%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ご案内コロナld
2020-04-08T11:07:27+09:00
2020-04-08T11:07:27+09:00
2020-04-08T11:07:27+10:00
Adobe Illustrator CC 23.1 (Windows)
184
256
JPEG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uuid:9ee107a8-0b31-44a2-9fdc-56a5173c1b21
xmp.did:716759a9-5e18-c544-b369-3df5cc15da27
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d42a7d77-98c1-1f4f-85c1-dc4d7414ca32
xmp.did:d42a7d77-98c1-1f4f-85c1-dc4d7414ca32
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:64be8208-40ff-714d-a00d-92f810292970
2020-04-07T17:06:01+09:00
Adobe Illustrator CC 23.1 (Windows)
/
saved
xmp.iid:716759a9-5e18-c544-b369-3df5cc15da27
2020-04-08T11:07:21+09:00
Adobe Illustrator CC 23.1 (Windows)
/
EmbedByReference
C:\Users\s.ishii\Desktop\QR_311214.png
0
0
C:\Users\s.ishii\Desktop\QR_311214.png
0
0
Print
False
False
1
210.001556
297.000083
Millimeters
GothicMB101Pr5-Regular
A-OTF ゴシックMB101 Pr5
R
Open Type
Version 1.010;PS 1.101;Core 1.0.38;makeotf.lib1.6.6565
False
A-OTF-GothicMB101Pr5-Reg.otf
GothicMB101Pr5-DeBold
A-OTF ゴシックMB101 Pr5
DB
Open Type
Version 1.010;PS 1.1;Core 1.0.38;makeotf.lib1.6.6565
False
A-OTF-GothicMB101Pr5-DeBold.otf
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
CI - CMYK
PROCESS
100.000000
CMYK
100.000000
69.999999
0.000000
4.000000
C=30 M=40 Y=80 K=20 1
CMYK
PROCESS
30.000000
40.000000
80.000000
20.000000
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
9 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
HlW9O/u\v/[!@`"O9NfKn\S~կ?/99E߾Tׇ?ӏׇPeVzZmR1OrLsÖu^OiẹW+=Mh!PmCOv+z|vo`@zʹ;=%g/ázcXK^=˜ݏw;` 7z
ڊc?̏]+:r@<V빺:RǵR+P>GC[*s}zS^@MQ&\ϯӡs>&}>Vek6rvtuojalEΰEӐ6mt
se