%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
82-0532-34-MA-RevA
2017-07-24T15:36:05-04:00
2017-07-24T15:36:05-04:00
2017-07-24T15:36:04-04:00
Adobe Illustrator CC 2017 (Windows)
256
180
JPEG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uuid:997e4ad2-3edb-44a9-bcda-38f7f9bf2cf8
xmp.did:598ddbab-b89c-7440-8864-1ce1735ad5f6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:469e897f-9291-4dd6-a775-5349cb0c6ab2
xmp.did:0f737d79-ee43-7949-8248-a72dd6f51378
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0f737d79-ee43-7949-8248-a72dd6f51378
2016-05-10T11:08:19-04:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:598ddbab-b89c-7440-8864-1ce1735ad5f6
2017-07-24T15:35:38-04:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\amaslow\Documents\Tips for Taking Accurate BP\poster_600dpi\suntech_poster_600dpi.psd
xmp.did:f773e27c-3418-e147-9d22-7aa133f60cdb
xmp.iid:9508982d-8ddb-c841-82c2-daae7197b599
C:\Users\amaslow\Documents\Tips for Taking Accurate BP\poster_600dpi\suntech_poster_600dpi.psd
xmp.did:f773e27c-3418-e147-9d22-7aa133f60cdb
xmp.iid:9508982d-8ddb-c841-82c2-daae7197b599
Print
False
True
1
16.535433
11.692913
Inches
Roboto-Light
Roboto
Light
TrueType
Version 2.001151; 2014
False
Roboto-Light.ttf
Roboto-Regular
Roboto
Regular
TrueType
Version 2.001101; 2014
False
Roboto-Regular.ttf
Roboto-Black
Roboto
Black
TrueType
Version 2.001171; 2014
False
Roboto-Black.ttf
SegoePrint-Bold
Segoe Print
Bold
Open Type
Version 5.02
False
segoeprb.ttf
Cyan
Magenta
Yellow
Black
PANTONE 432 C
PANTONE 186 C
PANTONE 2935 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 186 C
SPOT
100.000000
LAB
44.705898
68
40
PANTONE 432 C
SPOT
100.000000
LAB
25.490196
-3
-8
PANTONE Medium Purple C
SPOT
100.000000
LAB
20.784313
50
-59
SunTech
1
PANTONE 289 C
SPOT
100.000000
LAB
12.941176
0
-22
PANTONE 3125 C
SPOT
100.000000
LAB
61.568626
-49
-30
PANTONE 1585 C
SPOT
100.000000
LAB
65.490196
57
72
PANTONE Medium Purple C
SPOT
100.000000
LAB
20.784313
50
-59
PANTONE 186 C
SPOT
100.000000
LAB
44.705898
68
40
PANTONE 376 C
SPOT
100.000000
LAB
70.196098
-37
73
PANTONE 2935 C
SPOT
100.000000
LAB
34.117645
-2
-64
PANTONE 432 C
SPOT
100.000000
LAB
25.490196
-3
-8
PANTONE 433 C
SPOT
100.000000
LAB
14.117647
-2
-6
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/ImageC]/Properties<>/XObject<>>>/Thumb 34 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
15 0 obj
<>stream
HWY%TVxI4A1jef/uC_̗xӧO/tj\Jgkvċg,yX?K:~o˫{K?O)S>ƲsO,r. ce]pse0lxx]5xe߾v_~bkCM<wp%=̆yrk=ϣ
Awta*xi}yOẽ5g]xgjw8v8˘vzdy{8ioMYd`len$^3qlX'C*rhΙRof,gɅLsiΥs㥞=.?Bi¢\]ǯܦ#ڢVB@ )py^;+pބW[X!ֹ/6щpkVE IxhȨ`:-jY+ ]1X;@N9щ^b; 3Zc{
Y䦲Ur*Ug ,8Auz @mdI= CLawaׄ`
eR|)|
]pPmX
MfB]`tt"&w;eˍ.R W(huR-+ˮUn(0M@Π6]UN-&
WVA#wNh"$NvZҖj+]j,`C>TVﺕ0g!Kv8INbŃCԺ>L*\C<=N{txdlm>+y)Fxi^"hBJe#E[I/TZ1؏7܆d**uBHߪe(>qC6G"2.pQtd,*yC^M($Ҍz6A-E':ey"WWVh*8
} Lĩ^;ֽiY
lgBM| LLБۖRr֞>/@.1-SS f8P䯴./y0gEB
']3qoD7UQ";9[iQcS@fl[6ꛏ+Y
'"dDz~]KkC5ӳv$m7"[S/l#*~I1v~3Y$>%.(xG̣udsyu8<fDc