%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Smart Fusion Pricing HDL
2016-07-26T22:18:50-07:00
2016-07-26T22:18:50-07:00
2016-07-26T22:18:50-07:00
Adobe Illustrator CC (Macintosh)
204
256
JPEG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uuid:39dbc563-36f6-564e-bad9-2e200bc38b18
xmp.did:fa69f67b-1f57-4114-b5e7-e73fb003c826
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:86329560-e75a-8949-a5f7-9c4888f453ec
xmp.did:917bd9a1-bd41-45e7-97d2-f2937e9c2c6a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:917bd9a1-bd41-45e7-97d2-f2937e9c2c6a
2014-04-27T17:45:06-07:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:fa69f67b-1f57-4114-b5e7-e73fb003c826
2016-07-26T22:17:41-07:00
Adobe Illustrator CC (Macintosh)
/
EmbedByReference
/Users/RyanMacBook/Documents/HDL /Logo1.jpg
uuid:BBE4A1192163DD11B5EDF9B5C841449C
xmp.iid:59d39a52-83af-4a8b-8e55-ae5255f64e90
EmbedByReference
/Users/RyanMacBook/Desktop/Screen Shot 2016-07-26 at 10.12.56 PM.png
/Users/RyanMacBook/Documents/HDL /Logo1.jpg
uuid:BBE4A1192163DD11B5EDF9B5C841449C
xmp.iid:59d39a52-83af-4a8b-8e55-ae5255f64e90
/Users/RyanMacBook/Desktop/Screen Shot 2016-07-26 at 10.12.56 PM.png
Print
False
True
1
8.500000
11.000000
Inches
CenturyGothic
Century Gothic
Regular
TrueType
Version 2.35
False
Century Gothic
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
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 11.00
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[18.0 18.0 630.0 810.0]/Type/Page>>
endobj
9 0 obj
<>stream
HW[sV~Lv&3%='PCVY2wtNH`?H~U?p::Pi2Ao7~
83tEӲ
dcdD̔RQ 4dݑX*&]m~T1i eX*