%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 57 0 R 58 0 R 59 0 R 105 0 R 106 0 R 107 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
Adobe PDF library 9.90
2011-06-22T18:39:48+09:00
2011-06-09T14:31:33+09:00
2011-06-22T18:39:48+09:00
Adobe Illustrator CS5
212
256
JPEG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==
xmp.did:041864885692E0118D8F871E69225383
uuid:263bdf04-8f49-41ba-aec3-58654cd00afe
proof:pdf
uuid:6fcb67ca-f852-427c-87c5-fd77686e7892
uuid:e29dce82-82ef-47f2-a37c-3878cdb91079
uuid:6fcb67ca-f852-427c-87c5-fd77686e7892
uuid:6fcb67ca-f852-427c-87c5-fd77686e7892
proof:pdf
saved
xmp.iid:041864885692E0118D8F871E69225383
2011-06-09T14:31:30+09:00
Adobe Illustrator CS5
/
application/pdf
P42 医療施設の動向
1
False
True
209.902778
297.038889
Millimeters
Arial-BoldMT
Arial
Bold
Open Type
Version 3.00
False
ARIALBD.TTF
ArialMT
Arial
Regular
Open Type
Version 3.00
False
ARIAL.TTF
GothicBBB-Medium
GothicBBB Medium-90ms-RKSJ-H
Medium-90ms-RKSJ-H
Unknown
Version 6.008;PS 6.003;hotconv 1.0.57;makeotf.lib2.0.21895
False
KozGoPr6N-Regular.otf
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
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 113 0 R/TrimBox[0.0 0.0 595.0 842.0]/Type/Page>>
endobj
109 0 obj
<>stream
HWn}'hK`%m$F,hyd1+R^JO\gjf 0(3ާ.b7Wb+WOzz