%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R 39 0 R 40 0 R 41 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
omote
2022-03-09T09:48:53+09:00
2022-03-09T09:48:53+09:00
2022-03-09T09:47:53+09:00
Adobe Illustrator CS6 (Windows)
184
256
JPEG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uuid:c1f6b61d-e6da-4bd6-9fd3-c4f3cabe0751
xmp.did:85E16246429FEC1199CA936B6770D952
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:407c416c-12de-4cc4-8b3c-b7b0ce8f5668
xmp.did:7058320B298DEC11A85CB730338BC3F7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4C2989A82387E911ACE1D053E5F23F3E
2019-06-05T10:54+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:85E16246429FEC1199CA936B6770D952
2022-03-09T09:47:53+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
Z:\05_ちらし\uni デスクマット\2022\(編集済)2022 デスクマットCP.表面.下取り_パンフレット_Part1.pdf
Print
False
False
1
210.001652
296.999959
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=15 M=100 Y=90 K=10
CMYK
PROCESS
14.843798
100.000000
89.843796
9.765601
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843796
84.765602
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921898
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
34.765602
84.765602
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843796
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921898
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
84.765602
9.765601
100.000000
9.765601
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843796
29.687500
94.921898
29.687500
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
79.687500
9.765601
44.921898
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921898
14.843798
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765602
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921898
4.687500
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
34.765602
100.000000
34.765602
9.765601
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765601
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921898
19.921898
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843796
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843796
44.921898
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765602
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765602
64.843796
39.843796
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843796
64.843796
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765601
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765602
59.765602
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843796
64.843796
89.843796
34.765602
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843796
69.921898
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921898
79.687500
69.921898
グレー
1
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
89.843796
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921898
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765602
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
39.843796
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921898
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.765601
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
輝き
1
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
9.765601
94.921898
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765602
9.765601
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843796
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765602
89.843796
0.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 50 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
43 0 obj
<>stream
HWn}_1?T5$<9paD~֪l
یkfjZ|z~/Y# ?CiӛózwOӻ??\8eM.2SNVwׇG:MV~_p[j輦DmsX*'rqz{+