%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
Adobe Illustrator CC 23.1 (Macintosh)
2023-08-01T16:26:09+09:00
2023-08-01T16:26:09+09:00
2023-08-01T16:26:09+09:00
256
192
JPEG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1
False
False
297.000000
210.000000
Millimeters
Cyan
Magenta
Yellow
Black
DIC 126s
DIC 641p* 1
DIC 120s*
DIC 2561p
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
DIC 641p* 1
SPOT
100.000000
CMYK
100.000000
60.000002
0.000000
0.000000
DIC 641p*
SPOT
100.000000
CMYK
100.000000
60.000002
0.000000
0.000000
DIC 126s
SPOT
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
DIC 2561p
SPOT
100.000000
CMYK
95.999998
10.000000
100.000000
0.000000
DIC 120s*
SPOT
100.000000
CMYK
0.000000
57.999998
100.000000
0.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
application/pdf
ハッピ|身幅600_着丈800_袖300 2_ver8 [更新済み]
xmp.did:a0ac9460-e646-49e4-bc66-4148ba2bc20d
uuid:88d073f3-7155-2943-9257-d6c11f3c715e
xmp.did:a0ac9460-e646-49e4-bc66-4148ba2bc20d
proof:pdf
saved
xmp.iid:a0ac9460-e646-49e4-bc66-4148ba2bc20d
2023-08-01T16:26:07+09:00
Adobe Illustrator CC 23.1 (Macintosh)
/
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
10 0 obj
<>stream
HWˎ$IWdNW 3j
#z@{G#UDx->p◟ǯ'S87pM?>oy|8r-WO8GF=zfǷ%s[t#L9yqy