%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
1797 0 obj
<>/Font<>>>/Fields[]>>
endobj
2 0 obj
<>stream
application/pdf
【201802】POPリビンズ花月_ナチュラル,アンティ-ク910214913_ol
2018-06-02T10:50:14+09:00
2018-06-02T10:50:14+09:00
2018-02-24T15:39:59+10:00
Adobe Illustrator CS5
188
256
JPEG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:e5a78b40-07d6-446d-8593-4a8d7317ebb9
xmp.did:99C8AF0F1C19E811BFCDAA5B2688B747
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:acd7eb13-ddd2-4665-bb9f-ec18d0ff5c30
xmp.did:C59580B49599E61188B8F6AD03B40D40
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:153609DFB86FE41183A7E146E94218A6
2014-11-19T15:54:13+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:198391627C18E511B67699B7B05864AB
2015-06-22T10:50:42+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:542321D1487AE611A511EDA812CA313B
2016-09-14T15:59:44+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:C59580B49599E61188B8F6AD03B40D40
2016-10-24T13:14:48+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:99C8AF0F1C19E811BFCDAA5B2688B747
2018-02-24T15:39:36+09:00
Adobe Illustrator CS5
/
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\【NA色修正】150食堂テーブル花月 (1).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\150食堂テーブル花月 (1).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\【NA色修正】食堂ベンチ花月 (1).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\食堂ベンチ花月 (1).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\食堂椅子花月 (2_1).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\【NA色修正】食堂椅子花月 (2_1).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\【アンティーク加工】肘付食堂椅子花月NA (2).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\肘付食堂椅子花月NA (2).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\【NA色修正】150食堂テーブル花月 (1).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\150食堂テーブル花月 (1).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\【NA色修正】食堂ベンチ花月 (1).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\食堂ベンチ花月 (1).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\食堂椅子花月 (2_1).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\【NA色修正】食堂椅子花月 (2_1).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\【アンティーク加工】肘付食堂椅子花月NA (2).eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\肘付食堂椅子花月NA (2).eps
EmbedByReference
\\LIVINS1\Livins全体\商品POPとWEB画像の元データ(黒田)\●ダイニングPOP\花月\150食堂テーブル花月 (4).JPG
EmbedByReference
\\LIVINS1\Livins全体\商品POPとWEB画像の元データ(黒田)\●ダイニングPOP\花月\【アップ画像】180食堂6点花月NA910214921.jpg
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\食堂椅子花月 (4).eps
EmbedByReference
\\LIVINS1\Livins全体\商品POPとWEB画像の元データ(黒田)\●ダイニングPOP\花月\150食堂テーブル花月 (4).JPG
EmbedByReference
\\LIVINS1\Livins全体\商品POPとWEB画像の元データ(黒田)\●ダイニングPOP\花月\【アップ画像】180食堂6点花月NA910214921.jpg
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\食堂椅子花月 (4).eps
EmbedByReference
\\LIVINS1\Livins全体\商品POPとWEB画像の元データ(黒田)\●ダイニングPOP\花月\180食堂6点花月NA910214921.eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\150食堂4点花月.eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\150食堂テーブル花月 (7).eps
EmbedByReference
\\LIVINS1\Livins全体\商品POPとWEB画像の元データ(黒田)\●ダイニングPOP\花月\180食堂6点花月NA910214921.eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\150食堂4点花月.eps
EmbedByReference
C:\Users\hansoku\Documents\★★作業用フォルダ★★\2017.10POP作成\花月\150食堂テーブル花月 (7).eps
Print
False
True
1
364.000176
256.999989
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
PANTONE 9240 C
SPOT
100.000000
LAB
91.372597
4
5
C=53 M=98 Y=88 K=39 1
CMYK
PROCESS
53.125000
98.437500
88.281298
38.671899
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
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
ビビッド
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 1031.81 728.504]/Type/Page>>
endobj
1263 0 obj
<>stream
HW͊&7S|5JIUu氰bUJTfu=mZCڴLB(`)IeSCU2P_;/8Y})]3٦/=li9FeV*X
?}H[:ux{1)hغ!cuE3y[ZbjĨ%'#:<
36$Lm)-UzuӧmMT4׀0[)5!Qka.?|^?|o_?RBJb6BÎvqyYEpH"wc"Q%5&4DD"c
'$Btc8:vc0J\ЭcN1ǕٍAPMb%nz13Mnrc<[Rwd-QoI|w>m']PǥpźuIVdHHrR95 mUw슸\IMU[&.#]0U̿Fj~zlw黈;r;PP˖1R:~Ukxy