%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 117 0 R 118 0 R 119 0 R 120 0 R 121 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
infografía_puntal_2
2020-05-23T19:51:55-05:00
2020-05-23T19:51:55-05:00
2020-05-23T19:51:48-05:00
Adobe Illustrator 24.1 (Macintosh)
136
256
JPEG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uuid:8cedd557-5ad1-5c48-9474-2a159a5318cc
xmp.did:1ec79d1f-1e9e-40a9-8258-9961a5ef7dd2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c245e8db-6a32-2141-899d-b2a647e5db3f
xmp.did:8e9241df-8988-4988-bdfb-e2d070db1b46
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:c1c61a3f-8dc3-47d9-92c9-681021b1822e
2020-01-10T13:22:33-06:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:1ec79d1f-1e9e-40a9-8258-9961a5ef7dd2
2020-05-23T19:51:48-05:00
Adobe Illustrator 24.1 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
612.000000
1196.366134
Pixels
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
RGB
PROCESS
255
255
255
Negro
RGB
PROCESS
0
0
0
Rojo CMYK
RGB
PROCESS
255
0
0
Amarillo CMYK
RGB
PROCESS
255
255
0
Verde CMYK
RGB
PROCESS
0
136
55
Cian CMYK
RGB
PROCESS
1
160
198
Azul CMYK
RGB
PROCESS
19
0
124
Magenta CMYK
RGB
PROCESS
240
4
127
C=15 M=100 Y=90 K=10
RGB
PROCESS
194
0
11
C=0 M=90 Y=85 K=0
RGB
PROCESS
253
26
22
C=0 M=80 Y=95 K=0
RGB
PROCESS
254
51
10
C=0 M=50 Y=100 K=0
RGB
PROCESS
255
128
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
254
166
33
C=5 M=0 Y=90 K=0
RGB
PROCESS
242
249
28
C=20 M=0 Y=100 K=0
RGB
PROCESS
204
231
11
C=50 M=0 Y=100 K=0
RGB
PROCESS
128
196
28
C=75 M=0 Y=100 K=0
RGB
PROCESS
64
166
41
C=85 M=10 Y=100 K=10
RGB
PROCESS
35
125
38
C=90 M=30 Y=95 K=30
RGB
PROCESS
18
73
29
C=75 M=0 Y=75 K=0
RGB
PROCESS
65
170
84
C=80 M=10 Y=45 K=0
RGB
PROCESS
52
153
128
C=70 M=15 Y=0 K=0
RGB
PROCESS
79
160
202
C=85 M=50 Y=0 K=0
RGB
PROCESS
46
88
166
C=100 M=95 Y=5 K=0
RGB
PROCESS
17
11
121
C=100 M=100 Y=25 K=25
RGB
PROCESS
11
1
70
C=75 M=100 Y=0 K=0
RGB
PROCESS
74
1
125
C=50 M=100 Y=0 K=0
RGB
PROCESS
130
2
126
C=35 M=100 Y=35 K=10
RGB
PROCESS
147
1
74
C=10 M=100 Y=50 K=0
RGB
PROCESS
224
1
63
C=0 M=95 Y=20 K=0
RGB
PROCESS
244
19
107
C=25 M=25 Y=40 K=0
RGB
PROCESS
190
172
131
C=40 M=45 Y=50 K=5
RGB
PROCESS
145
111
93
C=50 M=50 Y=60 K=25
RGB
PROCESS
96
75
59
C=55 M=60 Y=65 K=40
RGB
PROCESS
69
47
39
C=25 M=40 Y=65 K=0
RGB
PROCESS
190
137
74
C=30 M=50 Y=75 K=10
RGB
PROCESS
160
100
47
C=35 M=60 Y=80 K=25
RGB
PROCESS
124
65
30
C=40 M=65 Y=90 K=35
RGB
PROCESS
99
48
15
C=40 M=70 Y=100 K=50
RGB
PROCESS
77
31
3
C=50 M=70 Y=80 K=70
RGB
PROCESS
38
18
11
R=39 G=49 B=51
PROCESS
100.000000
RGB
38
49
51
Black
PROCESS
100.000000
RGB
0
20
32
Grises
0
C=0 M=0 Y=0 K=100
RGB
PROCESS
0
0
0
C=0 M=0 Y=0 K=90
RGB
PROCESS
26
26
26
C=0 M=0 Y=0 K=80
RGB
PROCESS
51
51
51
C=0 M=0 Y=0 K=70
RGB
PROCESS
77
77
77
C=0 M=0 Y=0 K=60
RGB
PROCESS
102
102
102
C=0 M=0 Y=0 K=50
RGB
PROCESS
128
128
128
C=0 M=0 Y=0 K=40
RGB
PROCESS
153
153
153
C=0 M=0 Y=0 K=30
RGB
PROCESS
179
179
179
C=0 M=0 Y=0 K=20
RGB
PROCESS
204
204
204
C=0 M=0 Y=0 K=10
RGB
PROCESS
229
229
229
C=0 M=0 Y=0 K=5
RGB
PROCESS
242
242
242
Brillantes
0
C=0 M=100 Y=100 K=0
RGB
PROCESS
255
0
0
C=0 M=75 Y=100 K=0
RGB
PROCESS
255
64
0
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
230
16
C=85 M=10 Y=100 K=0
RGB
PROCESS
39
138
42
C=100 M=90 Y=0 K=0
RGB
PROCESS
17
17
131
C=60 M=90 Y=0 K=0
RGB
PROCESS
107
22
135
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
20 0 obj
<>/Resources<>/Properties<>/XObject<>>>/Thumb 148 0 R/TrimBox[0.0 0.0 612.0 1196.37]/Type/Page>>
endobj
123 0 obj
<>stream
HtWK%)V
ð``icC2`@wFFf3ЃyE_?ק?^yϷ%3>od_y_~}&˯>[~]9|}/oy'-q8}ro|oZ{uϲ=~gP65&0_$D[:ݒ+=˹\^,?l8E}YOJUxzOAo/9CvMO^ӒMXs|(k:~l'/Dc
Oʓ[YCg$qjx!sV=k^(uS;2J4ƕCC}!gĒ8BpaZKK+-{fߓK{qF`Bgt90
0eS~W