%PDF-1.7
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Tポイント手続き法_A4
2020-04-23T12:00:19+09:00
2020-04-23T12:00:19+09:00
2020-04-23T12:00:19+10:00
Adobe Illustrator 24.1 (Windows)
184
256
JPEG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==
uuid:81822e74-9f29-4a61-9b7d-0ab304f16aa2
xmp.did:a1865155-5753-f444-8231-935410283451
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a56fd003-d799-4b1f-9bb3-6388aacc49a0
xmp.did:432ceaa4-d067-184a-8071-01de5f03ae79
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:7d0a2c69-b4d2-0643-bf05-cb305cec5224
2020-04-22T17:19:48+09:00
Adobe Illustrator 24.1 (Windows)
/
saved
xmp.iid:a1865155-5753-f444-8231-935410283451
2020-04-23T12:00:05+09:00
Adobe Illustrator 24.1 (Windows)
/
EmbedByReference
C:\Users\y-igarashi\Desktop\work\POPその他\2020Tポイント手続き法\③.jpg
uuid:27F4FFC10185EA118002FA22791F0A56
uuid:28F4FFC10185EA118002FA22791F0A56
EmbedByReference
C:\Users\y-igarashi\Desktop\work\POPその他\2020Tポイント手続き法\②.jpg
uuid:CF59B6780085EA118002FA22791F0A56
uuid:D059B6780085EA118002FA22791F0A56
EmbedByReference
C:\Users\y-igarashi\Desktop\work\POPその他\2020Tポイント手続き法\①.jpg
uuid:2DF4FFC10185EA118002FA22791F0A56
uuid:2EF4FFC10185EA118002FA22791F0A56
EmbedByReference
C:\Users\y-igarashi\Desktop\春2倍CP_東武ストア_A5チラシ\㈰ログイン画面2cmyk.psd
adobe:docid:photoshop:8b716d5a-2138-5242-a2ff-8a5cb349cf73
xmp.iid:8ab68bc8-b725-4cce-98a2-863a9c72d12b
EmbedByReference
C:\Users\y-igarashi\Desktop\春2倍CP_東武ストア_A5チラシ\㈪Y!ログインのID入力cmyk.psd
adobe:docid:photoshop:e386f06d-a0e5-9843-b2ae-f5471d8776c9
xmp.iid:deb0e8fe-39b8-4bb6-8cd6-5ec016a7360a
C:\Users\y-igarashi\Desktop\work\POPその他\2020Tポイント手続き法\③.jpg
uuid:27F4FFC10185EA118002FA22791F0A56
uuid:28F4FFC10185EA118002FA22791F0A56
C:\Users\y-igarashi\Desktop\work\POPその他\2020Tポイント手続き法\②.jpg
uuid:CF59B6780085EA118002FA22791F0A56
uuid:D059B6780085EA118002FA22791F0A56
C:\Users\y-igarashi\Desktop\work\POPその他\2020Tポイント手続き法\①.jpg
uuid:2DF4FFC10185EA118002FA22791F0A56
uuid:2EF4FFC10185EA118002FA22791F0A56
C:\Users\y-igarashi\Desktop\春2倍CP_東武ストア_A5チラシ\㈰ログイン画面2cmyk.psd
adobe:docid:photoshop:8b716d5a-2138-5242-a2ff-8a5cb349cf73
xmp.iid:8ab68bc8-b725-4cce-98a2-863a9c72d12b
C:\Users\y-igarashi\Desktop\春2倍CP_東武ストア_A5チラシ\㈪Y!ログインのID入力cmyk.psd
adobe:docid:photoshop:e386f06d-a0e5-9843-b2ae-f5471d8776c9
xmp.iid:deb0e8fe-39b8-4bb6-8cd6-5ec016a7360a
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
GothicMB101Pro-Bold
A-OTF ゴシックMB101 Pro
B
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-GothicMB101Pro-Bold.otf
mplus-1p-heavy
M+ 1p
heavy
TrueType
Version 1.042
False
mplus-1p-heavy.ttf
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
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
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
89.999400
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
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
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWˎWt7:BkJ6$f$aVQLfF-/Ͽ>}ӻ?`߾<2[zǧNlZ[9~`m!)m1mGBc~|ah^r7㿧