%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
P
2018-09-27T14:05:46+09:00
2018-09-27T14:05:46+09:00
2018-09-27T14:05:46+10:00
Adobe Illustrator CS6 (Windows)
188
256
JPEG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uuid:7f841648-cd1d-4bc5-9421-8a59a82fb8d5
xmp.did:CF97CAD712C2E811A153F54A7DA9CBC5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:CE97CAD712C2E811A153F54A7DA9CBC5
xmp.did:CE97CAD712C2E811A153F54A7DA9CBC5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:CE97CAD712C2E811A153F54A7DA9CBC5
2018-09-27T14:04:42+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:CF97CAD712C2E811A153F54A7DA9CBC5
2018-09-27T14:05:27+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
S:\10_台湾\カタログ・取説\CHANDOX\2018年8月貰った総合カタログ\pic\Title-O.tif
EmbedByReference
S:\10_台湾\カタログ・取説\CHANDOX\2018年8月貰った総合カタログ\pic\P+s拷貝.tif
Print
True
True
1
210.001652
296.999959
Millimeters
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.otf
KozGoPr6N-Medium
小塚ゴシック Pr6N
M
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Medium.otf
KozGoPr6N-Bold
小塚ゴシック Pr6N
B
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Bold.otf
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼンタ
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
グレー
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
輝き
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HW$
?O/0>H 8 118;w VQ=;%,߿zWo^o]S__q{oIۏiu=nm=wJ{u{W
|T:c:~:e_4fx+5{nm{Ks韱VvЇ ?PwOi{FlfwӱI,cWퟻW{^HݬmMɗkD>4_,{]E[.vy:v2˓?[ݾNݷzk{=3
wfm5+9ٮ\IF7kqp ;G{f
R
-n)Y>iZveR̳=cμtwUжyUͿGz09'_#VU<ΉӋE50~})R|%&8eǿC J|^}#/sK/R)yߝ>5i>>>eRI#dTd>gAX1kE0O'Gp I5>\tX?PU6>`X .KP aY#XҳLZ]c2Rė㞎F̠{܀5p-
:~sY+9%|xf4O$