%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 272 0 R 530 0 R 788 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Infographic_CyclophosphamideforNS
2018-03-12T09:08:09-04:00
2018-03-12T09:08:09-04:00
2018-03-12T08:02:41-04:00
Adobe Illustrator CC 2017 (Windows)
256
164
JPEG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:75170445-e6ce-44ef-896b-0216a36acf0c
xmp.did:7c719d45-01ab-c643-8dd0-11bcd7b2fd66
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5160fecf-3eff-4eaa-b5ac-fe7c8f5df8ba
xmp.did:5b99ac80-a7cb-b949-9783-899bea67e696
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:34360bdd-92ce-b744-a66b-0c90f3fbf573
2017-05-11T09:04:12-04:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:7c719d45-01ab-c643-8dd0-11bcd7b2fd66
2018-03-12T08:02:42-04:00
Adobe Illustrator CC 2017 (Windows)
/
Print
False
True
1
8.500000
11.000000
Inches
FranklinGothic-Book
Franklin Gothic Book
Regular
Open Type
Version 2.01
False
FRABK.TTF
FranklinGothic-Demi
Franklin Gothic Demi
Regular
Open Type
Version 2.00
False
FRADM.TTF
FranklinGothic-DemiCond
Franklin Gothic Demi Cond
Regular
Open Type
Version 2.00
False
FRADMCN.TTF
FranklinGothic-Heavy
Franklin Gothic Heavy
Regular
Open Type
Version 2.00
False
FRAHV.TTF
FranklinGothic-Medium
Franklin Gothic Medium
Regular
Open Type
Version 5.01
False
framd.ttf
FranklinGothic-MediumItalic
Franklin Gothic Medium
Italic
Open Type
Version 5.00
False
framdit.ttf
FranklinGothic-MediumCond
Franklin Gothic Medium Cond
Regular
Open Type
Version 2.00
False
FRAMDCN.TTF
Cyan
Magenta
Yellow
Black
PANTONE 430 C
PANTONE 362 C
PANTONE 293 C
PANTONE 128 C
PANTONE 106 C
PANTONE 732 C
PANTONE 731 C
PANTONE 710 C
PANTONE 638 C copy
PANTONE 606 C
PANTONE 576 C
PANTONE 542 C
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 293 C
SPOT
100.000000
LAB
25.882353
11
-67
PANTONE 638 C copy
SPOT
100.000000
LAB
63.921570
-34
-35
PANTONE 710 C
SPOT
100.000000
LAB
53.725491
65
30
PANTONE 106 C
SPOT
100.000000
LAB
90.588234
-4
75
PANTONE 542 C
SPOT
100.000000
LAB
68.627449
-10
-25
PANTONE 576 C
SPOT
100.000000
LAB
60.392159
-23
38
PANTONE 5473 C
SPOT
100.000000
LAB
35.294117
-21
-13
PANTONE 3278 C
SPOT
100.000000
LAB
53.333332
-63
3
PANTONE 219 C
SPOT
100.000000
LAB
50.196079
75
-5
PANTONE 362 C
SPOT
100.000000
LAB
58.039215
-41
47
PANTONE 430 C
SPOT
100.000000
LAB
55.294117
-3
-5
PANTONE 606 C
SPOT
100.000000
LAB
74.117645
-1
88
PANTONE 128 C
SPOT
100.000000
LAB
86.274513
2
68
PANTONE 587 C
SPOT
100.000000
LAB
89.019608
-9
42
PANTONE 158 C
SPOT
100.000000
LAB
63.529411
44
63
PANTONE 3965 C
SPOT
100.000000
LAB
87.058823
-8
103
PANTONE 732 C
SPOT
100.000000
LAB
27.843138
19
31
PANTONE 731 C
SPOT
100.000000
LAB
34.509804
21
38
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
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 845 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 848 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
846 0 obj
<>stream
HWkoF_q, .pȗU7uF
fQ$%1HU\P
'ul5fs_-fbPѓ vu?iAJrXN=fY8QIE> fUJ8(0Q)qv&$1 j:nCb_NEbɽMw4QHJj3Gh)#qPhMn^GO
1g/ޥ$`HFxRxySwz{oh};pBSԋыD^kfDI)zs|@2Bsȿ}=rՏ2'[d2މRJU2L(;P/6~EgeYu
}p$ͫ;\NegXqؔaj ˾("HL`G̚B G{b MT
bV^Ca0\tN~BCio%ʯ{mֽlfpǾ*G;=ˤuyJYGʋ!fNYq֥Y#ţDR&Y+2d2xbFSvUO^ES ͙.2{} 0WCqp{