%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
FORA TEMERS-estrela-11x30
2016-09-12T19:59:37-03:00
2016-09-12T19:59:37-03:00
2016-09-12T19:58:51-03:00
Adobe Illustrator CC (Macintosh)
256
104
JPEG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uuid:2de049d2-4ccf-7946-a3da-bc3375b8577e
xmp.did:98b070e7-ecad-4d7f-9f72-74c871a32449
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:ca4b5128-7077-4749-b715-3f38c4a028ae
xmp.did:b787a480-51e9-47d0-aff6-0269562117b0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:29f46ab7-be03-4b12-8392-46da9132b81d
2016-09-09T12:05:51-03:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:98b070e7-ecad-4d7f-9f72-74c871a32449
2016-09-12T19:58:43-03:00
Adobe Illustrator CC (Macintosh)
/
Print
False
False
1
29.999869
10.999964
Centimeters
Magenta
Yellow
Black
Grupo de amostras padrão
0
Branco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Preto
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Vermelho CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarelo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Ciano CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
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
Cinzas
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
Luzes
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 10.01
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]>>/TrimBox[33.0 33.0 883.39 344.81]/Type/Page>>
endobj
7 0 obj
<>stream
HWKoϯcrdQ r5ֲ"ge%,Ȟ.XWO>O:u?ZU)$B.ӷ;?y;yw ZK}eu>(>},NJ$sXI<q!m,⒯#gA'LJMes2וzc)Jh`2=T2.4Ktie
@5qBr#lsLzpMɂ+DS5Eďr5!jX(?Gr+ͅ;ADyzfWj)ԩ&`_тLW\XH9.7>ĪM˻ii6|JqE\K@ENqDV0! Itpk0E"rw19?4p#,K
$D劻Z/{J6H]Et)ʊXm^k.: Ү )) TX 4w.@
C2q"%9* R,H@?a+df.w6q^p2@PNZ(2|B5%0Aa7vc6|D@dnc2 y0 q06]tI