%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2017 Conference - VMS Professionals
2017-05-30T17:02:28-05:00
2017-05-30T17:02:28-05:00
2017-05-30T17:02:28-05:00
Adobe Illustrator CC 2015.3 (Windows)
256
156
JPEG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uuid:f09afbbd-2657-4999-8b6b-2c4f83bf4438
xmp.did:ab7f9704-548f-744b-a9bb-17c3cafea42b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b9df3c65-38b9-914e-972b-537ba5d5c788
xmp.did:b9df3c65-38b9-914e-972b-537ba5d5c788
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b8e542c0-a8e3-e349-8249-9d8457938110
2016-03-18T13:56:22-05:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:ab7f9704-548f-744b-a9bb-17c3cafea42b
2017-05-30T17:02:24-05:00
Adobe Illustrator CC 2015.3 (Windows)
/
Print
False
False
1
8.500000
11.000000
Inches
Calibri-Bold
Calibri
Bold
Open Type
Version 5.74
False
calibrib.ttf
Greetings
Greetings
Regular
TrueType
Macromedia Fontographer 4.1.5 12/15/07
False
GREETING.ttf
Impact
Impact
Regular
Open Type
Version 5.00
False
impact.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Tahoma
Tahoma
Regular
Open Type
Version 5.21
False
tahoma.ttf
Tahoma-Bold
Tahoma
Bold
Open Type
Version 5.21
False
tahomabd.ttf
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
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<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
19 0 obj
<>stream
HWn[}W#۷{͒eOf -Z֘l%ǧU)jf$]{:u}uJWwJƪhlTUoz=IGwfJ5{92ROwM.tZތ9{_GѣΎscMlR#:#ߟLȇ5~B;+{z
f`U]T8mkeH'}UqUw{psJҤf/TrdЧsZeђ&~ryj*1PuH:ٔL7*&NiURٯ+[V*VTxmiG85^,ǭs`qpL3>Ԙ4=UOCÁڟӺ>R_* A۪hLdj55";"|8bVCURO/$nv8yӧj~4duuoq{6&5~:vrQ/'S&'wf'M|qt8لzj|v]:P>Wsc4-RtʷOu&<5a%S;}ZCltf&B됆:=95uA&ʺkg㶿xۄTs]kt/'YWs/͂^4tS.ozAC8PpsfMXWWWWW]БܕmӱNû!*n0-QԖȉwD