%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
(4)_31.05_Blue_Jasmine
2019-04-18T18:27-03:00
2019-04-18T18:27-03:00
2019-04-18T18:27-02:00
Adobe Illustrator CS6 (Windows)
200
256
JPEG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uuid:199cc10a-3208-4b30-9999-62a496a82742
xmp.did:C40370B12062E911AF76949FCC060063
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:15ed5c4b-05b4-435f-b5f7-5875e457b761
xmp.did:A3845C95D224E9118A49E592D0D9EECA
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:74EF833D1913E7118CE9FE47FF1D3F0E
2017-03-27T15:14:38-03:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:C40370B12062E911AF76949FCC060063
2019-04-18T18:26:56-03:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\SERVIDODADOS\Documentos\PC04\Documentos\Biênio 2019-2010\CARTAZES_FLYERS_BANNERS\Psic&Cinema\Blue Jasmine poster filme.jpg
EmbedByReference
\\SERVIDODADOS\Documentos\PC04\Documentos\Biênio 2019-2010\CARTAZES_FLYERS_BANNERS\60_anos\logo_60_FINALTotal_transp.png
EmbedByReference
\\SERVIDODADOS\Documentos\PC04\Documentos\Logos\logo psi &cine.bmp
Print
False
True
1
22.930556
32.007314
Centimeters
GillSansMT
Gill Sans MT
Regular
Open Type
Version 1.65
False
GIL_____.TTF
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
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
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=5 M=0 Y=48 K=0
CMYK
PROCESS
5.000001
0.000000
48.000000
0.000000
C=5 M=0 Y=39 K=0
CMYK
PROCESS
5.000001
0.000000
39.000000
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=90 M=30 Y=95 K=62
CMYK
PROCESS
90.000000
30.000002
95.000000
62.000000
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
10.000002
45.000000
0.000000
C=80 M=10 Y=45 K=41
CMYK
PROCESS
80.000000
10.000002
45.000000
40.999996
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=44 M=15 Y=0 K=56
CMYK
PROCESS
44.000000
14.999998
0.000000
56.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=68 M=50 Y=0 K=0
CMYK
PROCESS
68.000000
50.000000
0.000000
0.000000
C=68 M=50 Y=42 K=0
CMYK
PROCESS
68.000000
50.000000
41.999996
0.000000
C=68 M=50 Y=42 K=46
CMYK
PROCESS
68.000000
50.000000
41.999996
45.999996
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=100 M=100 Y=25 K=38
CMYK
PROCESS
100.000000
100.000000
25.000000
38.000000
C=100 M=100 Y=25 K=51
CMYK
PROCESS
100.000000
100.000000
25.000000
51.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=48 M=71 Y=0 K=0
CMYK
PROCESS
48.000000
71.000000
0.000000
0.000000
C=48 M=58 Y=32 K=0
CMYK
PROCESS
48.000000
58.000000
32.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=14 K=0
CMYK
PROCESS
50.000000
100.000000
13.999998
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=35 M=100 Y=23 K=10
CMYK
PROCESS
35.000004
100.000000
23.000002
10.000002
C=35 M=100 Y=35 K=30
CMYK
PROCESS
35.000004
100.000000
35.000004
30.000002
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=25 M=16 Y=40 K=0
CMYK
PROCESS
25.000000
15.999996
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
C=50 M=70 Y=80 K=70 1
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grays
1
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
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
C=0 M=0 Y=11 K=5
CMYK
PROCESS
0.000000
0.000000
11.000002
4.998803
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=19 M=100 Y=100 K=0
CMYK
PROCESS
19.000000
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=20 M=60 Y=100 K=0
CMYK
PROCESS
19.999998
60.000004
100.000000
0.000000
C=35 M=31 Y=76 K=0
CMYK
PROCESS
35.000004
31.000000
76.000000
0.000000
C=20 M=21 Y=33 K=0
CMYK
PROCESS
19.999998
20.999998
33.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=0 M=10 Y=95 K=11
CMYK
PROCESS
0.000000
10.000002
95.000000
11.000002
C=0 M=10 Y=95 K=11 1
CMYK
PROCESS
0.000000
10.000002
95.000000
11.000002
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=100 M=17 Y=0 K=4
CMYK
PROCESS
100.000000
17.000002
0.000000
4.000002
C=51 M=17 Y=0 K=4
CMYK
PROCESS
51.000000
17.000002
0.000000
4.000002
C=36 M=17 Y=0 K=4
CMYK
PROCESS
36.000000
17.000002
0.000000
4.000002
C=36 M=17 Y=0 K=48
CMYK
PROCESS
36.000000
17.000002
0.000000
48.000000
C=17 M=17 Y=0 K=4
CMYK
PROCESS
17.000002
17.000002
0.000000
4.000002
C=10 M=6 Y=0 K=3
CMYK
PROCESS
10.000002
6.000000
0.000000
2.999997
C=24 M=10 Y=0 K=4
CMYK
PROCESS
24.000000
10.000002
0.000000
4.000002
C=16 M=10 Y=0 K=4
CMYK
PROCESS
15.999996
10.000002
0.000000
4.000002
C=24 M=5 Y=0 K=3
CMYK
PROCESS
24.000000
5.000001
0.000000
2.999997
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
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 650.0 907.294]/Type/Page>>
endobj
10 0 obj
<>stream
H|URF}WCz<3+od7ʦ*NKxEtK^6T>>=#kyXݧ`~}Fa