%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R 13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
opioid-safety-handout-1page
2016-11-28T12:23:09-05:00
2016-11-28T12:23:09-05:00
2016-11-28T12:23:09-05:00
Adobe Illustrator CS6 (Macintosh)
188
256
JPEG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uuid:95671881-ea72-074c-945e-d25576e6641b
xmp.did:0280117407206811822A941D330BB223
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:be0ae3a2-8ab8-6d4c-90e2-1d7a129d5ead
xmp.did:64A3042DFF2068118083ADEF61F71149
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118083FA31DF3EFB3B
2013-10-18T11:23:48-04:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0280117407206811822A941D330BB223
2016-11-28T12:23:07-05:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Cond.otf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-BoldCond.otf
MyriadPro-BlackCond
Myriad Pro
Black Condensed
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-BlackCond.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Bold.otf
MyriadPro-Black
Myriad Pro
Black
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Black.otf
Cyan
Magenta
Yellow
Black
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
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
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
16 0 obj
<>stream
HWɒW)b'Q{FjYMC!9EH"nQu, Z3ļ7/w/'ūj蟧r;Q=7Ѩ.M
}ٹWy?kd;IYUT}p`Ξ}V̋wHJRKDװ>Ho