%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
calendario academico 2023
2022-12-12T10:55:19-03:00
2022-12-12T10:55:19-03:00
2022-12-12T10:55:19-02:00
Adobe Illustrator 25.0 (Windows)
256
204
JPEG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=
uuid:9ee30f1a-07e0-4875-9989-31489c32feae
xmp.did:620ee22b-9e86-d94c-a6db-7122f60f459f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:3e01ea5f-2b54-324c-b662-9ae9c11c8b9f
xmp.did:3e01ea5f-2b54-324c-b662-9ae9c11c8b9f
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:8d70a8b7-95f2-7c44-9c64-dcefb18428e2
2022-12-07T12:23:33-03:00
Adobe Illustrator 24.3 (Windows)
/
saved
xmp.iid:620ee22b-9e86-d94c-a6db-7122f60f459f
2022-12-12T10:55:08-03:00
Adobe Illustrator 25.0 (Windows)
/
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
Modernica-Heavy
Modernica
Heavy
Open Type
Version 2.000;PS 002.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
Modernica-Heavy.otf
Modernica-Black
Modernica
Black
Open Type
Version 2.000;PS 002.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
Modernica-Black.otf
Modernica-Medium
Modernica
Medium
Open Type
Version 2.000;PS 002.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
Modernica-Medium.otf
Modernica-Bold
Modernica
Bold
Open Type
Version 2.000;PS 002.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
Modernica-Bold.otf
Modernica-Regular
Modernica
Regular
Open Type
Version 2.000;PS 002.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
Modernica-Regular.otf
Cyan
Magenta
Yellow
Grupo de muestras por defecto
0
Blanco
RGB
PROCESS
255
255
255
Negro
RGB
PROCESS
29
29
27
Rojo CMYK
RGB
PROCESS
227
6
19
Amarillo CMYK
RGB
PROCESS
255
237
0
Verde CMYK
RGB
PROCESS
0
150
64
Cian CMYK
RGB
PROCESS
0
159
227
Azul CMYK
RGB
PROCESS
49
39
131
Magenta CMYK
RGB
PROCESS
230
0
126
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
230
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
233
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
243
146
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
249
178
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
234
16
C=20 M=0 Y=100 K=0
RGB
PROCESS
222
220
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
149
193
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
58
170
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
47
172
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
161
154
C=70 M=15 Y=0 K=0
RGB
PROCESS
54
169
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
113
184
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
131
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
131
C=50 M=100 Y=0 K=0
RGB
PROCESS
149
27
129
C=35 M=100 Y=35 K=10
RGB
PROCESS
163
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
214
11
82
C=0 M=95 Y=20 K=0
RGB
PROCESS
231
29
115
C=25 M=25 Y=40 K=0
RGB
PROCESS
203
187
160
C=40 M=45 Y=50 K=5
RGB
PROCESS
164
138
123
C=50 M=50 Y=60 K=25
RGB
PROCESS
123
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
202
158
103
C=30 M=50 Y=75 K=10
RGB
PROCESS
177
127
74
C=35 M=60 Y=80 K=25
RGB
PROCESS
147
96
55
C=40 M=65 Y=90 K=35
RGB
PROCESS
125
78
36
C=40 M=70 Y=100 K=50
RGB
PROCESS
104
60
17
C=50 M=70 Y=80 K=70
RGB
PROCESS
67
41
24
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
112
111
111
C=0 M=0 Y=0 K=60
RGB
PROCESS
135
135
135
C=0 M=0 Y=0 K=50
RGB
PROCESS
157
157
156
C=0 M=0 Y=0 K=40
RGB
PROCESS
178
178
178
C=0 M=0 Y=0 K=30
RGB
PROCESS
198
198
198
C=0 M=0 Y=0 K=20
RGB
PROCESS
218
218
218
C=0 M=0 Y=0 K=10
RGB
PROCESS
237
237
237
C=0 M=0 Y=0 K=5
RGB
PROCESS
246
246
246
Brillantes
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
227
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
234
91
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
152
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
39
52
139
C=60 M=90 Y=0 K=0
RGB
PROCESS
130
54
140
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/Thumb 39 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/Thumb 58 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
40 0 obj
<>stream
HWˎ$W@H&!_|l++"+d>"HǨgx.:oHo>~}<ҙ<q7gnQϚa_ӻn