%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 1329 0 R 1330 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
列印
2019-08-07T08:27:30+08:00
2019-08-07T08:27:30+08:00
2019-08-07T08:27:20+08:00
Adobe Illustrator CS6 (Windows)
172
256
JPEG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=
uuid:d849affa-baa9-42c1-8a11-a088a0b53f7c
xmp.did:E6E397EDA9B8E911B53F9230621C73A9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:E5E397EDA9B8E911B53F9230621C73A9
xmp.did:E5E397EDA9B8E911B53F9230621C73A9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7F715F3D0C93E91189CFB1FC3D502134
2019-06-20T13:58:24+08:00
Adobe Illustrator CS5
/
saved
xmp.iid:E6E397EDA9B8E911B53F9230621C73A9
2019-08-07T08:27:21+08:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
60.000007
90.000363
Centimeters
Cyan
Magenta
Yellow
Black
預設色票群組
0
白色
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
黑色
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK 紅色
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黃色
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 綠色
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青色
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 藍色
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋紅色
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
R=249 G=251 B=252
PROCESS
100.000000
CMYK
2.905300
1.040700
1.080300
0.000000
R=129 G=62 B=41
PROCESS
100.000000
CMYK
50.572998
82.018799
91.537300
22.186600
R=173 G=136 B=191
PROCESS
100.000000
CMYK
39.676498
52.294201
3.265400
0.000000
R=23 G=21 B=15
PROCESS
100.000000
CMYK
83.755203
80.218201
87.075600
70.611099
R=239 G=161 B=41
PROCESS
100.000000
CMYK
8.889900
45.825897
86.092903
0.000000
R=255 G=112 B=49
PROCESS
100.000000
CMYK
0.000000
70.019104
78.762505
0.000000
R=255 G=218 B=31
PROCESS
100.000000
CMYK
5.288800
17.386099
85.155998
0.000000
R=26 G=22 B=16
PROCESS
100.000000
CMYK
82.372803
80.373802
87.100006
69.695595
R=64 G=45 B=121
PROCESS
100.000000
CMYK
89.336998
96.484299
27.029800
0.329600
R=90 G=215 B=216
PROCESS
100.000000
CMYK
58.638901
0.000000
25.537500
0.000000
R=92 G=216 B=217
PROCESS
100.000000
CMYK
58.116997
0.000000
25.168201
0.000000
R=99 G=255 B=255
PROCESS
100.000000
CMYK
48.633598
0.000000
15.945700
0.000000
灰階
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
鮮豔
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 9.90
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 1522 0 R/TrimBox[0.0 0.0 1700.79 2551.19]/Type/Page>>
endobj
1332 0 obj
<>stream
HW˒$
WL
P؊=h]B=k~ߙ
]5& .߽u˛wolSަ~ŭΥR")W|ta[n˗.^J8|
~yVRj;t\$TqԵHv%r}<xqחT4LIk\B-;qއc%gi,.Z.'; L>);0rj\8Uo#i-o[\S҃>M&es+8#u=-~Gɼ̇x2vn>}So<\:&{X8l?MߤV9_υˇ-900%^#P">|8gQ֏ {ex,쭗)moτgg?<
x4iOg'@F=2<L: 7 i@=ʞ0|lglgl+?Wl+{S)\98+S)唃rA9堞rPO9S)zA=堞rPO9hZ0W`88+ʁr`t\o3ZΜd
824
']+pvIc@@Oͨ)~@V^klOMUnkN#znX`:47P41!WTAQ-*}8c7D'CL~R7,o$A^&'x
SxÈYFe|0KXI=i{l]kS͠4KJ2KғkTKfT{M%bCv|z"MzikQ͙
!q/*+)^X$*> y1 bս ӧֲOT-vdȶb&
!"b&Eed
moǞ] IKqg>û\ҬcxVm >;mЋ% je 2|y" 6VZ\𦌂<