%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
70814_sell_sheet_lowres
2015-12-10T15:06:10-06:00
2015-12-10T15:06:10-06:00
2015-12-10T15:06:10-05:00
Adobe Illustrator CS5.1
192
256
JPEG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=
uuid:bb450a02-e7c2-4527-8bc0-5f1bd404a144
xmp.did:BFB2B59C809FE511A93FA9D2C8896973
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2b73859b-517c-4b06-8ce7-7c951425d521
xmp.did:06D5CF24E5EDE41189459A585C47B5A5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6D0F713D25DEE4119973AD1D87ADB94D
2015-04-08T14:27:05-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:7C386135BCDEE41185CBAB07816EBE47
2015-04-09T08:27:45-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:7D386135BCDEE41185CBAB07816EBE47
2015-04-09T08:33:16-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:7E386135BCDEE41185CBAB07816EBE47
2015-04-09T09:01:23-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:7F386135BCDEE41185CBAB07816EBE47
2015-04-09T09:25:56-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:80386135BCDEE41185CBAB07816EBE47
2015-04-09T09:30:20-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:5097AF57CCE9E4118D7AD37FAAAABE56
2015-04-23T10:20:58-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:5197AF57CCE9E4118D7AD37FAAAABE56
2015-04-23T10:25:59-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:5297AF57CCE9E4118D7AD37FAAAABE56
2015-04-23T10:31:43-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:5597AF57CCE9E4118D7AD37FAAAABE56
2015-04-23T15:56:45-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:B5911F0ADEECE411B5D3ADF19523F26E
2015-04-27T08:05:12-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:B7911F0ADEECE411B5D3ADF19523F26E
2015-04-27T08:35:36-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:B8911F0ADEECE411B5D3ADF19523F26E
2015-04-27T08:47:03-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:BA911F0ADEECE411B5D3ADF19523F26E
2015-04-27T08:51:26-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:7A60E701A2EDE411B62181013D6C4877
2015-04-28T08:02:33-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:7F60E701A2EDE411B62181013D6C4877
2015-04-28T08:27:13-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:06D5CF24E5EDE41189459A585C47B5A5
2015-04-28T15:28:34-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:BFB2B59C809FE511A93FA9D2C8896973
2015-12-10T15:06:05-06:00
Adobe Illustrator CS5.1
/
Print
False
True
1
8.500000
11.000000
Inches
ArialMT
Arial
Regular
Open Type
Version 5.21
False
arial.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 5.74
False
calibrib.ttf
Calibri-Italic
Calibri
Italic
Open Type
Version 5.74
False
calibrii.ttf
Calibri
Calibri
Regular
Open Type
Version 5.74
False
calibri.ttf
Impact
Impact
Regular
Open Type
Version 5.00
False
impact.ttf
Helvetica-Bold
Helvetica
Bold
Type 1
002.000
False
hvb_____0.PFB; hvb_____0.pfm
HelveticaNeue-Bold
Helvetica Neue
Regular
TrueType
1.1d4
False
Helvetica Neue Bold.ttf
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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
PANTONE 186 EC
PROCESS
100.000000
CMYK
2.000000
100.000000
81.999999
6.000000
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
8 0 obj
<>stream
HlW٪d|8?PT|um0?.48RD/__nXivﭝ͎~skoǿ\>Xccb˷9~l $h 9;mۏqf{?g.~ĉ-vv80q)"ۜNXvg~vZvw֖ζ贑w-ػpt`+