%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
xmp.did:4C98DC4F53B4E5118DC3B03F1B53A2AC
uuid:6b119398-e343-44e6-84da-e5741ccfe990
xmp.did:4C98DC4F53B4E5118DC3B03F1B53A2AC
proof:pdf
saved
xmp.iid:4C98DC4F53B4E5118DC3B03F1B53A2AC
2016-01-06T18:04:56+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
E:\A5判20頁data一式\pixta_5965487_M.eps
EmbedByReference
E:\A5判20頁data一式\pixta_11682618_S.eps
EmbedByReference
E:\A5判20頁data一式\pixta_7935110_S.eps
EmbedByReference
E:\A5判20頁data一式\pixta_4043033_M.eps
EmbedByReference
E:\A5判20頁data一式\pixta_7442310_2.eps
EmbedByReference
E:\A5判20頁data一式\pixta_13301570_S.eps
EmbedByReference
E:\A5判20頁data一式\pixta_7442311_S.eps
application/pdf
自律神経失調症_9-10頁
Adobe Illustrator CS6 (Windows)
2016-01-06T18:05:07+09:00
2016-01-06T18:05:07+09:00
2016-01-06T18:05:07+09:00
256
188
JPEG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=
1
False
False
296.999959
209.999929
Millimeters
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
K=0
GRAY
PROCESS
0
K=100
GRAY
PROCESS
255
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
K=25
GRAY
PROCESS
63
K=50
GRAY
PROCESS
127
K=75
GRAY
PROCESS
191
K=100
GRAY
PROCESS
255
C=25 M=0 Y=0 K=0
CMYK
PROCESS
25.000000
0.000000
0.000000
0.000000
C=50 M=0 Y=0 K=0
CMYK
PROCESS
50.000000
0.000000
0.000000
0.000000
C=75 M=0 Y=0 K=0
CMYK
PROCESS
75.000000
0.000000
0.000000
0.000000
C=100 M=0 Y=0 K=0
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
C=25 M=25 Y=0 K=0
CMYK
PROCESS
25.000000
25.000000
0.000000
0.000000
C=50 M=50 Y=0 K=0
CMYK
PROCESS
50.000000
50.000000
0.000000
0.000000
C=75 M=75 Y=0 K=0
CMYK
PROCESS
75.000000
75.000000
0.000000
0.000000
C=100 M=100 Y=0 K=0
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=0 K=0
CMYK
PROCESS
0.000000
25.000000
0.000000
0.000000
C=0 M=50 Y=0 K=0
CMYK
PROCESS
0.000000
50.000000
0.000000
0.000000
C=0 M=75 Y=0 K=0
CMYK
PROCESS
0.000000
75.000000
0.000000
0.000000
C=0 M=100 Y=0 K=0
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=25 K=0
CMYK
PROCESS
0.000000
25.000000
25.000000
0.000000
C=0 M=50 Y=50 K=0
CMYK
PROCESS
0.000000
50.000000
50.000000
0.000000
C=0 M=75 Y=75 K=0
CMYK
PROCESS
0.000000
75.000000
75.000000
0.000000
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=25 K=0
CMYK
PROCESS
0.000000
0.000000
25.000000
0.000000
C=0 M=0 Y=50 K=0
CMYK
PROCESS
0.000000
0.000000
50.000000
0.000000
C=0 M=0 Y=75 K=0
CMYK
PROCESS
0.000000
0.000000
75.000000
0.000000
C=0 M=0 Y=100 K=0
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=25 K=0
CMYK
PROCESS
25.000000
0.000000
25.000000
0.000000
C=50 M=0 Y=50 K=0
CMYK
PROCESS
50.000000
0.000000
50.000000
0.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=100 M=0 Y=100 K=0
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
C=25 M=13 Y=0 K=0
CMYK
PROCESS
25.000000
12.500000
0.000000
0.000000
C=50 M=25 Y=0 K=0
CMYK
PROCESS
50.000000
25.000000
0.000000
0.000000
C=75 M=38 Y=0 K=0
CMYK
PROCESS
75.000000
37.500000
0.000000
0.000000
C=100 M=50 Y=0 K=0
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=13 M=25 Y=0 K=0
CMYK
PROCESS
12.500000
25.000000
0.000000
0.000000
C=25 M=50 Y=0 K=0
CMYK
PROCESS
25.000000
50.000000
0.000000
0.000000
C=38 M=75 Y=0 K=0
CMYK
PROCESS
37.500000
75.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=0 M=25 Y=13 K=0
CMYK
PROCESS
0.000000
25.000000
12.500000
0.000000
C=0 M=50 Y=25 K=0
CMYK
PROCESS
0.000000
50.000000
25.000000
0.000000
C=0 M=75 Y=38 K=0
CMYK
PROCESS
0.000000
75.000000
37.500000
0.000000
C=0 M=100 Y=50 K=0
CMYK
PROCESS
0.000000
100.000000
50.000000
0.000000
C=0 M=13 Y=25 K=0
CMYK
PROCESS
0.000000
12.500000
25.000000
0.000000
C=0 M=25 Y=50 K=0
CMYK
PROCESS
0.000000
25.000000
50.000000
0.000000
C=0 M=38 Y=75 K=0
CMYK
PROCESS
0.000000
37.500000
75.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=0 Y=25 K=0
CMYK
PROCESS
12.500000
0.000000
25.000000
0.000000
C=25 M=0 Y=50 K=0
CMYK
PROCESS
25.000000
0.000000
50.000000
0.000000
C=38 M=0 Y=75 K=0
CMYK
PROCESS
37.500000
0.000000
75.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=13 K=0
CMYK
PROCESS
25.000000
0.000000
12.500000
0.000000
C=50 M=0 Y=25 K=0
CMYK
PROCESS
50.000000
0.000000
25.000000
0.000000
C=75 M=0 Y=38 K=0
CMYK
PROCESS
75.000000
0.000000
37.500000
0.000000
C=100 M=0 Y=50 K=0
CMYK
PROCESS
100.000000
0.000000
50.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=25 M=13 Y=13 K=0
CMYK
PROCESS
25.000000
12.500000
12.500000
0.000000
C=50 M=25 Y=25 K=0
CMYK
PROCESS
50.000000
25.000000
25.000000
0.000000
C=75 M=38 Y=38 K=0
CMYK
PROCESS
75.000000
37.500000
37.500000
0.000000
C=100 M=50 Y=50 K=0
CMYK
PROCESS
100.000000
50.000000
50.000000
0.000000
C=25 M=25 Y=13 K=0
CMYK
PROCESS
25.000000
25.000000
12.500000
0.000000
C=50 M=50 Y=25 K=0
CMYK
PROCESS
50.000000
50.000000
25.000000
0.000000
C=75 M=75 Y=38 K=0
CMYK
PROCESS
75.000000
75.000000
37.500000
0.000000
C=100 M=100 Y=50 K=0
CMYK
PROCESS
100.000000
100.000000
50.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=25 Y=13 K=0
CMYK
PROCESS
12.500000
25.000000
12.500000
0.000000
C=25 M=50 Y=25 K=0
CMYK
PROCESS
25.000000
50.000000
25.000000
0.000000
C=38 M=75 Y=38 K=0
CMYK
PROCESS
37.500000
75.000000
37.500000
0.000000
C=50 M=100 Y=50 K=0
CMYK
PROCESS
50.000000
100.000000
50.000000
0.000000
C=13 M=25 Y=25 K=0
CMYK
PROCESS
12.500000
25.000000
25.000000
0.000000
C=25 M=50 Y=50 K=0
CMYK
PROCESS
25.000000
50.000000
50.000000
0.000000
C=38 M=75 Y=75 K=0
CMYK
PROCESS
37.500000
75.000000
75.000000
0.000000
C=50 M=100 Y=100 K=0
CMYK
PROCESS
50.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=13 Y=25 K=0
CMYK
PROCESS
12.500000
12.500000
25.000000
0.000000
C=25 M=25 Y=50 K=0
CMYK
PROCESS
25.000000
25.000000
50.000000
0.000000
C=38 M=38 Y=75 K=0
CMYK
PROCESS
37.500000
37.500000
75.000000
0.000000
C=50 M=50 Y=100 K=0
CMYK
PROCESS
50.000000
50.000000
100.000000
0.000000
C=25 M=13 Y=25 K=0
CMYK
PROCESS
25.000000
12.500000
25.000000
0.000000
C=50 M=25 Y=50 K=0
CMYK
PROCESS
50.000000
25.000000
50.000000
0.000000
C=75 M=38 Y=75 K=0
CMYK
PROCESS
75.000000
37.500000
75.000000
0.000000
C=100 M=50 Y=100 K=0
CMYK
PROCESS
100.000000
50.000000
100.000000
0.000000
Blue
SPOT
100.000000
CMYK
100.000000
50.000000
0.000000
0.000000
新規カラースウォッチ 1
CMYK
PROCESS
0.000000
70.000000
100.000000
0.000000
新規カラースウォッチ 2
CMYK
PROCESS
51.000000
14.999998
17.000002
0.000000
新規カラースウォッチ 3
CMYK
PROCESS
71.000000
35.000004
37.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 841.89 595.275]/Type/Page>>
endobj
6 0 obj
<>stream
HtWˎ$
WFk{{yQ,m{2%%Qd0O?w<~9Vys:}>za38ߞ:||?_N(I\Vz:kaۡ#ŗL b)vQ^F2W3tol*gy\~:g1zêCZeUr -k|~:f'(ߟ@=Fh.?i
TM5~?֮"gƏjjG
,uˡMN(ǘrCFbs bx9,.gXD;x59ڞBkw ?Hq¬W×<è$j^_W
*Aka-.A{WЈ@)x#nΐ:~z_d)]9dZ