%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 8 0 R 58 0 R 57 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
(PT) Calendário de Eventos - Santa Cruz copiar
2020-02-14T15:31:31Z
2020-02-14T15:31:31Z
2020-02-13T09:51:12Z
Adobe Illustrator CC 22.0 (Macintosh)
192
256
JPEG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uuid:f64de9b0-3384-9a49-bd42-61a2d63486a0
xmp.did:b7a6a49f-9950-4273-a397-0147538daa75
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6451be73-f810-c24d-85b5-2b9a09e4ef73
xmp.did:95f6c63b-0174-43b4-ba3f-be3069bacee5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e0475e51-1db9-46a9-a917-dec50d19180d
2019-07-18T10:06:17+01:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:b7a6a49f-9950-4273-a397-0147538daa75
2020-02-13T09:51:08Z
Adobe Illustrator CC 22.0 (Macintosh)
/
Print
False
False
1
21.000000
29.700000
Centimeters
HelveticaNeue
Helvetica Neue
Regular
TrueType
15.0d1e1
False
HelveticaNeue.ttc
HelveticaNeue-Medium
Helvetica Neue
Medium
TrueType
15.0d1e1
False
HelveticaNeue.ttc
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
15.0d1e1
False
HelveticaNeue.ttc
Cyan
Magenta
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
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 63 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 65 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
64 0 obj
<>stream
HWێ}W0K}jeQ ~hWdi7ڕ ǧy&;]3=U0
MrT9^{kѽz}ݭ^mV\'@u"މFt|X[vʁ01t/_T}/dm'mi{w/J(ٽmf%`