%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Scan Trainer Compact Case study 2
2019-10-09T09:57:09+01:00
2019-10-09T09:57:09+01:00
2019-10-09T09:57:09+01:00
Adobe Illustrator CC 23.1 (Windows)
256
172
JPEG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uuid:b7ea4030-26de-4905-83c1-72a435a61017
xmp.did:9e844a68-49b3-5041-b423-a3bc3511575f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:896077c8-a268-41d7-8b7a-638cc5e41791
xmp.did:d3977169-062d-634e-bf33-57d8aef06d09
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:AED47CD1DE1AE311907C9622B42DFF99
2013-09-11T14:25:26+01:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:9e844a68-49b3-5041-b423-a3bc3511575f
2019-10-09T09:57+01:00
Adobe Illustrator CC 23.1 (Windows)
/
EmbedByReference
T:\IEMS\CLIENTS\GX Group\images\Medaphor Scan Trainer\MPDD-ERGO TV version 2018.psd
xmp.did:093478DDEFC2E811AF669CF74C14F320
xmp.iid:2de88a62-b6ea-504c-8fde-994ecfb069cb
T:\IEMS\CLIENTS\GX Group\images\Medaphor Scan Trainer\MPDD-ERGO TV version 2018.psd
xmp.did:093478DDEFC2E811AF669CF74C14F320
xmp.iid:2de88a62-b6ea-504c-8fde-994ecfb069cb
Print
False
True
1
210.000000
296.999942
Millimeters
Gotham-Light
Gotham
Light
TrueType
Version 2.200 Pro
False
GothamLight.ttf
Gotham-Bold
Gotham
Bold
TrueType
Version 1.200
False
gothambold1.ttf
Gotham-Book
Gotham
Book
TrueType
001.000
False
GothamBook.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
R=71 G=96 B=23
CMYK
PROCESS
70.305900
40.534100
100.000000
31.989000
C=13 M=100 Y=98 K=4
CMYK
PROCESS
13.241778
100.000000
98.281831
3.503471
C=75 M=68 Y=67 K=90
CMYK
PROCESS
75.020981
67.968255
67.022198
90.164030
C=74 M=15 Y=53 K=1
PROCESS
100.000000
CMYK
73.828125
14.843750
52.734375
1.171875
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
Color Group 1
1
C=80 M=29 Y=9 K=0
CMYK
PROCESS
80.078125
29.296875
8.593750
0.390625
C=9 M=96 Y=81 K=2
CMYK
PROCESS
8.984375
95.703125
80.859375
1.562500
C=56 M=45 Y=45 K=32
CMYK
PROCESS
55.859375
45.312500
44.531250
32.421875
C=24 M=18 Y=18 K=1
CMYK
PROCESS
23.828125
17.578125
18.359375
1.171875
C=13 M=9 Y=10 K=0
CMYK
PROCESS
12.890625
8.984375
10.156250
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
11 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
22 0 obj
<>stream
HWIWqhZ/G[Qd@4b !;jvSlRcz#YSUoOoBhUp:xqch߯p
Y(TTZ|Z~QmxZIZ8Q{
6+?V?o~n oջVA.~IV*B1R+ ?/p蚦[jX