%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
TRTC4_MGIT8_program
Adobe Illustrator CS6 (Macintosh)
2019-04-17T16:38:59+09:00
2019-04-17T16:38:59+09:00
2019-04-17T16:38:59+09:00
184
256
JPEG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==
xmp.did:0180117407206811822AA08C7A12DDFA
uuid:f311a7fc-5425-f145-a3d3-f043dc5dfd15
uuid:A72677519879E311A0A988FE4F2E8EEC
proof:pdf
uuid:8354d3b6-0b57-104e-8095-d2a7d163386e
xmp.did:01801174072068118C14AC992A6B9006
uuid:A72677519879E311A0A988FE4F2E8EEC
default
saved
xmp.iid:0180117407206811822A840FF0B9FE38
2016-04-05T14:32:25+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822AA08C7A12DDFA
2019-04-17T16:38:50+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/our-maker/Desktop/Blackhole/校正中&保留案件/Order保留中/20190608_TRTC4_M☆GIT8_合同開催/TRTC4_MGIT8_program/back.psd
Print
1
True
False
209.999929
297.000132
Millimeters
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
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
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HWɮd
WDQvE^[NN?琺C1Ep{X(_,/y/|\~%-u5"kˇ,??}zy??ݗ5t^:*p˵ej1l}Zw;>%ĕz;ْ