%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
返金保証カード20141029_
2014-10-29T14:46:45+09:00
2014-10-29T14:46:45+09:00
2014-10-29T14:46:45+09:00
Adobe Illustrator CS6 (Macintosh)
184
256
JPEG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uuid:0eac42dd-f36c-6f40-92e1-0e055860413b
xmp.did:06801174072068118083A28D8BF04581
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:05801174072068118083A28D8BF04581
xmp.did:05801174072068118083A28D8BF04581
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822ABAAC226474A3
2014-08-08T09:36:13+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:06801174072068118083A28D8BF04581
2014-10-29T14:46:36+09:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
210.000102
296.999959
Millimeters
Black
ブラック
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
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
ブラック
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
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
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Properties<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HtWˎ]IWznF`=jFODdG_e}NUeV>"3?}}?m/}:W-V?{/~/6yyֺVWoy/Qlsua|ϗ_!"y-{oZi6'?j{r;'ئX:sƐׁwz~G 2 S=^S>NЅ!d0[(S7
C7\36)@!٤[CmIv2