%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
8.5x11_Clinical_Trials_Day
2018-04-25T13:27:46-04:00
2018-04-25T13:27:46-04:00
2018-04-25T13:27:46-04:00
Adobe Illustrator CC 22.0 (Macintosh)
200
256
JPEG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uuid:c8635972-87a1-d940-bb25-18f93b20f943
xmp.did:d870a713-74d2-4662-afd7-df2de3854c7b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0849c45f-c409-ef4e-a2df-05890567624c
xmp.did:35fb38fd-7ba0-4e71-8dd6-c38d1ff12717
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c0cee10a-65ad-44a4-9991-3333153b12db
2016-03-14T16:58:39-04:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:d870a713-74d2-4662-afd7-df2de3854c7b
2018-04-25T13:27:45-04:00
Adobe Illustrator CC 22.0 (Macintosh)
/
Print
False
True
1
8.500000
11.000000
Inches
AvenirNext-Medium
Avenir Next
Medium
TrueType
13.0d1e10
False
Avenir Next.ttc
BrandonGrotesque-Light
Brandon Grotesque
Light
Open Type
Version 001.000
False
BrandonGrotesque-Light.otf
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 1.101;PS 001.001;hotconv 1.0.38
False
ProximaNova-Reg.otf
ProximaNova-Semibold
Proxima Nova
Semibold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
Proxima Nova Semibold.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
ProximaNova-Bold.otf
Cyan
Magenta
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=20 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
20.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
PROCESS
100.000000
CMYK
85.000002
10.000000
100.000000
10.000000
C=85 M=50 Y=0 K=0
PROCESS
100.000000
CMYK
85.000002
50.000000
0.000000
0.000000
C=100 M=48 Y=12 K=58
PROCESS
100.000000
CMYK
100.000000
47.999999
12.000000
57.999998
PANTONE Warm Gray 9 U
SPOT
100.000000
LAB
53.725498
2
3
PANTONE 1235 U
SPOT
100.000000
LAB
80.000000
30
70
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 62 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HWۮe7|_~`{ܾ"3D /QUm{9AiM[ϟOz0=>/?Zg~_>~o}k~5^?X7cfތ~36noscwѱ]|.@vttPPPPPPPPPPYaR r~5jH~y_Oey=S^?2,az!vK3ش{bYm,3-l0u[ZAUSg@RSg0c'I)$lrp!TB-z'M+=+̮-D|Z^'uL]lqy>3VpO]cĒlnPt;^ۦv6s)~rCv^殕WtM#(kգ0-m?j,~S3",
R]y{ACjH3.=_⢃r(B8:gihvs iWb*:w;P)o.HB$"->i1$ƌG`ws/c.4-ZkˌpxD1/ Kź&;ИFC(ff,g{eanATzIbb}Ǐh@Gr/
n < g55ńK
^Ɓ-=ý;SO?>,s\-fC>b$A!Y
k`ʞQ80VL=ǻ/cf\^xհ4r