%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
line_friend
2020-09-14T18:53:56+09:00
2020-09-14T18:53:56+09:00
2020-09-14T18:53:56+09:00
Adobe Illustrator 24.2 (Macintosh)
160
256
JPEG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uuid:60b21bcf-6d26-ec4f-aadf-fe96c3744efa
xmp.did:b3f240a9-9775-4296-90ee-050c1a2f72fd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:60611213-d35a-4d16-ba20-014045c322c1
xmp.did:60611213-d35a-4d16-ba20-014045c322c1
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:60611213-d35a-4d16-ba20-014045c322c1
2020-09-14T18:53:36+09:00
Adobe Illustrator 24.2 (Macintosh)
/
saved
xmp.iid:b3f240a9-9775-4296-90ee-050c1a2f72fd
2020-09-14T18:53:48+09:00
Adobe Illustrator 24.2 (Macintosh)
/
EmbedByReference
/Users/yoshiko/Downloads/qr/L.png
0
0
EmbedByReference
/Users/yoshiko/Desktop/スクリーンショット 2020-09-14 18.51.11.png
0
0
/Users/yoshiko/Downloads/qr/L.png
0
0
/Users/yoshiko/Desktop/スクリーンショット 2020-09-14 18.51.11.png
0
0
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
SourceHanSansJP-Regular
源ノ角ゴシック JP
Regular
Open Type
Version 2.000;hotconv 1.0.107;makeotfexe 2.5.65593
False
.23597.otf
SourceHanSansJP-Bold
源ノ角ゴシック JP
Bold
Open Type
Version 2.000;hotconv 1.0.107;makeotfexe 2.5.65593
False
.23591.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
C=72 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
72.000003
0.000000
100.000000
0.000000
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 17 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
HWɮdGW휇-Fb ` 6sm !ԯUqbo~Mo?}|}e#p-=wOǏoyO}4Eף5c81~*Gߏ9e}qO}䴴ܒ6A? [n$D{ 78+'[
SF9h>;z}=ڏ֡V 15ʹ7p~?