%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
UISP-S_regulation folding_60x60_640-00725-04_R5_20210615_curve
2021-06-15T19:25:56+08:00
2021-06-15T19:25:56+08:00
2021-06-15T19:25:55+09:00
Adobe Illustrator 24.2 (Windows)
240
256
JPEG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uuid:86ea318f-74ae-4ad5-bae9-fa6e66d7d0b7
xmp.did:ace92bdc-13c6-e046-87b0-12b8cd2ac328
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:efff6db7-1ac2-9b46-adfc-7e2661f731fb
xmp.did:efff6db7-1ac2-9b46-adfc-7e2661f731fb
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:44df75b0-f0cb-42b4-8d7b-3c8bcd081091
2020-11-26T12:08:39+08:00
Adobe Illustrator 25.0 (Macintosh)
/
saved
xmp.iid:ace92bdc-13c6-e046-87b0-12b8cd2ac328
2021-06-15T19:25:43+08:00
Adobe Illustrator 24.2 (Windows)
/
Print
Adobe Illustrator
False
True
1
180.023164
479.944616
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<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 510.302 1360.47]/Type/Page>>
endobj
9 0 obj
<>/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 510.237 1360.47]/Type/Page>>
endobj
14 0 obj
<>stream
HWˮ\IWʬ!F0kte#f dFd9ϊoEשWVddԻ|ut_oҽ|TIwxٿ㯷toRڐ_l~ußn~m:qvR[=^?ŻZ>ܾ}fP?r9>R 3lK5M}A0H{%F<~ԨQom_4(sXZwls=Qkc;rJȩoU_;D