%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Filipetas 2 impressao caseira
2020-01-28T10:50:24-03:00
2020-01-28T10:50:24-03:00
2020-01-28T10:50:24-02:00
Adobe Illustrator CS6 (Windows)
256
180
JPEG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uuid:9cb9226d-f83a-46df-9745-e3bd181b8160
xmp.did:A0C5AC20D541EA11B3CBC1DD43902275
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:66AAFAD2D341EA11B3CBC1DD43902275
xmp.did:66AAFAD2D341EA11B3CBC1DD43902275
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9CB0BEFA3C2BEA11B7FDECA9D023EF76
2019-12-30T17:05:54-03:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:A0C5AC20D541EA11B3CBC1DD43902275
2020-01-28T10:50:22-03:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
E:\Meus Documentos\Projetos Filipetas para Pensar\Flilipetas para pensar2.pdf
EmbedByReference
E:\Meus Documentos\Projetos Filipetas para Pensar\Flilipetas para pensar2.pdf
Print
False
False
1
29.699996
21.000165
Centimeters
OAKBAA+Garamond-Bold
OAKBAA+Garamond Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
OIFAAA+Helvetica67-CondensedMedium
OIFAAA+Helvetica67 CondensedMedium
CondensedMedium
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
LZFAAA+Garamond-Bold
LZFAAA+Garamond Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
VFPAAA+Helvetica67-CondensedMedium
VFPAAA+Helvetica67 CondensedMedium
CondensedMedium
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
12 0 obj
<>stream
HUMo@WFdGDʁpp72$4N
?Y U $lkO7)N9LN!˔bh8ya[e__qXzd(.NVyz@ɔJ30_g7k]qDdI8p(aBͤdH:!5s$)!u!<V3LIfB=Lhk!Jbmf>C7u}(q6mzUӛ
Ǧ635*FȔ$"˯* QB3Cv՚^5߯H9eR(j&N-m\,#˗U)c7&KnfhͪB8B8