%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Perineo A4 - web
2018-06-04T14:06:14-03:00
2018-06-04T14:06:14-03:00
2018-06-04T14:06:14-02:00
Adobe Illustrator CC 22.1 (Windows)
256
248
JPEG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uuid:461a336f-22f1-46a9-96bb-fa523562aae1
xmp.did:8f054b6f-80e6-6c42-bc6c-d954fae01ff1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:cffd76bf-f6c6-40ba-83bd-99f7a4f577ef
xmp.did:11cbd828-40b9-824e-8c7f-716c3af9bb32
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:11cbd828-40b9-824e-8c7f-716c3af9bb32
2018-05-24T18:50:42-03:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:8f054b6f-80e6-6c42-bc6c-d954fae01ff1
2018-06-04T14:06:06-03:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
\\Servidor\designer\Cartaz_Perineo\Desenho\Desenho_Perineo_osso.png
adobe:docid:photoshop:e77af2c0-d007-4f47-b196-c9314a9db3b2
xmp.iid:93cf1e52-907e-8d49-88d5-fc6d94548344
\\Servidor\designer\Cartaz_Perineo\Desenho\Desenho_Perineo_osso.png
adobe:docid:photoshop:e77af2c0-d007-4f47-b196-c9314a9db3b2
xmp.iid:93cf1e52-907e-8d49-88d5-fc6d94548344
Print
True
True
1
210.000000
297.000000
Millimeters
Arial-BoldMT
Arial
Bold
Open Type
Version 6.98
False
arialbd.ttf
Cyan
Magenta
Yellow
Black
New Colour Swatch
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
New Colour Swatch
SPOT
100.000000
CMYK
43.900001
0.000000
40.400001
0.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
HWK,Й
мз)ђ#%mР№rр
а№|`Юя`VwfaЃ]С( ѕ§QЖйlkыЋяuФі<ёПџіјыіЏЧOјKй>~leліу?A№яmЖ=WйKsѓ:їоык>О=јщлЃеизђэ9кОjлЦ№НzлюЛЕ§ібіns{Дє5ЗусЃяXИ=kї=m}o6'ф
ўљјћучб(ь(Лу~ЁmіfлњкзfЭwЏPѓi,онзіОЯXлшчдНVіРФжЫяД7_0 є<№џсљutймгЁЇЖVЗКкnP3эЕйц0ИwоінiиГрBЗТТйuрoВччЧїOѕ5 эacѓБp\ї#}Ь}ќ