%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 85 0 R 173 0 R 254 0 R 335 0 R 423 0 R 511 0 R 599 0 R 742 0 R 885 0 R 1028 0 R 1171 0 R 1314 0 R 1457 0 R 1616 0 R 1775 0 R 1932 0 R 2089 0 R 2246 0 R 2403 0 R 2560 0 R 2717 0 R 2874 0 R 3031 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
infografia PV corregida
2022-04-08T08:44:37-04:00
2022-04-08T08:44:37-04:00
2022-03-22T16:53:49-04:00
Adobe Illustrator CC 23.0 (Macintosh)
88
256
JPEG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uuid:ab2fbae2-a7fc-d641-98c4-523a59e69173
xmp.did:6d4e81ab-c284-4ffd-8eb9-d47ce2cb3f45
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3e77292a-3cdf-cf4b-9e24-59d9f3e724ef
xmp.did:ec5f42df-1e6b-4d8b-885d-f79cca56a2cd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:85c7a29a-0695-4f67-bd76-941bc969844c
2022-03-08T01:45:57-04:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:6d4e81ab-c284-4ffd-8eb9-d47ce2cb3f45
2022-03-22T16:53:50-04:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
True
1
215.900000
626.540477
Millimeters
BreakfastNoodlesDEMO-Regular
Breakfast Noodles DEMO
Regular
Open Type
Version 1.000
False
Breakfast Noodles DEMO.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-REGULAR.OTF
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-BOLD.OTF
Avenir-Roman
Avenir
Roman
TrueType
13.0d3e1
False
Avenir.ttc
Gotham-Bold
Gotham
Bold
Open Type
001.000
False
Gotham-Bold.otf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
RGB
PROCESS
255
255
255
Negro
RGB
PROCESS
29
29
27
Rojo CMYK
RGB
PROCESS
226
6
19
Amarillo CMYK
RGB
PROCESS
255
236
0
Verde CMYK
RGB
PROCESS
0
149
64
Cian CMYK
RGB
PROCESS
0
158
226
Azul CMYK
RGB
PROCESS
49
39
130
Magenta CMYK
RGB
PROCESS
229
0
126
C=15 M=100 Y=90 K=10
RGB
PROCESS
189
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
229
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
232
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
242
145
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
248
177
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
234
13
C=20 M=0 Y=100 K=0
RGB
PROCESS
221
219
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
147
192
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
169
53
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
141
54
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
102
51
C=75 M=0 Y=75 K=0
RGB
PROCESS
45
171
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
160
153
C=70 M=15 Y=0 K=0
RGB
PROCESS
53
168
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
112
183
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
130
C=100 M=100 Y=25 K=25
RGB
PROCESS
41
35
92
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
36
130
C=50 M=100 Y=0 K=0
RGB
PROCESS
148
27
128
C=35 M=100 Y=35 K=10
RGB
PROCESS
162
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
214
11
81
C=0 M=95 Y=20 K=0
RGB
PROCESS
230
27
114
C=25 M=25 Y=40 K=0
RGB
PROCESS
202
186
159
C=40 M=45 Y=50 K=5
RGB
PROCESS
163
137
122
C=50 M=50 Y=60 K=25
RGB
PROCESS
122
106
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
99
78
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
201
157
102
C=30 M=50 Y=75 K=10
RGB
PROCESS
177
127
73
C=35 M=60 Y=80 K=25
RGB
PROCESS
146
95
54
C=40 M=65 Y=90 K=35
RGB
PROCESS
126
78
36
C=40 M=70 Y=100 K=50
RGB
PROCESS
104
59
17
C=50 M=70 Y=80 K=70
RGB
PROCESS
66
41
24
Deep Orange 400
PROCESS
100.000000
RGB
255
112
66
Light Green 700
PROCESS
100.000000
RGB
103
158
56
Amber 900
PROCESS
100.000000
RGB
255
110
0
Amber 700
PROCESS
100.000000
RGB
255
160
0
Lime 800
PROCESS
100.000000
RGB
158
156
35
Lime 700
PROCESS
100.000000
RGB
175
179
42
Cyan 800
PROCESS
100.000000
RGB
0
131
142
Grey 200
PROCESS
100.000000
RGB
237
237
237
Grey 400
PROCESS
100.000000
RGB
188
188
188
Grey 600
PROCESS
100.000000
RGB
117
117
117
Grises
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
29
29
27
C=0 M=0 Y=0 K=90
RGB
PROCESS
60
60
59
C=0 M=0 Y=0 K=80
RGB
PROCESS
87
87
86
C=0 M=0 Y=0 K=70
RGB
PROCESS
111
111
110
C=0 M=0 Y=0 K=60
RGB
PROCESS
134
134
134
C=0 M=0 Y=0 K=50
RGB
PROCESS
156
155
155
C=0 M=0 Y=0 K=40
RGB
PROCESS
177
177
177
C=0 M=0 Y=0 K=30
RGB
PROCESS
198
198
197
C=0 M=0 Y=0 K=20
RGB
PROCESS
217
217
217
C=0 M=0 Y=0 K=10
RGB
PROCESS
236
236
236
C=0 M=0 Y=0 K=5
RGB
PROCESS
245
245
245
Brillantes
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
226
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
233
90
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
221
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
151
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
40
52
138
C=60 M=90 Y=0 K=0
RGB
PROCESS
129
53
138
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 3057 0 R/TrimBox[0.0 0.0 612.0 1776.02]/Type/Page>>
endobj
3033 0 obj
<>stream
HWn\|A4GY8Xx<(`"Ɏ6l,[U3 =ib}q0aw}xإ.gL2K.o[~>aڊĤ]