%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R 15 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Telephone Absentee Bid Form_Nov 2016
Adobe Illustrator CS6 (Macintosh)
2016-09-13T13:17:30+08:00
2016-09-13T13:17:30+08:00
2016-09-13T13:17:30+08:00
200
256
JPEG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xmp.did:0380117407206811822A966E7E7C8377
uuid:57f99dc0-416c-4143-bb8e-0550d87e80eb
proof:pdf
uuid:CB53986F6E93DF11826FB1415D598DD1
uuid:e8eacfdf-5b42-e440-a6f4-a038978ea75a
xmp.did:018011740720681183D1B0FAFC174574
uuid:CB53986F6E93DF11826FB1415D598DD1
proof:pdf
saved
xmp.iid:0180117407206811B8E0EE55B2514A95
2011-05-03T20:13:47+08:00
Adobe Illustrator CS4
/
saved
xmp.iid:0380117407206811822A966E7E7C8377
2016-09-13T13:17:28+08:00
Adobe Illustrator CS6 (Macintosh)
/
Print
1
False
False
20.999993
26.999248
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
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
17 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 595.275 765.333]/Type/Page>>
endobj
18 0 obj
<>stream
HWvF}WKΐ3͝cݙv^&[<'Jc.H[?@)Œ*,pV][5YL|E4",6(lpEAċDԋX-o;7rZkNwS]Ē