%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R 8 0 R 6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
UACC-OM-SFP28-LR_regulation folding_60x60_640-01081-01_R1_20211012_curve
2021-10-12T10:09:04+08:00
2021-10-12T10:09:04+08:00
2021-10-12T10:09:03+08:00
Adobe Illustrator 25.0 (Macintosh)
216
256
JPEG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==
uuid:6a673743-f8c9-8943-99d4-ec096d734b94
xmp.did:4cec522f-4c63-4c1e-ab04-f4e79fb7ca1c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:83b83060-2d43-44d9-a9e2-ac6ee1ba8da0
xmp.did:83b83060-2d43-44d9-a9e2-ac6ee1ba8da0
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:aadc441d-411f-4289-a36b-55e6e52800f8
2021-03-30T10:59:02+08:00
Adobe Illustrator 25.0 (Macintosh)
/
saved
xmp.iid:4cec522f-4c63-4c1e-ab04-f4e79fb7ca1c
2021-10-12T10:08:56+08:00
Adobe Illustrator 25.0 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
180.000382
479.999986
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
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 14 0 R/TrimBox[0.0 0.0 510.237 1360.63]/Type/Page>>
endobj
10 0 obj
<>/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 510.237 1360.63]/Type/Page>>
endobj
15 0 obj
<>stream
HWɎ$IWd˕!F0gT*4 ~gf#"
MnKŞ}c~KbnVcܷӷm8ٿ_Ju?ٿ_mӷ?~}/ t!-n=\0r/\~cOVk-[y|6lK,[r X{wYVKt\}y~EPT}y1KIAmtkdo\FvO([(G;VR6s掙aZ-lU=Z[cC`
hܨ'4ڈfj8͎Qd|.n)V|;] rIpt'6n\5"Yb<<\}n|-ܻ3Wyl) [N`/
wDs[ոWZWδ7\n(iE!k_jÜCoYgګ
ic~:_^eNqlcTf_ƙ`U}&pX0{]mtOW"}4m4}_ACk+?X
Z)c\!osE8nLZ `p3<>悰lnm?ȕQ6(ؾmS
D>]2c$do0b8߰L %g)3,1h#ra`~SJhlTE@DA}Q,('wF\\lhFn˝LvbT4DMq2JJww֮Ȋϻ?'[Flك=L)TBg6TvGO`iv6f
wmGZ1:
:qYkxg&\|̒Q5t|u{TۻJ'&=
IGE[G_:Iw#;GZGLEB#FLo2*[Up@ט5/ ZxRX0|eϝ!BHdFQ/Ox{cmg1Aܹ*n |Z|w:;-fBY4Rn:ۂʮ2=AN
1#%gÈbl! u#jSˁz*P炔q3֣n
UUt#reEiQϨ榵Ce4p ^$XCW@RC$I(|Jgq~ U(zwV(>/:>%5NlüHa^TlE\eEW/32\wBGAVǎz%0QE{x
wo6V!vHqZOmh=
d`iLLct_˕ Rg.*Fպy)v04D
jJ"å"Z
8:4*=@&U_`" 1Nx^YP?gI˪= O1}k%1e4