%PDF-1.3
%
1 0 obj
<>]>>
endobj
29 0 obj
<>stream
application/pdf
tam_p9_1224
Adobe Illustrator CS3
2014-12-24T18:02:18+09:00
2014-12-24T18:02:18+09:00
2014-12-24T18:02:18+09:00
184
256
JPEG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uuid:2B819362288DE41186D1C2551E2831DA
uuid:7e6a6908-c85e-af4a-89e9-1c45e091c9ec
uuid:ff178438-a508-7447-bc7e-d968665cce24
uuid:638CD53690C9DB11B70EA81F5E9FDEFF
Print
1
False
True
209.999994
297.000024
Millimeters
Cyan
Magenta
Yellow
Black
新規カラースウォッチ
***
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
***
SPOT
100.000000
CMYK
100.000000
70.000000
0.000000
0.000000
新規カラースウォッチ
SPOT
100.000000
CMYK
100.000000
70.000000
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 8.00
False
PDF/X-3:2002
PDF/X-3:2002
endstream
endobj
2 0 obj
<>
endobj
28 0 obj
<>stream
pADBE prtrCMYKLab acspAPPL ADBE -ADBE
desc rcprt p +wtpt A2B0 A2B2 A2B1 B2A0 E 8B2A1 ~t 8B2A2 ( 8gamt desc Japan Color 2001 Coated text Copyright 2002 Adobe Systems, Inc. XYZ ` 3 mft2 $w\D.
q[E/qaRD6 )!"##$%&'()*+,-./01234}5w6q7m8i9e:c;`<_=]>X?U@QAOBMCKDKEJFKGLHOIRJUKWLYM[N^ObPgQmRtS|TUVWXYZ[\]^`ab1cDdXemfghijkmno7pQqkrstuvxy0zK{f|}~Հ+He
#