%PDF-1.6
%
1 0 obj
<>/OCGs[6 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
USW-Aggregation_regulation folding_90x90_640-00710-02_R2_20210816_curve
2021-08-24T18:11:54+08:00
2021-08-24T18:11:54+08:00
2021-08-24T18:11:53+09:00
Adobe Illustrator 24.3 (Windows)
256
140
JPEG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uuid:03c7d1c4-431b-4ffb-8a8a-4a0e7f90f476
xmp.did:b3107568-97da-a043-ae15-b9af4947da22
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1a021b9a-c559-2d44-9287-a6505b9788a1
xmp.did:1a021b9a-c559-2d44-9287-a6505b9788a1
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:29cbe052-bd38-4bba-a70e-3e5a3cb5f4b4
2020-11-26T14:03:04+08:00
Adobe Illustrator 25.0 (Macintosh)
/
saved
xmp.iid:b3107568-97da-a043-ae15-b9af4947da22
2021-08-24T18:11:41+08:00
Adobe Illustrator 24.3 (Windows)
/
Print
Adobe Illustrator
False
True
1
269.999989
360.000007
Millimeters
Cyan
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
100 Real Black 2
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 765.354 1020.47]/Type/Page>>
endobj
9 0 obj
<>/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 765.354 1020.47]/Type/Page>>
endobj
16 0 obj
<>stream
HWˮd9WNAHfg7bOFdU[`1(|DOoÙ[-U__*?_wo?x{ݾX9
SnX)|ީּ/u}|)oG-?}|ܒCo4YFeiN'錡S8{i]6u
Bhp&x䔲9m
rvMkOڅtEt3H&6j;9#*a`D:LjXyS`HDE% ?>2E^iP:V 54:ShuJ-(ii>_k|\'z/]tĒ\:!?4W?!"ChW
D Vwtcb,Ee #B1FUh:i-fu"v
,$*F>ǣ+K*@s
ɋJ#RnVZ2YMcw65V
tcATX7@yփl6|%ۘ
Az X\idf"Kibt; gl!=Te"8}M?i[p
za?,Y^3Hj|aeFviZX#K嫴'CFkMfR7Se1nk'2~ /qEc{lR_jlל"H/=㷡:09LѱGZ3MK6#1Y1I:-sNE] V!D²=J,mZ!L