%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 8 0 R 9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Terms and Conditions for Electronic Documents
2020-04-23T11:42:33+08:00
2020-04-23T11:42:33+08:00
2020-04-23T11:42:33+09:00
Adobe Illustrator CC 23.0 (Windows)
172
256
JPEG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uuid:ebb69007-de22-404e-8310-cb74a06f62a7
xmp.did:03e47f83-4d65-3540-85fe-0630ebd497f1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1bc94b5c-7917-d845-951f-bca8bd5b33fe
xmp.did:1bc94b5c-7917-d845-951f-bca8bd5b33fe
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e8d4135a-12e6-814b-bf3b-346cc4dac0b5
2020-04-14T15:25:28+08:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:03e47f83-4d65-3540-85fe-0630ebd497f1
2020-04-23T11:42:31+08:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
False
False
1
210.000000
297.000000
Millimeters
UniversLT-CondensedBold
Univers LT 47 CondensedLt
Bold
TrueType
Version 6.1; 2002
False
LTe50148.ttf
UniversLT-CondensedLight
Univers LT 47 CondensedLt
Regular
TrueType
Version 6.1; 2002
False
LTe50144.ttf
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
C=93 M=88 Y=89 K=80 1
CMYK
PROCESS
92.578125
87.500000
88.671875
79.687500
C=74 M=67 Y=63 K=22 1
CMYK
PROCESS
73.828125
67.187500
62.500000
21.875000
C=0 M=0 Y=0 K=85 1
CMYK
PROCESS
0.000000
0.000000
0.000000
85.000002
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
12 0 obj
<>stream
HWr+PDhQ"E){ڝLͦ2);
-@Jk aN#lt~ïfϟh_>EՂ]P8
/*F_glG