%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R 114 0 R 115 0 R 116 0 R 117 0 R 172 0 R 173 0 R 174 0 R 175 0 R 228 0 R 229 0 R 230 0 R 231 0 R 284 0 R 285 0 R 286 0 R 287 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
列印
2020-02-11T09:17:41+08:00
2020-02-11T09:17:41+08:00
2020-02-10T17:55:45+08:00
Adobe Illustrator 24.0 (Windows)
188
256
JPEG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uuid:0cdb8ead-29a8-4524-8a27-38006472edd8
xmp.did:daef693e-8887-724d-9357-0d0c8a68a15d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ec508cc0-eb32-ab4a-8f61-a235089eda37
xmp.did:ec508cc0-eb32-ab4a-8f61-a235089eda37
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8ce0f72d-483e-9d49-a9c5-260e65f02ba1
2020-02-07T12:01:55+08:00
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:daef693e-8887-724d-9357-0d0c8a68a15d
2020-02-10T17:55:46+08:00
Adobe Illustrator 24.0 (Windows)
/
Print
Adobe Illustrator
Adobe PDF library 10.01
1
True
False
150.000000
206.990640
Millimeters
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
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
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
89.999400
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
明亮
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Properties<>/XObject<>>>/Thumb 297 0 R/TrimBox[0.0 0.0 425.197 586.745]/Type/Page>>
endobj
289 0 obj
<>stream
HWɎ%IJ@Jz`=eq,3O__xS:~ݧδ/ˎt/_!?Z;G߾<g?kۦ??k͏<=믿㻿?>oK2z^ΞRf9WG\u
ׅv0鬵kȶp/(#}&;s,kWR