%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
parana
2020-10-07T15:47:25-03:00
2020-10-07T15:47:25-03:00
2020-10-07T15:47:25-02:00
Adobe Illustrator 24.3 (Windows)
180
256
JPEG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uuid:529551c7-ca28-4425-8e43-a2121274da44
xmp.did:b4280b16-b1f9-9c46-a130-1d87f78cad10
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:99fad2a2-b652-8849-b58e-3d4a6e7cabe0
xmp.did:99fad2a2-b652-8849-b58e-3d4a6e7cabe0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:dabb5636-438e-1445-9e40-6d03151affa5
2020-10-06T16:53:32-03:00
Adobe Illustrator 24.3 (Windows)
/
saved
xmp.iid:b4280b16-b1f9-9c46-a130-1d87f78cad10
2020-10-07T15:47:24-03:00
Adobe Illustrator 24.3 (Windows)
/
EmbedByReference
C:\Users\raphael.manfredi\Desktop\Logo\Logo.png
0
0
C:\Users\raphael.manfredi\Desktop\Logo\Logo.png
0
0
Print
Adobe Illustrator
False
True
1
20.999999
29.700002
Centimeters
GigaSans-Regular
Giga Sans
Regular
Open Type
Version 1.000
False
Locomotype GigaSansRegular.otf
GigaSans-Bold
Giga Sans
Bold
Open Type
Version 1.000
False
Locomotype GigaSansBold.otf
GigaSans-MediumItalic
Giga Sans
Medium Italic
Open Type
Version 1.000
False
Locomotype GigaSansMediumItalic.otf
Cyan
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 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HV[oH~WaH5+<&tשc@ZiՊ6bkC
{f$V,y`89>C^g!Xkk{Bẵw &+Ρ)Ěu0N@ShMSc1G ڰ <*_pzo/?f0#J}bM-a=#w ؐw/)'0^`ob
!T'p1[ 7aC\P ]%`/kn}N81CY/9\PEC Ą`wV(y50^Ao&
А̳ig\}NvlWfHF*J_գXaM^HQc_t3}AGݺ;ڜ Bx$N(#0;ؖ w=> md(lB8YAHN'luغ:dݯnW0/YFĐjJ+۟51hk\wph$y{{K|Ww9qj:LL4F$w1mCm(Vh:Q0 y! cIP8Pȼyvf5nPmfH1?uETG~HԞ]Sʫ#Yj m-w"Ǐ¹<0{9n0&EO;3l{TɡoAmzU^famih`Qx|Oe8,4`4+vL@?ܺ!ZH{x=ΨqTMY=
=ap1-vF>-y<Ӯލ'KJ0)b`敇*;jVu,@ r!>bOᬶP?ZW8\<|