%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 147 0 R 279 0 R 411 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Comunicado_1_Curso Social Media Exploitation and Analysis Course
2020-08-17T18:25:26-03:00
2020-08-17T18:25:26-03:00
2020-08-17T17:38:11-03:00
Adobe Illustrator CS6 (Windows)
216
256
JPEG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uuid:22ec0db7-ec5f-4d0e-9998-c575f342c700
xmp.did:3F42FF3FC5E0EA118DFAD5AB3EBEA427
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:3E42FF3FC5E0EA118DFAD5AB3EBEA427
xmp.did:3E42FF3FC5E0EA118DFAD5AB3EBEA427
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F74AC1468003E711A360D0BCEA81C087
2017-03-07T18:51:53-03:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:3F42FF3FC5E0EA118DFAD5AB3EBEA427
2020-08-17T17:38:11-03:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\Paulo\Downloads\TELETRABALHO\Comunicados\Comunicado 44 - EAD do MJSP\Imagem do curso.jpeg
Print
False
True
1
720.000000
907.000000
Pixels
Calibri
Calibri
Regular
Open Type
Version 6.23
False
calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 6.23
False
calibrib.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 423 0 R/TrimBox[0.0 0.0 720.0 907.0]/Type/Page>>
endobj
138 0 obj
[139 0 R 140 0 R]
endobj
413 0 obj
<>stream
HWm۸_RkIJ0+8w>EJm-p3|)y79453QkJV5=(
dUVUafb~#'GJ^fF@UBHB3S-q?yAvOGJVJ"9n6{|/3VW
"KqZSRۥeƓfߓӖKN<>-zsAJe%U"!/}X
seqIoI5eL&/)IohWS27YxEeYEFB1LUXQV/®%LJ2 W/YF4U !K&jrڠBq,lԪ+j)(P5'ڠqGUWQN%]b f,Ϲ#(USU傓z@hV%
s
YoO
)=yOZkdV&m*I:dz!L#A(ϓc#hIN
9`/Wx1ܯ}ir0 snx[On9a{{tueUb5`+x\l 3aó}3&}wyOJ($yBc='Dlr9Bd~>t9:ɷ+2?܀h{0b
ύ=\c٣}tκY, xؖb5]V0B)
C LB^D+o RiW,YH.B5#UaEԟB
QF[E^(ʲAcR~8ܷ'WpɝgN}>NwFX!vpzn!ݹ_!Nq'<\fh~UI?@U=jxe5$C(>/^,l\=r?=c_ZԪwLM)I l;4BІѼ:
497s#9C+׀mJ%
Z4HA\\oj,W@r9uUYMjx
6@ߊH'~i~2>1_Bq7#Ww'EhiqF{P}ߞ]MxC̪^i(#ߘo0
E-_o`r{Q f#D%qN:gɆƞR {00#].mTğHGv=qōh:Ւޫ""=$vzƃ_kY"qlnh-ADLf
g/f^&