%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
79点
2020-04-29T20:25:47+09:00
2020-04-29T20:25:47+09:00
2020-04-29T20:25:47+09:00
Adobe Illustrator 24.1 (Macintosh)
256
164
JPEG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=
uuid:7dc0f6e4-ed25-d64d-bab3-952852fe1ed8
xmp.did:1168616d-d13f-48b6-85a3-37616c99974b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:686331f9-23c2-1d4e-b855-26637ced6e47
xmp.did:a222028f-b9ad-47b9-8d75-5df1a91e1a67
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:dfbb30e1-b916-4b9b-9f0c-75068256f3d9
2020-01-23T21:45:17+09:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:1168616d-d13f-48b6-85a3-37616c99974b
2020-04-29T20:25:44+09:00
Adobe Illustrator 24.1 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
91.000000
55.000000
Millimeters
STHeitiSC-Medium
黑体-简
中等
TrueType
13.0d1e1
False
STHeiti Medium.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
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
8 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 11 0 R/TrimBox[8.50389 8.50389 266.457 164.409]/Type/Page>>
endobj
9 0 obj
<>stream
HKdG+r2#[5jـ