%PDF-1.7
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
tashizan_hissan_support_2-2_19
Adobe Illustrator CS6 (Windows)
2018-08-06T11:46:04+10:00
2018-08-06T11:46:04+09:00
2018-08-06T11:46:04+09:00
256
184
JPEG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xmp.did:F56B0FA42299E811A8CA84C1E558E36D
uuid:83551dac-3d7d-4f11-b107-f34938549f0d
proof:pdf
uuid:E3B0E3B97147E7119625BE6ED224599E
uuid:c7d0325a-f798-4291-88c9-f8975ea2508c
uuid:E3B0E3B97147E7119625BE6ED224599E
uuid:E3B0E3B97147E7119625BE6ED224599E
proof:pdf
saved
xmp.iid:F56B0FA42299E811A8CA84C1E558E36D
2018-08-06T11:46:02+09:00
Adobe Illustrator CS6 (Windows)
/
Print
1
True
False
296.999959
209.999929
Millimeters
Meiryo-Bold
メイリオ
ボールド
TrueType
Version 6.28
False
meiryob.ttc
Meiryo
メイリオ
レギュラー
TrueType
Version 6.28
False
meiryo.ttc
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=16 M=98 Y=92 K=7
CMYK
PROCESS
15.999996
97.999992
91.999992
6.999999
C=0 M=99 Y=97 K=0
CMYK
PROCESS
0.000000
98.999992
97.000000
0.000000
C=0 M=79 Y=96 K=0
CMYK
PROCESS
0.000000
79.000000
96.000000
0.000000
C=0 M=50 Y=98 K=0
CMYK
PROCESS
0.000000
50.000000
97.999992
0.000000
C=0 M=35 Y=87 K=0
CMYK
PROCESS
0.000000
35.000004
87.000000
0.000000
C=5 M=0 Y=93 K=0
CMYK
PROCESS
5.000001
0.000000
93.000000
0.000000
C=19 M=0 Y=98 K=0
CMYK
PROCESS
19.000000
0.000000
97.999992
0.000000
C=50 M=0 Y=99 K=0
CMYK
PROCESS
50.000000
0.000000
98.999992
0.000000
C=74 M=0 Y=99 K=0
CMYK
PROCESS
74.000000
0.000000
98.999992
0.000000
C=86 M=12 Y=100 K=9
CMYK
PROCESS
85.999992
12.000000
100.000000
8.999997
C=88 M=28 Y=95 K=32
CMYK
PROCESS
88.000000
27.999996
95.000000
32.000000
C=76 M=0 Y=75 K=0
CMYK
PROCESS
76.000000
0.000000
75.000000
0.000000
C=78 M=9 Y=46 K=0
CMYK
PROCESS
78.000000
8.999997
45.999996
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=87 M=52 Y=0 K=0
CMYK
PROCESS
87.000000
52.000000
0.000000
0.000000
C=99 M=96 Y=4 K=0
CMYK
PROCESS
98.999992
96.000000
4.000002
0.000000
C=100 M=100 Y=26 K=25
CMYK
PROCESS
100.000000
100.000000
26.000000
25.000000
C=74 M=98 Y=1 K=0
CMYK
PROCESS
74.000000
97.999992
0.999999
0.000000
C=49 M=99 Y=1 K=0
CMYK
PROCESS
49.000000
98.999992
0.999999
0.000000
C=34 M=100 Y=37 K=11
CMYK
PROCESS
34.000004
100.000000
37.000000
11.000002
C=12 M=100 Y=49 K=1
CMYK
PROCESS
12.000000
100.000000
49.000000
0.999999
C=0 M=96 Y=20 K=0
CMYK
PROCESS
0.000000
96.000000
19.999998
0.000000
C=23 M=27 Y=40 K=0
CMYK
PROCESS
23.000002
26.999998
39.999996
0.000000
C=40 M=43 Y=52 K=7
CMYK
PROCESS
39.999996
42.999996
52.000000
6.999999
C=50 M=53 Y=61 K=23
CMYK
PROCESS
50.000000
52.999996
61.000000
23.000002
C=57 M=60 Y=64 K=42
CMYK
PROCESS
57.000000
60.000004
64.000000
41.999996
C=23 M=38 Y=63 K=1
CMYK
PROCESS
23.000002
38.000000
63.000000
0.999999
C=32 M=49 Y=74 K=10
CMYK
PROCESS
32.000000
49.000000
74.000000
10.000002
C=36 M=57 Y=84 K=23
CMYK
PROCESS
36.000000
57.000000
84.000000
23.000002
C=39 M=64 Y=93 K=36
CMYK
PROCESS
39.000000
64.000000
93.000000
36.000000
C=41 M=70 Y=96 K=49
CMYK
PROCESS
40.999996
70.000000
96.000000
49.000000
C=47 M=73 Y=83 K=68
CMYK
PROCESS
47.000004
72.999992
83.000000
68.000000
C=30 M=0 Y=0 K=0
CMYK
PROCESS
30.000002
0.000000
0.000000
0.000000
プリントカラーグループ
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
グレースケール
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.275]/Type/Page>>
endobj
6 0 obj
<>stream
HWێ%9|?_Q5黍V#m@H%B遽}""ӧ%`_vfddffty?qoڶ?\oJ>_Z/==peݥǏo._]5z߿a|6϶'}Z}+pS7wKٓElnO<\rִ