%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Ring Size A4 Guide - TC
2021-11-17T13:32:39Z
2021-11-17T13:32:39Z
2021-11-17T13:32:39Z
Adobe Illustrator 26.0 (Macintosh)
256
176
JPEG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uuid:dc7d1a16-3517-7d40-8873-0284162d34a0
xmp.did:102c3e04-61d8-49cc-be17-34f4eabf9dfa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:844bca77-eb5a-4b0e-9115-b0dd00143e9e
xmp.did:5acd4fa2-3219-41f2-ab9c-4ddfac71481b
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:d578f6ab-8338-418b-9d89-ba5e1316834b
2021-06-01T12:49:58+01:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:102c3e04-61d8-49cc-be17-34f4eabf9dfa
2021-11-17T13:32:35Z
Adobe Illustrator 26.0 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 16.03
1
True
False
209.999994
297.000024
Millimeters
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 7.001;hotconv 1.0.107;makeotfexe 2.5.65593
False
KozGoPr6N-Regular.otf
MHeiHK-Medium
MHeiHK
Medium
Open Type
Version 2.0
False
MHeiHK-Medium (1) (4).otf
MSungHK-Medium
MSungHK
Medium
Open Type
Version 2.0
False
MSungHK-Medium (1).otf
FuturaPT-Book
Futura PT
Book
Open Type
Version 1.007
False
.10884.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Grays
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
Brights
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 45 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
20 0 obj
<>stream
HWێ#}WK F,#N Mb"ZTK^