%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2021-07-06T09:14:48+09:00
2021-07-06T09:14:48+09:00
2021-07-06T09:13:14+09:00
Adobe Illustrator 24.3 (Macintosh)
184
256
JPEG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uuid:e4b8a64a-87da-7049-8b02-15d8da86d42c
xmp.did:1ff55dbb-3f80-4aea-b43f-946a3f02027d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:2ca13332-02fd-4664-afe7-12bf375d3194
xmp.did:2ca13332-02fd-4664-afe7-12bf375d3194
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:04625F080343EA119F399B6B4FBC8D92
2020-01-30T10:51:29+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:1ff55dbb-3f80-4aea-b43f-946a3f02027d
2021-07-06T09:13:03+09:00
Adobe Illustrator 24.3 (Macintosh)
/
EmbedByReference
/Volumes/Untitled/NaikoHD/コロナ関係/ワクチンチラシ/kiri_gold.png
0
0
EmbedByReference
/Volumes/Untitled/NaikoHD/コロナ関係/ワクチンチラシ/背景or2.psd
adobe:docid:photoshop:de4375b8-c62a-e74c-b3ce-5126f461ff9d
xmp.iid:50118d25-236b-4658-9e7a-f867f86e1ee2
/Volumes/Untitled/NaikoHD/コロナ関係/ワクチンチラシ/kiri_gold.png
0
0
/Volumes/Untitled/NaikoHD/コロナ関係/ワクチンチラシ/背景or2.psd
adobe:docid:photoshop:de4375b8-c62a-e74c-b3ce-5126f461ff9d
xmp.iid:50118d25-236b-4658-9e7a-f867f86e1ee2
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
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=13 M=5 Y=0 K=0
CMYK
PROCESS
13.000000
5.000000
0.000000
0.000000
C=100 M=65 Y=0 K=0
PROCESS
100.000000
CMYK
100.000000
64.999998
0.000000
0.000000
C=100 M=30 Y=15 K=0
PROCESS
100.000000
CMYK
100.000000
30.000001
15.000001
0.000000
C=85 M=10 Y=35 K=0
PROCESS
100.000000
CMYK
85.000002
10.000000
34.999999
0.000000
C=75 M=65 Y=0 K=0
PROCESS
100.000000
CMYK
75.000000
64.999998
0.000000
0.000000
C=55 M=75 Y=0 K=0
PROCESS
100.000000
CMYK
55.000001
75.000000
0.000000
0.000000
C=6 M=5 Y=12 K=0
PROCESS
100.000000
CMYK
6.500000
5.000000
12.000000
0.000000
メインカラー
PROCESS
100.000000
CMYK
65.625000
70.703101
79.687500
35.937500
オフホワイト
PROCESS
100.000000
CMYK
0.000000
0.000000
9.000000
10.000000
C=0 M=0 Y=0 K=100
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=82 M=17 Y=35 K=0
PROCESS
100.000000
CMYK
81.999999
16.982466
35.011899
0.000000
C=3 M=70 Y=100 K=0
PROCESS
100.000000
CMYK
3.000000
69.999999
100.000000
0.000000
C=2 M=21 Y=23 K=0
PROCESS
100.000000
CMYK
1.864652
21.454184
23.489738
0.000000
グレースケール
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
ビビッド
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
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
169 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageB/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
170 0 obj
<>stream
HlWI(¾9@{TB
{w!o|%+pHs