%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Optometric Update November 28, 2017
2017-11-02T16:42:21-05:00
2017-11-02T16:42:21-05:00
2017-11-02T16:42:21-05:00
Adobe Illustrator CC 2015 (Windows)
228
256
JPEG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uuid:246200bd-5f37-4856-abd4-031c3f1e4d36
xmp.did:6d554f74-986a-9545-b371-5190265f56e1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:a6ef0d80-3ab6-604b-b856-624afb924c6a
xmp.did:a6ef0d80-3ab6-604b-b856-624afb924c6a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a6ef0d80-3ab6-604b-b856-624afb924c6a
2017-11-02T16:42:04-05:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:6d554f74-986a-9545-b371-5190265f56e1
2017-11-02T16:42:18-05:00
Adobe Illustrator CC 2015 (Windows)
/
Print
False
False
1
8.500000
11.000000
Inches
GillSansMT
Gill Sans MT
Regular
Open Type
Version 1.65
False
GIL_____.TTF
GillSansMT-Bold
Gill Sans MT
Bold
Open Type
Version 1.65
False
GILB____.TTF
LucidaBright
Lucida Bright
Regular
Open Type
Version 1.67
False
LBRITE.TTF
LucidaBright-Demi
Lucida Bright
Demibold
Open Type
Version 1.67
False
LBRITED.TTF
LucidaBright-DemiItalic
Lucida Bright
Demibold Italic
Open Type
Version 1.67
False
LBRITEDI.TTF
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-It.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
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
PANTONE 368 PC
PROCESS
100.000000
CMYK
56.999999
0.000000
100.000000
0.000000
PANTONE Black 6 PC
PROCESS
100.000000
CMYK
100.000000
34.999999
0.000000
100.000000
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
89.999400
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
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>stream
HWM%
ׯդ;;6>c=x1#BzgiWJe#R~_??~>_tگdOZo|ߎ6<*Xhʩ-l}^e2kq}=~ӗtǏ:o|ҕ7?z3Ƅ3O_zuXZ5uΫZ=M۱pyqu*^#\9,\ҷ?ЅMV&A
fת{6a=]/^ iBJӶ&aqK3Xlc 'ulg[ͳdF/E
v|Vds*v<|}>~=ܫ70//T`O#%QN5'/L0-|b/po6~ċ9
>-s8z@NZXWnW"8yx"*U\۹'Tm&Դ~ &3L^EPt`#./tp8uƽ@
&w3X_n-z?A4'왽z']_