%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Regulamento-Curta-em-Classe
2018-01-21T13:58:43-02:00
2018-01-21T13:58:43-02:00
2018-01-21T13:58:43-02:00
Adobe Illustrator CC 2017 (Windows)
256
172
JPEG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uuid:1496df3b-85b3-4c30-98f2-fcd01a2acab6
xmp.did:5fb7c71a-e362-184a-86ea-548b046d4b9f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6bda991e-f82a-754f-a2f8-2bc29fee706e
xmp.did:6bda991e-f82a-754f-a2f8-2bc29fee706e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6bda991e-f82a-754f-a2f8-2bc29fee706e
2018-01-21T13:57:26-02:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:5fb7c71a-e362-184a-86ea-548b046d4b9f
2018-01-21T13:58:32-02:00
Adobe Illustrator CC 2017 (Windows)
/
Print
False
True
1
210.001556
297.000083
Millimeters
BebasNeueBold
Bebas Neue
Bold
Open Type
Version 1.300
False
BebasNeue Bold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
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
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
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
10 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
18 0 obj
<>stream
HWnF}ẈX4"֖@Ab'>E:"Wъv^Hڔ-Q{9s̙?B("b
4|vGB/B(\x
JG|o~ъVyN A2! `ft(;x"ǿa!YysDٞ%n{$4?ŋpELߌriG|C(5OS' GN ͊P;Y؊gv9&Jr23)r?
0u8?^ wt7w$ GA+Df\yt71/5-|$(5[Kxk|]JVV{>) @^(OQ8
HEQ ?<