%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MedSafetyPoster-Japanese
2020-04-22T08:47:35-04:00
2020-04-22T08:47:35-04:00
2020-04-22T08:47:35-04:00
Adobe Illustrator CS6 (Macintosh)
192
256
JPEG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uuid:4cc4cc78-50ea-c049-8fb4-43fc05360701
xmp.did:0580117407206811822ACDC6BC6D078E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:fcdbcbb0-ebe3-d848-a1f6-3a8d6a4c929a
xmp.did:F87F117407206811822A91A0B29951A4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F87F117407206811822A91A0B29951A4
2016-01-28T09:53:28-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0580117407206811822ACDC6BC6D078E
2020-04-22T08:47:33-04:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.otf
KozGoPr6N-Bold
小塚ゴシック Pr6N
B
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Bold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Helvetica
Helvetica
Regular
TrueType
13.0d2e2
False
Helvetica.ttc
HelveticaNeue-CondensedBold
Helvetica Neue
Condensed Bold
TrueType
13.0d3e1
False
HelveticaNeue.ttc
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
13.0d3e1
False
HelveticaNeue.ttc
Cyan
Magenta
Yellow
Black
PANTONE 2925 U
PANTONE 5763 C
PANTONE 200 C
PANTONE 1797 U
PANTONE 187 C
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 2925 U
SPOT
100.000000
LAB
59.215698
-10
-44
PANTONE 1797 U
SPOT
100.000000
LAB
52.156898
52
26
PANTONE 200 C
SPOT
100.000000
LAB
41.568600
66
34
PANTONE 5763 C
SPOT
100.000000
LAB
50.196098
-8
24
PANTONE 187 C
SPOT
100.000000
LAB
37.647099
57
30
PANTONE 186 CVC
SPOT
100.000000
CMYK
6.670000
90.200005
79.219994
0.780000
CSHP Blue
PROCESS
100.000000
CMYK
100.000000
72.999992
0.000000
2.000000
PANTONE 638 C
PROCESS
100.000000
CMYK
81.094101
7.345700
9.103500
0.000000
PANTONE 7408 C
PROCESS
100.000000
CMYK
2.441400
25.888500
100.000000
0.000000
PANTONE 7480 C
PROCESS
100.000000
CMYK
85.940300
0.000000
78.414604
0.000000
PANTONE 7417 C
PROCESS
100.000000
CMYK
3.109800
86.062401
85.430702
0.213600
Grays
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
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
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HW˪GWtZXf#f@WDDf9wwqOvWWeeFFF__7>b-{ߧŷӯۗ=Is^j7VπaZ?T'xT~vKr21=3|˙z8;.q~&ڙ\փ[+nȯcgcOl?pYqє>ֳVᙺz΄Pz:gm83粧|C"qލۖZ
+9lζԉ#Wp2/nݶT 0+-Ge da.UL^0 s?
~NA D}'-==<8q͎=p̴,<âćr.^\y.n_p/amm!w@F'1D~k%#DIp̏a2%9F5#Dv~CBs+דΛV^zbaS wv=xĸPA<, _X?n$|b;>"_CҐ?bޯ1/gUA05s^聆9-v#ӑp@ML.zkőf
'Pi
ͯ6vX;u: %mA+Df{4 ArJJiGn=uĆ5M_;6$OsS[T*Ǥᱟ~yQ"AQhH6v01JjW*;4W1E;gesO8!83 P dI(3!Gz҅2g2F 3(]Fq7FE&Yy#t|0oȅAsd|]۷XAUR[X-Ykk13ڞÈWƩ<( )).u-lnZCV
Sc8A-?M%̍rHLN;Vi\$c!&ǘ7(niB1'YLIuyfU,蹵skѼ2ȡ9iTG'T{˴VjZg 3J@*\mM| ?+#L]wc2,\؆/CNo6Ehܝћ{
c̟+uY#
gw&Dc(lCNm=![yXWb4زWeJBȞ(P`XN:&+dÝ"SU@xd|cg/3>2:2ӛFp9^l.ޔ=#*7ݑ6.mR<}Kmd
"#vOm(6[F!H(8k-Jr[}$)-T*NJ0ċܲ(d7We;
,dhQ.Ke>Pf% 3qٺd 9sϦgr"
)xE3Wz[SPHi['FQkbZƲR"eꈧ$î:ֵ,TAmjUF펍(2YΜuD JK#dBAO%%{ U^U5YBOi-wcҹN.h:,OHv'1y
.P; h1B$e#M{I2I>4:J^>;pH@P*H3a,aR)J