%PDF-1.6
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
COMUNICADO - RETORNO PRESENCIAL_2º Semestre_visual
2021-07-29T07:00:32-03:00
2021-07-29T07:00:32-03:00
2021-07-29T07:00:32-02:00
Adobe Illustrator 24.2 (Windows)
256
256
JPEG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uuid:3bd58cf9-731e-4bb0-8750-ff7e55de9755
xmp.did:4cad3536-864d-f94c-9c02-9a9c8a168649
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:618d79d1-1655-40ba-8619-a2230a045d59
xmp.did:996a39c7-4a60-f244-8567-ff95e2c14346
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:cd40b1fb-6991-2940-bfee-07689e504cb3
2020-06-23T15:01:01-03:00
Adobe Illustrator 24.1 (Windows)
/
saved
xmp.iid:4cad3536-864d-f94c-9c02-9a9c8a168649
2021-07-29T07:00:26-03:00
Adobe Illustrator 24.2 (Windows)
/
Print
Adobe Illustrator
False
True
1
595.275600
841.889800
Pixels
Montserrat-Regular
Montserrat
Regular
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Regular.otf
Montserrat-ExtraBold
Montserrat
ExtraBold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-ExtraBold.otf
Montserrat-Medium
Montserrat
Medium
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Medium.otf
Montserrat-SemiBold
Montserrat
SemiBold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-SemiBold.otf
Montserrat-Black
Montserrat
Black
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Black.otf
Montserrat-Thin
Montserrat
Thin
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Thin.otf
Montserrat-Light
Montserrat
Light
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Light.otf
Cyan
Magenta
Yellow
Black
Grupo de amostras padrão
0
Branco
RGB
PROCESS
255
255
255
Preto
RGB
PROCESS
29
29
27
Vermelho CMYK
RGB
PROCESS
227
6
19
Amarelo CMYK
RGB
PROCESS
255
237
0
Verde CMYK
RGB
PROCESS
0
150
64
Ciano 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
R=0 G=0 B=9
PROCESS
100.000000
RGB
0
0
2
R=7 G=212 B=133
PROCESS
100.000000
RGB
7
212
133
R=23 G=255 B=186
PROCESS
100.000000
RGB
22
255
186
R=239 G=255 B=244
PROCESS
100.000000
RGB
239
255
244
R=93 G=216 B=0
PROCESS
100.000000
RGB
93
216
0
R=155 G=244 B=0
PROCESS
100.000000
RGB
154
244
0
R=0 G=57 B=104
PROCESS
100.000000
RGB
0
56
103
R=0 G=114 B=5
PROCESS
100.000000
RGB
0
114
5
R=28 G=142 B=0
PROCESS
100.000000
RGB
28
142
0
R=53 G=178 B=0
PROCESS
100.000000
RGB
52
177
0
R=228 G=209 B=118
PROCESS
100.000000
RGB
235
210
112
R=239 G=236 B=218
PROCESS
100.000000
RGB
240
236
218
R=163 G=207 B=168
PROCESS
100.000000
RGB
142
208
167
R=192 G=102 B=65
PROCESS
100.000000
RGB
217
102
60
R=255 G=255 B=255
PROCESS
100.000000
RGB
255
255
255
R=134 G=204 B=243
PROCESS
100.000000
RGB
87
205
244
R=206 G=109 B=25
PROCESS
100.000000
RGB
232
109
0
R=99 G=165 B=191
PROCESS
100.000000
RGB
40
166
193
R=48 G=103 B=115
PROCESS
100.000000
RGB
0
103
116
R=90 G=106 B=124
PROCESS
100.000000
RGB
81
106
125
R=139 G=202 B=217
PROCESS
100.000000
RGB
100
203
218
R=20 G=220 B=160
PROCESS
100.000000
RGB
19
219
160
R=64 G=64 B=64
PROCESS
100.000000
RGB
63
63
63
R=124 G=124 B=124
PROCESS
100.000000
RGB
124
124
124
R=20 G=180 B=160
PROCESS
100.000000
RGB
19
179
160
R=20 G=200 B=165
PROCESS
100.000000
RGB
19
200
165
R=20 G=200 B=180
PROCESS
100.000000
RGB
19
200
179
Cinzas
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
Luzes
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
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 103 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
17 0 obj
<>stream
HWˎ%I
Wv]ݰ5.
+fF
4KcG[]H[}l;~x^>u {кEoV]iy㷰ߖdo7ץŽI~/ß?/,Ծw?Poa9d.Nd.OdNdl3CFf#3td@2CHg4vf!!3tB:C(34fBqP!gBqP!fBi@34C(J3