%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
BDC-PricingGuide_08252016_onepage
2016-08-26T13:56:20-05:00
2016-08-26T13:56:20-05:00
2016-08-26T13:56:20-05:00
Adobe Illustrator CC 2015.3 (Macintosh)
256
236
JPEG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uuid:0d73c13c-434d-284a-8dcf-2896c0195f30
xmp.did:2b469b38-e7bd-48c1-b84a-2de7db5b202b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:a75740ab-6ab7-49dc-9b84-0b3ba01a3863
xmp.did:a75740ab-6ab7-49dc-9b84-0b3ba01a3863
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4d22bd70-3cda-48bb-9cd9-cb50ca17d55d
2016-04-20T14:14:19-05:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:2b469b38-e7bd-48c1-b84a-2de7db5b202b
2016-08-26T13:56:17-05:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
FranklinGothicURW-Boo
FranklinGothic URW
Book
Open Type
Version 1.000;PS 1.10;hotconv 1.0.57;makeotf.lib2.0.21895
False
.12784.otf
FranklinGothicURWCon-Dem
FranklinGothic URW Cond
Demi
Open Type
Version 1.000;PS 1.10;hotconv 1.0.57;makeotf.lib2.0.21895
False
.12095.otf
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
.14548.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
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 655 C
PROCESS
100.000000
CMYK
100.000000
90.124357
36.603341
36.707100
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
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWˮ=
S|/Йع82HB,x?H !Teb|Nvo>_~^^ם_nu<?>wn?_oQjqm-z|y1fY]>u;jY68=cbVt"ð,m11>/7Gtƻ
:eu1֫2&veMFg1Rhj01<{ޏjkU4W4lE{.>