%PDF-1.6
%âãÏÓ
5 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
0603_サマーセール表
2022-07-04T11:08:16+09:00
2022-07-04T11:08:16+09:00
2022-06-20T13:22:13+09:00
Adobe Illustrator CS6 (Macintosh)
256
188
JPEG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uuid:d40945e7-3695-40a5-8b4f-5e7dde4d630d
xmp.did:F77F11740720681183D1AE9EF0B85757
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a01b3ab1-3c5d-5a41-b378-1820c1864b58
xmp.did:7549DDF90E20681183D1AAAB6AD55280
uuid:5B20892493BFDB11914A8590D31508C8
default
converted
from application/pdf to <unknown>
saved
xmp.iid:CF7F11740720681191099C3B601C4548
2008-04-17T14:19:07+05:30
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
converted
from application/pdf to <unknown>
saved
xmp.iid:0080117407206811BDDDFD38D0CF24DD
2008-05-16T12:18:29-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:F87F117407206811B628E3BF27C8C41B
2008-05-22T12:59:33-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:0BC3BD25102DDD1181B594070CEB88D9
2008-05-28T17:02:32-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F87F117407206811BB1DBF8F242B6F84
2008-06-09T15:05:10-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F117407206811BB1DBF8F242B6F84
2008-06-09T15:05:47-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811ACAFB8DA80854E76
2008-06-11T14:30:01-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FEE440664A3DDD11BD33D3EB8D3A1068
2008-06-18T22:22:44+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:2F85BBCD703EDD11A8D1DFE8FDCD79D1
2008-06-19T19:30:09-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:676AE2A5723EDD11A6F1BABF7C5A7A51
2008-06-19T19:43:22-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:D3723F068C41DD119455A51FA525B184
2008-06-24T10:22:34+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:D5723F068C41DD119455A51FA525B184
2008-06-24T10:28:58+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:D8723F068C41DD119455A51FA525B184
2008-06-24T10:41+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:D19A5BF9200811689FE8CB9EA85C5459
2008-06-26T05:56:39-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:CB7EA9A97648DD11BB47877F8DDF9079
2008-07-02T13:39:41-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0180117407206811AFFDD882A25629F8
2008-07-21T11:57:17+05:30
Adobe Illustrator CS4
/
saved
xmp.iid:F97F117407206811994C86F197F76F89
2008-07-24T10:24:43+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FA7F117407206811994C86F197F76F89
2008-07-24T10:24:52+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:3AC75CDA08206811B1A4D030930957B1
2008-07-30T14:33:42+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:3BC75CDA08206811B1A4D030930957B1
2008-07-30T14:33:59+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F1174072068119457E9CE7EF899B0
2008-07-30T15:51:01+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FA7F1174072068119457E9CE7EF899B0
2008-07-30T15:52:22+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:48B375DF07206811994CDBD53340AB82
2008-07-31T12:33+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F11740720681183D1AE9EF0B85757
2022-06-20T13:22:04+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/free2/Documents/製作ä¸/一粒社/2206_サマーセール表/2022.06_サマーセール表/rocky.psd
EmbedByReference
/Users/free2/Documents/製作ä¸/一粒社/2206_サマーセール表/2022.06_サマーセール表/taft.psd
EmbedByReference
/Users/free2/Documents/製作ä¸/一粒社/2206_サマーセール表/2022.06_サマーセール表/tanto_02.psd
Basic CMYK
True
True
1
420.000031
297.000132
Millimeters
Cyan
Magenta
Yellow
Black
åˆæœŸè¨å®šã®ã‚¹ã‚¦ã‚©ãƒƒãƒã‚°ãƒ«ãƒ¼ãƒ—
0
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
CMYK イエãƒãƒ¼
CMYK
PROCESS
0.000000
0.000000
100.000000
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 グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK マゼンタ
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=73 M=5 Y=20 K=3
PROCESS
100.000000
CMYK
72.999992
5.000000
20.000000
3.000000
C=58 M=23 Y=83 K=10
PROCESS
100.000000
CMYK
62.386501
31.277901
86.233299
0.000000
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=230 G=80 B=60
PROCESS
100.000000
CMYK
0.000000
81.252800
71.367996
0.000000
R=70 G=90 B=120
PROCESS
100.000000
CMYK
84.216103
66.778099
41.748699
2.505500
R=240 G=210 B=190
PROCESS
100.000000
CMYK
1.620500
23.858999
24.090900
0.000000
R=240 G=180 B=80
PROCESS
100.000000
CMYK
0.000000
38.663300
74.413696
0.000000
R=100 G=160 B=100
PROCESS
100.000000
CMYK
74.868401
17.987301
77.257904
0.000000
R=109 G=210 B=230
PROCESS
100.000000
CMYK
68.694595
0.000000
20.056499
0.000000
R=9 G=172 B=228
PROCESS
100.000000
CMYK
72.991501
17.776800
6.894000
0.000000
C=0 M=85 Y=0 K=0
PROCESS
100.000000
CMYK
6.829900
73.543900
1.413000
0.000000
C=10 M=0 Y=80 K=0
PROCESS
100.000000
CMYK
14.148199
3.808700
78.197899
0.000000
R=239 G=117 B=167
PROCESS
100.000000
CMYK
0.000000
68.282600
7.632600
0.000000
R=244 G=125 B=168
PROCESS
100.000000
CMYK
0.000000
65.514603
9.964100
0.000000
R=247 G=132 B=168
PROCESS
100.000000
CMYK
0.000000
62.954098
12.011900
0.000000
R=239 G=91 B=151
PROCESS
100.000000
CMYK
0.000000
77.364799
11.825700
0.000000
R=234 G=206 B=73
PROCESS
100.000000
CMYK
9.723000
21.728800
81.176498
0.000000
R=226 G=198 B=30
PROCESS
100.000000
CMYK
13.821600
24.011600
95.336800
0.000000
R=249 G=180 B=180
PROCESS
100.000000
CMYK
0.000000
42.169800
19.095100
0.000000
R=247 G=226 B=75
PROCESS
100.000000
CMYK
5.987600
12.402500
80.459305
0.000000
R=65 G=158 B=65
PROCESS
100.000000
CMYK
87.161102
12.033300
100.000000
0.000000
R=119 G=204 B=183
PROCESS
100.000000
CMYK
67.312096
0.000000
40.781300
0.000000
R=127 G=81 B=45
PROCESS
100.000000
CMYK
48.789200
74.401497
97.543297
13.986400
R=255 G=200 B=40
PROCESS
100.000000
CMYK
0.000000
29.895500
86.648399
0.000000
C=0 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=35 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
35.000000
0.000000
100.000000
0.000000
C=0 M=25 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
25.000000
100.000000
0.000000
C=0 M=60 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
60.000004
0.000000
0.000000
C=60 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
60.000004
0.000000
0.000000
0.000000
C=0 M=35 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
35.000000
100.000000
0.000000
1
PROCESS
100.000000
CMYK
0.000000
80.000000
70.000000
0.000000
C=60 M=5 Y=100 K=0
PROCESS
100.000000
CMYK
60.000004
5.000000
100.000000
0.000000
C=43 M=85 Y=0 K=0
PROCESS
100.000000
CMYK
40.500500
64.406799
0.000000
0.000000
R=109 G=210 B=230 2
PROCESS
100.000000
CMYK
55.562698
0.000000
15.262100
0.000000
R=255 G=226 B=226
PROCESS
100.000000
CMYK
0.000000
17.465500
7.794300
0.000000
C=50 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
45.468800
0.000000
90.871994
0.000000
R=255 G=145 B=51
PROCESS
100.000000
CMYK
0.000000
55.959396
79.888603
0.000000
R=255 G=234 B=57
PROCESS
100.000000
CMYK
6.555300
7.971300
79.800102
0.000000
R=122 G=233 B=184
PROCESS
100.000000
CMYK
50.884300
0.000000
41.736500
0.000000
C=20 M=0 Y=80 K=0
PROCESS
100.000000
CMYK
23.770500
4.519700
78.814400
0.000000
C=30 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
31.229099
3.057900
2.337700
0.000000
C=0 M=60 Y=10 K=0
PROCESS
100.000000
CMYK
7.788200
60.628700
14.584599
0.000000
C=0 M=10 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
10.000000
100.000000
0.003100
C=100 M=15 Y=100 K=0
PROCESS
100.000000
CMYK
100.000000
14.999999
100.000000
0.000000
C=1 M=53 Y=85 K=33
PROCESS
100.000000
CMYK
1.000000
52.999996
85.000000
33.000000
C=20 M=0 Y=5 K=0
PROCESS
100.000000
CMYK
20.000000
0.000000
5.000000
0.000000
C=5 M=10 Y=30 K=0
PROCESS
100.000000
CMYK
5.000000
10.000000
30.000002
0.000000
C=0 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
C=0 M=70 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
70.000000
0.000000
0.000000
C=0 M=0 Y=0 K=100
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=100 M=70 Y=0 K=0
PROCESS
100.000000
CMYK
100.000000
70.000000
0.000000
0.000000
C=100 M=50 Y=100 K=0
PROCESS
100.000000
CMYK
100.000000
50.000000
100.000000
0.000000
C=80 M=40 Y=95 K=0
PROCESS
100.000000
CMYK
80.000000
40.000000
95.000000
0.000000
C=100 M=0 Y=65 K=0
PROCESS
100.000000
CMYK
100.000000
0.000000
65.000000
0.000000
C=0 M=5 Y=10 K=0
PROCESS
100.000000
CMYK
0.000000
5.000000
10.000000
0.000000
C=0 M=30 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
30.000002
100.000000
0.000000
C=0 M=15 Y=30 K=0
PROCESS
100.000000
CMYK
0.000000
14.999999
30.000002
0.000000
C=90 M=40 Y=20 K=0
PROCESS
100.000000
CMYK
90.000000
40.000000
20.000000
0.000000
C=100 M=50 Y=30 K=0
PROCESS
100.000000
CMYK
100.000000
50.000000
30.000002
0.000000
C=3 M=11 Y=30 K=0 1
CMYK
PROCESS
2.999997
11.000002
30.000002
0.000000
C=0 M=0 Y=0 K=0 1
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=1 M=5 Y=15 K=0 1
CMYK
PROCESS
1.499999
5.000001
14.999998
0.000000
White
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
グレースケール
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Adobe PDF library 10.01
endstream
endobj
1 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
997 0 obj
<>/ExtGState<>/Pattern<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
1006 0 obj
<>
endobj
1074 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/Subtype/Form>>stream
q
/GS0 gs
/Perceptual ri
562.0106429 0 0 564.8906493 106.1230469 445.8305421 cm
/Im0 Do
Q
endstream
endobj
1075 0 obj
<>/ExtGState<>/Shading<>>>/Subtype/Form>>stream
H‰\Ë
Â@E÷ùŠü€éd’™t¶‚¸µt¡[)b+ÖÇÿ;`§ÉêȽɒÅÐ4QHŠÃñĦ¨Ž)ZD“HbæD.ÈÌ(GÒE¨÷¤ì—€™¿y¡˜`ä8` ˆBNxi˜8/”&3ß8üÑÁo0‚Ã3T»Ó£;Ý_ï㨶m¶O`! f¬†.Ï*³ŠY]—zc—J —Z°`}Àªí>{Ü°> n'Be
endstream
endobj
1076 0 obj
<>/ExtGState<>>>/Subtype/Form>>stream
H‰4RK®AÜÏ)|qìnÚklAœ ‰‡àîO¹i”r—í*Û·wŸ„®; §+¾«¾•‹è~ý