%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
shop_kansentaisaku
2020-08-11T07:47:55+09:00
2020-08-11T07:47:55+09:00
2020-08-11T07:47:55+09:00
Adobe Illustrator 24.2 (Macintosh)
180
256
JPEG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uuid:d9b9c8f9-0f8a-854d-8329-4447ca287f36
xmp.did:56e20f44-a4f3-4c36-869a-53e0d353fa25
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b700ea12-9608-7741-94d7-b9947c8d8dcd
xmp.did:3fa82869-e4de-4c04-84b7-24e0970d8f93
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:3fa82869-e4de-4c04-84b7-24e0970d8f93
2020-07-22T11:31:42+09:00
Adobe Illustrator 24.2 (Macintosh)
/
saved
xmp.iid:56e20f44-a4f3-4c36-869a-53e0d353fa25
2020-08-11T07:47:43+09:00
Adobe Illustrator 24.2 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
210.000000
297.000000
Millimeters
ShinGo-regular
A-CID 新ゴ
R
CID Type 1
3
False
A-CID 新ゴ R
HiraMaruPro-W4
ヒラギノ丸ゴ Pro
W4
Open Type
15.0d1e2
False
ヒラギノ丸ゴ ProN W4.ttc
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
SIL-Hei-Med-Jian
Hei
Regular
TrueType
13.0d1e4
False
Hei.ttf
NanumGothic
나눔고딕
Regular
TrueType
13.0d1e3
False
NanumGothic.ttc
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
C=87 M=58 Y=5 K=0
PROCESS
100.000000
CMYK
87.450981
58.039218
5.490196
0.000000
C=60 M=60 Y=80 K=0
PROCESS
100.000000
CMYK
60.000002
60.000002
80.000001
0.000000
C=45 M=100 Y=100 K=0
PROCESS
100.000000
CMYK
44.999999
100.000000
100.000000
0.000000
PANTONE P 106-10 C
PROCESS
100.000000
CMYK
23.999999
13.000000
0.000000
3.000000
PANTONE P 106-9 C
PROCESS
100.000000
CMYK
12.000000
6.000000
0.000000
2.000000
PANTONE P 104-15 C
PROCESS
100.000000
CMYK
85.000002
57.999998
0.000000
12.000000
PANTONE P 120-2 C
PROCESS
100.000000
CMYK
38.000000
0.000000
6.000000
18.000001
C=60 M=60 Y=80 K=0 2
PROCESS
100.000000
CMYK
57.708091
57.653159
77.282363
8.459602
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
カラーグループ 1
1
C=90 M=86 Y=86 K=77
CMYK
PROCESS
90.356296
85.522234
85.882348
76.623178
C=71 M=69 Y=64 K=23
CMYK
PROCESS
71.200120
68.749517
64.327455
23.337147
C=71 M=64 Y=68 K=21
CMYK
PROCESS
71.346605
64.019221
67.669183
21.368733
C=82 M=70 Y=79 K=49
CMYK
PROCESS
81.927210
70.479894
78.933394
49.405658
C=80 M=75 Y=57 K=22
CMYK
PROCESS
79.519337
75.106430
56.578922
21.576256
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
13 0 obj
<>stream
HWn7}mXlch$+ /=iK cfsbթúsdu:,_ݍ #Md)
Z-"D\%92aXfZ'*T{&N.þE@Gp58ǣh ~H]