%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
abia-info-2021-V03-relatorio-100321
2021-03-10T10:46:47-03:00
2021-03-10T10:46:47-03:00
2021-03-10T10:46:47-02:00
Adobe Illustrator 25.2 (Windows)
256
160
JPEG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uuid:e24f02ab-fe28-48a4-aa30-5044c7c22b5d
xmp.did:79e301f8-a96a-b546-890c-51f4c15071c4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0f024aae-3eac-4f1d-af30-92a9c8491557
xmp.did:13962280-80ad-48ef-919f-ae3bd433fe54
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:c5eeffa9-6063-e347-be07-e3ca422d7627
2021-02-09T19:51:43-03:00
Adobe Illustrator CC 22.0 (Windows)
/
saved
xmp.iid:79e301f8-a96a-b546-890c-51f4c15071c4
2021-03-10T10:46:41-03:00
Adobe Illustrator 25.2 (Windows)
/
Print
Adobe Illustrator
False
True
1
420.000000
260.000000
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Flama-Basic
Flama
Basic
Open Type
2.001
False
FlamaBasic.otf
Flama-Bold
Flama
Bold
Open Type
2.001
False
flamabold.otf
DINPro-Light
DINPro
Light
Open Type
Version 7.460;PS 7.046;hotconv 1.0.38
False
dinpro-light.otf
DINPro-BlackItalic
DINPro BlackItalic
BlackItalic
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
AccordAlt-Light
Accord Alt
Light
Open Type
Version 1.000;hotconv 1.0.109;makeotfexe 2.5.65596
False
AccordAlt-Light.otf
Cyan
Magenta
Yellow
Black
Grupo de amostras padrão
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
29
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
azul 4
PROCESS
100.000000
RGB
47
160
218
verde
PROCESS
100.000000
RGB
122
185
70
azul claro
PROCESS
100.000000
RGB
208
234
246
R=239 G=186 B=39
PROCESS
100.000000
RGB
239
186
38
R=212 G=139 B=49
PROCESS
100.000000
RGB
212
138
49
R=222 G=160 B=46
PROCESS
100.000000
RGB
221
160
45
R=185 G=39 B=46
PROCESS
100.000000
RGB
184
38
45
R=239 G=110 B=93
PROCESS
100.000000
RGB
239
110
93
R=217 G=37 B=44
PROCESS
100.000000
RGB
216
36
43
R=215 G=144 B=50
PROCESS
100.000000
RGB
214
144
49
R=95 G=191 B=205
PROCESS
100.000000
RGB
94
191
205
R=35 G=31 B=32
PROCESS
100.000000
RGB
35
31
31
R=17 G=73 B=163
PROCESS
100.000000
RGB
17
73
163
R=188 G=190 B=230
PROCESS
100.000000
RGB
188
189
230
R=209 G=211 B=255
PROCESS
100.000000
RGB
209
211
255
R=65 G=64 B=84
PROCESS
100.000000
RGB
65
63
84
R=26 G=62 B=160
PROCESS
100.000000
RGB
26
61
160
R=7 G=104 B=219
PROCESS
100.000000
RGB
7
103
219
R=58 G=138 B=155
PROCESS
100.000000
RGB
58
137
154
R=109 G=110 B=145
PROCESS
100.000000
RGB
109
110
144
R=224 G=224 B=251
PROCESS
100.000000
RGB
223
223
251
R=147 G=149 B=170
PROCESS
100.000000
RGB
147
149
170
R=167 G=169 B=202
PROCESS
100.000000
RGB
167
168
202
R=33 G=55 B=145
PROCESS
100.000000
RGB
33
54
144
R=0 G=167 B=255
PROCESS
100.000000
RGB
0
167
255
R=254 G=212 B=85
PROCESS
100.000000
RGB
253
212
84
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 140 0 R/TrimBox[0.0 0.0 1190.55 737.008]/Type/Page>>
endobj
14 0 obj
<>stream
HWˮ$9W᷷4+>5HRKsYuo0t+upĉ?}?s{qf3Zm?/[35>/q_ϻB%R[?mG쩇Q~a}-Te;J(pksm+5ȶL܍G3!6niPCYv-wk9x:A6r
!Bҷ۟L:O'4HJ*%=(IP n\
AC}BW
%A,BаC+5
P0FCZW<up Z>6JDyT}'5j{"lNjB25D%CXC$Ha~F$&-A.W`ΒV`]cД"
jeoA!EJ$~cO*_'gqN
fT83nF ;@E*vq+ Zp+2[M g)&qF=EQm}FuHiQdoN-"|y/k }(<$Cb,S.GhK.Cyx2]hAyZNM1AOxDځٚp4t jf8i?qGsbNU!+D9mu`<)$}lЁ#=0Gm Rvc\@3{sXɡ_A%Q4сw{'t-rLȡ)cMɥY;+UUh<2 5 $2fb6Z[Z
r>d1cI=rFB4qI:0|(.GzWK$x!Q:
͂u\3?L60WSvD~XƜL;\22teηM@
,E39ʥ/$ aXEHp`2хXy#1Ev252^ ƚpyYX9\·'|*:
'\F)z(*f
1bI)p+:DJ~UIg܁eS+MĭlIx2AR012{+)R+J;F
'^QKuSii12e6'Iف[*aeuWuϜ
8Ӄ˲btA(FC8(`-22ann.)T ~TX>vKI_8W:hxUBM +6:q~EWg,T'y>:R' nWN{8)fB9Un81c^)[SXԢA`}ΨO'~jIv (ؚ