK
RGB
PROCESS
185
0
124
C=15 M=100 Y=90 K=10
RGB
PROCESS
160
17
39
C=0 M=90 Y=85 K=0
RGB
PROCESS
196
71
50
C=0 M=80 Y=95 K=0
RGB
PROCESS
202
97
31
C=0 M=50 Y=100 K=0
RGB
PROCESS
218
149
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
229
180
73
C=5 M=0 Y=90 K=0
RGB
PROCESS
247
235
69
C=20 M=0 Y=100 K=0
RGB
PROCESS
221
219
28
C=50 M=0 Y=100 K=0
RGB
PROCESS
161
188
49
C=75 M=0 Y=100 K=0
RGB
PROCESS
112
166
59
C=85 M=10 Y=100 K=10
RGB
PROCESS
79
142
58
C=90 M=30 Y=95 K=30
RGB
PROCESS
50
101
53
C=75 M=0 Y=75 K=0
RGB
PROCESS
110
169
110
C=80 M=10 Y=45 K=0
RGB
PROCESS
95
160
152
C=70 M=15 Y=0 K=0
RGB
PROCESS
118
169
218
C=85 M=50 Y=0 K=0
RGB
PROCESS
74
114
176
C=100 M=95 Y=5 K=0
RGB
PROCESS
0
45
129
C=100 M=100 Y=25 K=25
RGB
PROCESS
0
26
90
C=75 M=100 Y=0 K=0
RGB
PROCESS
87
22
125
C=50 M=100 Y=0 K=0
RGB
PROCESS
123
9
126
C=35 M=100 Y=35 K=10
RGB
PROCESS
132
15
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
177
0
82
C=0 M=95 Y=20 K=0
RGB
PROCESS
190
49
118
C=25 M=25 Y=40 K=0
RGB
PROCESS
196
185
158
C=40 M=45 Y=50 K=5
RGB
PROCESS
154
136
123
C=50 M=50 Y=60 K=25
RGB
PROCESS
113
104
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
78
65
C=25 M=40 Y=65 K=0
RGB
PROCESS
187
157
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
162
128
81
C=35 M=60 Y=80 K=25
RGB
PROCESS
129
98
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
110
81
40
C=40 M=70 Y=100 K=50
RGB
PROCESS
91
63
12
C=50 M=70 Y=80 K=70
RGB
PROCESS
59
44
22
PANTONE 269 C
SPOT
100.000000
LAB
25.882353
27
-31
R=97 G=5 B=99
RGB
PROCESS
97
5
99
R=144 G=36 B=79
RGB
PROCESS
144
36
79
R=110 G=76 B=33
RGB
PROCESS
110
76
33
R=198 G=134 B=5
RGB
PROCESS
198
134
5
PANTONE 1255 C
SPOT
100.000000
LAB
58.431374
10
56
PANTONE 1795 C
SPOT
100.000000
LAB
48.235294
66
43
PANTONE 350 C
SPOT
100.000000
LAB
30.980392
-20
12
Grises
0
C=0 M=0 Y=0 K=100
RGB
PROCESS
33
25
21
C=0 M=0 Y=0 K=90
RGB
PROCESS
67
65
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
91
91
95
C=0 M=0 Y=0 K=70
RGB
PROCESS
113
113
117
C=0 M=0 Y=0 K=60
RGB
PROCESS
134
133
137
C=0 M=0 Y=0 K=50
RGB
PROCESS
153
152
157
C=0 M=0 Y=0 K=40
RGB
PROCESS
173
172
178
C=0 M=0 Y=0 K=30
RGB
PROCESS
194
195
200
C=0 M=0 Y=0 K=20
RGB
PROCESS
215
216
220
C=0 M=0 Y=0 K=10
RGB
PROCESS
236
237
239
C=0 M=0 Y=0 K=5
RGB
PROCESS
247
247
248
Brillantes
0
C=0 M=100 Y=100 K=0
RGB
PROCESS
190
0
76
C=0 M=75 Y=100 K=0
RGB
PROCESS
205
80
7
C=0 M=10 Y=95 K=0
RGB
PROCESS
247
201
34
C=85 M=10 Y=100 K=0
RGB
PROCESS
109
150
55
C=100 M=90 Y=0 K=0
RGB
PROCESS
0
106
137
C=60 M=90 Y=0 K=0
RGB
PROCESS
92
58
139
R=21 G=21 B=21
RGB
PROCESS
21
21
21
Adobe PDF library 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
18 0 obj
<>
endobj
19 0 obj
<>
endobj
20 0 obj
<>
endobj
31 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 48 0 R/TrimBox[0.0 0.0 936.0 612.0]/Type/Page>>
endobj
32 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 56 0 R/TrimBox[0.0 0.0 936.0 612.0]/Type/Page>>
endobj
33 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 61 0 R/TrimBox[0.0 0.0 936.0 612.0]/Type/Page>>
endobj
34 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 70 0 R/TrimBox[0.0 0.0 936.0 612.0]/Type/Page>>
endobj
35 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 78 0 R/TrimBox[0.0 0.0 936.0 612.0]/Type/Page>>
endobj
36 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 89 0 R/TrimBox[0.0 0.0 936.0 612.0]/Type/Page>>
endobj
79 0 obj
<>stream
HWˊ$WYP9"]$@hw{Gc4#Z4Te<=?OÏ˯tdG:fhqO~_/?t_e8K;/+9rY9w7Ǧؙ}cK^j~~=蒄ZQf>[~r4ͳl9rmggk}1=]8eI{;~ln4Oq
?kϔa9\؏s|3?b]Xv|p
-;F6,v&8->yx8q""j2)XYzzÙdҙa
ÆGop@=I#gnrY@#oDs
'7ؠ]2n.Itec&e*f 4Dc IiYDڳ`$SAX5
%#;ْv7e@2T3 ll!\
'|pQr=Fewpqz)=c6aB?Gsz6!"