%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Raymond Miu QR
2021-09-23T13:31:06+08:00
2021-09-23T13:31:06+08:00
2021-09-23T13:31:06+08:00
Adobe Illustrator 24.3 (Macintosh)
208
256
JPEG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uuid:48d9f276-26fc-0f46-ac21-d0a086bc1aea
xmp.did:742078ef-5b04-4712-88d7-6340f487771e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:61bcf8ca-e42b-45cf-85b3-3ae7c699fe72
xmp.did:61bcf8ca-e42b-45cf-85b3-3ae7c699fe72
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:742078ef-5b04-4712-88d7-6340f487771e
2021-09-23T13:31:01+08:00
Adobe Illustrator 24.3 (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 15.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Properties<>/XObject<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 307.574 378.841]/Type/Page>>
endobj
8 0 obj
<>stream
HWK&
L'F^$TZm1ǿk((}ۗ_o\~UҸۨק?]_~}k/]_jd~~!ק-ra&J2N֟
q>