%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
University of Glasgow Dementia Conference CP 2018
2018-11-08T11:28:55+05:30
2018-11-08T11:28:55+05:30
2018-11-08T11:28:55+05:30
Adobe Illustrator CC 2015 (Windows)
184
256
JPEG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uuid:777b2f42-55dc-44bb-8413-dec0584a97bb
xmp.did:2ef8c4ee-1f14-2040-8c58-c0f7808d9289
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6ec1380c-2f02-41bd-9a77-4595764bc672
xmp.did:4309676c-581e-ec44-88b9-f2b687f8fd56
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F1FDB255991FE0119808E40BE5A2BB02
2011-01-14T10:17:04+05:30
Adobe Illustrator CS5
/
saved
xmp.iid:2ef8c4ee-1f14-2040-8c58-c0f7808d9289
2018-11-08T11:28:52+05:30
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
E:\Logos\academy\ASHLEY\FINAL\stethescope edit\Final\Transverse version\DA Endorsed.eps
xmp.did:EB13E5D624ACE411A8D3ADB62691AB97
xmp.iid:EB13E5D624ACE411A8D3ADB62691AB97
EmbedByReference
E:\Logos\Logo (2).jpg
0
0
E:\Logos\academy\ASHLEY\FINAL\stethescope edit\Final\Transverse version\DA Endorsed.eps
xmp.did:EB13E5D624ACE411A8D3ADB62691AB97
xmp.iid:EB13E5D624ACE411A8D3ADB62691AB97
E:\Logos\Logo (2).jpg
0
0
Print
False
False
1
210.001656
296.999942
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
Myriad Pro Regular_1.ttf
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
CenturyGothic-Bold
Century Gothic
Bold
Open Type
Version 2.35
False
GOTHICB.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
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[5.6693 5.6693 600.95 847.559]/Type/Page>>
endobj
6 0 obj
<>stream
HWmo.a]X̾qI[lwsR75(VT\ݯ3ٱC3>o._^LEYRXЧnmڙ"E^DqQfkf^AMLq}F8#RtKj%v^v؉df#qId~|qσ狅"M ?ZeKRJ]ٌ/U94m^en;PuE~8QTdh\:4Z2JB$u7ڈa"&o3zl@~d$
zñKdm;GK|֟9zpGWEa(WE9b~W^WҹɫUu `Gu3~JiJ9i]7w 1 |"MqhC!NkDԛĒ1_ON@E~t =V_,tN͗awʟXi,Ӕ-~Z|EZrP;j[)O:Džk\cf$
"(HL)ʐQy'Yo+00).e[އrYUV6-*-J[}ݾ /./,(îPߖNuDv05L
]柋D7]ugx7,ir\#[8er\lBMwM7aU,
ዣ+}xJny1 1Oa^1gV5Yh9X(y}sw̻:m/W>y^ѻ;¿l=*wyѮ}UGoþon[ ̊3OeQI/%ܜLCGhtYo \`h$m#!VA422~SQ IˡEǙM?3ے EҫH/rq]*7c28MZfÇjZ09A푎ރ̓%zM e#X_ btz;mсUw`Ϝȏ@W!_iaf @2@x9RdzNH'Wjr0ݢ7FK_V[1{M@5O(yAyyN-V1AOT?Un>o@ah:m`įsUTh}T)p;6|̂$cu
aHt
-]^~fet
1=c@G W}m1o;K;m;eqM<AXY