%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
WiFiMan Wizard_regulation folding_50x50_640-01232-02_R1_20220913_curve
2022-11-04T20:26:57+08:00
2022-11-04T20:26:57+08:00
2022-11-04T20:26:56+09:00
Adobe Illustrator 27.0 (Windows)
172
256
JPEG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uuid:de3ade0c-ea4c-454a-8d6c-ca47a103d095
xmp.did:4e8dc3a7-48e0-e146-b43e-c5b5b8bf58fd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b4f54560-de87-4460-82ee-a3981ef69ced
xmp.did:3f211f5b-bbb3-e74f-a872-5382e9b08aaa
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:4e8dc3a7-48e0-e146-b43e-c5b5b8bf58fd
2022-11-04T20:26:38+08:00
Adobe Illustrator 27.0 (Windows)
/
Print
Adobe Illustrator
False
True
1
150.000000
500.000000
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
PANTONE Cool Gray 7 C
SPOT
100.000000
LAB
63.137257
0
-1
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 16.07
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 425.197 1417.32]/Type/Page>>
endobj
9 0 obj
<>/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 425.197 1417.32]/Type/Page>>
endobj
17 0 obj
<>stream
HWˎ
߯?eI)i'`fu`x *qO}[$ECo^/~~vP{-|oo#
~x?ߥym֭m[Ro߬wn>%N%$zjR=nFLgYߏ2}tT z,r2ؤ1ʑ99c|fVi|H?mA9NEf>y>kޯ~=ؿ}ndž|htlI"=^b;¬'T
G#i"OϺ!@6ܮʘsZ&}>jmw)WW'A QDc=&ՐĶ5fRƌRWd;@/LL`LrWIV<
ft|{U@1wy Vd'c#
~ ]Y-Qt1ұM28h4oٚf F,\X;"6zwE
8pKyu#0!{R9ї6X}g=3l]VȲs 3&H+آ. b ~o%\ln~iOݧD7/S rr\m>`#Ĉ3Ԗ]fS