%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Bidder Registration Form_NOV 2016
Adobe Illustrator CS6 (Macintosh)
2016-09-13T13:18:11+08:00
2016-09-13T13:18:11+08:00
2016-09-13T13:18:11+08:00
188
256
JPEG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xmp.did:0480117407206811822A966E7E7C8377
uuid:285ffc21-5f1c-c540-b41a-b9a847aee055
uuid:D4B8C7CC4D75E011B0ADF6973A3E289D
proof:pdf
uuid:8ac7b176-ac50-f443-b126-cf54c7153b21
xmp.did:F77F117407206811822AB3EA1A0F8D4E
uuid:D4B8C7CC4D75E011B0ADF6973A3E289D
proof:pdf
saved
xmp.iid:0280117407206811B8E0EE55B2514A95
2011-05-03T20:24:48+08:00
Adobe Illustrator CS4
/
saved
xmp.iid:0480117407206811822A966E7E7C8377
2016-09-13T13:18:10+08:00
Adobe Illustrator CS6 (Macintosh)
/
Print
1
False
False
20.999993
26.969861
Centimeters
GillSansMTPro-Light
Gill Sans MT Pro
Light
Open Type
Version 1.038;PS 001.001;Core 1.0.38;makeotf.lib1.6.5960
False
GillSansMTPro-Light.otf
GillSansMTPro-Book
Gill Sans MT Pro
Book
Open Type
Version 1.000 CFF OTF. Monotype Imaging Tue Mar 8 2005
False
GillSansMTPro-Book.otf
GillSansMTPro-Medium
Gill Sans MT Pro
Medium
Open Type
Version 1.051;PS 001.001;Core 1.0.38;makeotf.lib1.6.5960
False
GillSansMTPro-Medium.otf
GillSansMTStd-Book
GillSansMTStd Book
Book
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
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
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 595.275 764.5]/Type/Page>>
endobj
11 0 obj
<>stream
HWˎKWҳr"[0ݞk[ؗ9rt}{TEE;O_կ^OW'7??v/|r.N)YRL*1:$Oxݝw/=?=wP{Sm
u9˄gޛ;oׇ.~x~~x]~yJٷݚO?ԛ]1.@Y
'ls
!-s)uL(%{2|DC͡rԺy^4>~:qcs
s6p@yN{