%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LAMBANG PEKIDA VECTOR
2019-11-13T11:41:48+08:00
2019-11-13T11:41:48+08:00
2019-11-13T11:41:48+08:00
Adobe Illustrator CS6 (Windows)
256
128
JPEG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==
uuid:b447bf2b-a6b5-42f2-b6d0-8dc314dd521d
xmp.did:FC251DE5C605EA119368CEB694AE25B7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ba5dc92b-6d0a-484a-ab90-b9370a4a0965
xmp.did:0980117407206811822A897E387FE54C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FC251DE5C605EA119368CEB694AE25B7
2019-11-13T11:41:46+08:00
Adobe Illustrator CS6 (Windows)
/
Document
Print
False
True
1
12.388889
12.444444
Inches
28-Days-Later-Regular
28 Days Later
Regular
TrueType
False
28 Days Later.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
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=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
Grays
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
Brights
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
7 0 obj
<>/Resources<>/ExtGState<>/Properties<>/XObject<>>>/TrimBox[0.0 0.0 820.0 820.0]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 892.0 896.0]/Type/Page>>
endobj
16 0 obj
<>stream
H\K%K
Ew9/OBh` %DB7Juuῷ_ߞwv}_|{OH̎ߧK4͗3)^of6_ҿOxASddL]u|YXK`)itU;dEPJ%wS|tI"1ʢ:Xͥ13LP~DYFW~%+Mli$ڔcLhOZC!Ĝ% s
5Syn$a~ǔѿ r wsy~r48t
3YDazѕƧQߖCAq؆p
_njUFtλktL[ЭqR7hN$̀d YPi´]PBY = BΙ~ a:sTL\jw-)$r 2VSk`O R[VӮ$%B$ ]$|IB-] PN̉I,7E#"S%cUrEX0ں$5;>W趩O
=<#;ү1{hFN+Mnt77Z|pi-deìQȩ Y$)XRNN TU'