%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
感染症_ch
2020-02-18T14:55:48+09:00
2020-02-18T14:55:48+09:00
2020-02-18T14:55:48+10:00
Adobe Illustrator CS5.1
188
256
JPEG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uuid:1f63a203-e460-4b91-b47e-ab82ff991927
xmp.did:38A384FB0B52EA11A77AD6C6EF6C55A6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:eac51305-e944-4734-bd34-695e115cfd9a
xmp.did:7C0394F68B4FEA118BB19006BD4C0785
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:04625F080343EA119F399B6B4FBC8D92
2020-01-30T10:51:29+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:7C0394F68B4FEA118BB19006BD4C0785
2020-02-15T11:36:01+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:38A384FB0B52EA11A77AD6C6EF6C55A6
2020-02-18T14:55:28+09:00
Adobe Illustrator CS5.1
/
EmbedByReference
C:\work\マグカップ\kiri_gold.png
EmbedByReference
C:\work\感染症ポわVー\A4\qr20200204101511839.png
Print
False
True
1
209.999929
297.000132
Millimeters
Cyan
Magenta
Yellow
Black
初期a定のスウォッチグルヹ{
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?/xmpG:swatchName>
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 グリヹ{
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK ?/xmpG:swatchName>
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブル?/xmpG:swatchName>
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼミ낿
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
C=13 M=5 Y=0 K=0
CMYK
PROCESS
13.000000
5.000001
0.000000
0.000000
グレヹ{ケー?/xmpG:groupName>
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
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/ImageB/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
HWKl?*?J
2?x?`?W?$sIdRDsxHr?9O?q!z?a?n?~?odT]Q{
u~T M9 ?R??Ҏ{a۞Rf^ O,??
B.?BEQBԇ?ajH?C?ĭ^+qkDzD?9:?F?AIj?C:^cPuJ;|?G>U?M ?>{
ItCӹ?#Pv 7qs!"?y/$9xK0G.$?א?Z%KxX}V˩s^lq?}\4/dCG?)?O
l?W\x09M?S_
?K? E Q?\s(@8aA1.!25o?%?CjjE
@?WBDh??GĈEu?|9H?$UI? jWdL?p)uD[?psRQ?n(@
/)?g?v&38k&$dEB.I-h,