%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 8 0 R 9 0 R 104 0 R 105 0 R 106 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
AdaptivCRT_Infographic_v11
2014-05-08T10:59:27-05:00
2014-05-08T10:59:27-05:00
2014-05-08T10:54:02-05:00
Adobe Illustrator CS6 (Macintosh)
200
256
JPEG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uuid:b89b5006-0d65-d74a-8fa8-ddfb214df893
xmp.did:F9818D145A206811822AA9B424608FAD
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:F8818D145A206811822AA9B424608FAD
xmp.did:F8818D145A206811822AA9B424608FAD
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ADF663EF15236811822AA7FB36ED7AA5
2014-04-28T10:05:43-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:F9818D145A206811822AA9B424608FAD
2014-05-08T10:54:02-05:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
8.500000
11.000000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Medtronic
1
C=69 M=0 Y=99 K=0
CMYK
PROCESS
68.750000
0.000000
98.828102
0.000000
C=71 M=0 Y=33 K=0
CMYK
PROCESS
70.703102
0.000000
32.812500
0.000000
C=69 M=2 Y=5 K=0
CMYK
PROCESS
69.140602
1.562500
5.468798
0.000000
C=93 M=61 Y=9 K=0
CMYK
PROCESS
92.578102
60.546898
8.984399
0.390601
C=38 M=87 Y=0 K=0
CMYK
PROCESS
38.251297
87.350296
0.000000
0.000000
C=55 M=46 Y=46 K=11
CMYK
PROCESS
54.631901
46.134102
45.764900
11.120802
K=47
CMYK
PROCESS
49.054699
40.701900
40.848396
4.733300
C=64 M=56 Y=56 K=32
CMYK
PROCESS
64.025299
56.118099
55.526100
31.702101
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 130 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
108 0 obj
<>stream
HWksJ_UJbEH?9H$,/[dkK[\Y2
_=#ؤHhӇo8cp?8nּb(̜{.Z5)&× N*-|rTb 6 0߽$%zN>|EʗLLx7 *:=vR+ERƘ^]W{a$y~pq/'?h!@biqhI",I:G#'u"\D1g$ѽ (Mhh|p$]^/qGkH~f[Wܞ{:%YB7]x.Xu6^7KH