%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Annie Ng Central&TST V2
2021-10-07T17:23:10+08:00
2021-10-07T17:23:10+08:00
2021-10-07T17:23:10+08:00
Adobe Illustrator 25.4 (Macintosh)
180
256
JPEG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:2201d0da-95c1-4040-907b-16e29c11d1b1
xmp.did:1578544c-ce37-4d27-80cd-33fd8eaf25a5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c675d1bd-8d4d-af49-be12-3619102d2a6e
xmp.did:91a38870-0728-44c1-bade-e7029d0829ad
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:8f0d359d-44de-4c0e-8694-62b8a04e2dd8
2021-09-09T17:46:56+08:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:1578544c-ce37-4d27-80cd-33fd8eaf25a5
2021-10-07T17:23:07+08:00
Adobe Illustrator 25.4 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
108.505288
133.646757
Millimeters
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 16.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 307.574 378.841]/Type/Page>>
endobj
8 0 obj
<>stream
HWK%9U*T& @b4jؿ9q:Kѓn<GϿr}ݗt/OSnii}S ǟBo_Me?R#SHkW^rQO;grwjo+\~9S`"k-XKo;w|ߞ:2kz9%SW-zZ{͊w_1S<~
S|;t48w{Jar
X{`UJυ^~K3+ i]æ`
|
j֨| c3
*XUpKÖ
uqk