%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MB9640WW-SpecSheet
2016-06-28T11:14:49-05:00
2016-06-28T11:14:49-05:00
2016-06-28T11:14:49-05:00
Adobe Illustrator CC 2015.3 (Macintosh)
200
256
JPEG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uuid:1ba8cbe8-c784-e845-8606-e23a4367e8f1
xmp.did:f449d27a-7e6a-46a1-97e6-2dca6344681c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:7439e861-d61d-4495-91a1-a04f2763914c
xmp.did:7439e861-d61d-4495-91a1-a04f2763914c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e07bc09b-c5bd-4b98-9062-3a79a2fc8d26
2016-05-19T09:35:58-05:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:f449d27a-7e6a-46a1-97e6-2dca6344681c
2016-06-28T11:14:40-05:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
Print
True
True
1
8.500000
11.000000
Inches
HelveticaNeue-LightCond
Helvetica Neue
47 Light Condensed
Type 1
001.000
False
HelveNeuLigCon; HelveticaNeue-LightCond
HelveticaNeue-Condensed
Helvetica Neue
57 Condensed
Type 1
001.000
False
HelveNeuCon; HelveticaNeue-Condensed
HelveticaNeue-BoldCondObl
Helvetica Neue
77 Bold Condensed Oblique
Type 1
001.000
False
HelveNeuBolConObl; HelveticaNeue-BoldCondObl
HelveticaNeue
Helvetica Neue
Regular
TrueType
10.0d36e1
False
HelveticaNeue.dfont
Calibri
Calibri
Regular
Open Type
Version 5.62
False
Calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 5.62
False
Calibri Bold.ttf
PAGRevolucion
PAG Revolucion
Regular
Open Type
Version 1.500
False
PAGRevolucion.otf
Cyan
Magenta
Yellow
Black
PANTONE 201 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 201 C
SPOT
100.000000
LAB
36.862701
53
23
Grays
0
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
0
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
16 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
17 0 obj
<>stream
HWnG}Wҭڗ!g,6-kBQm ?֭nʔ/$O-znLͤ8>&RWZ4n54W7RNl}J$|X;TRG-3ʴZhE>Lx~ؿ0Q.K'HRa{8y+/.D#V\NgPqmHUD*V[˲NK?ЧmUdU]^`#[NA32ҀneEjte`j@VeR|d(%[8Q6OG)Mcq"
hTϟ\!Kn_=|;}۴
MXL0:FCa348|O(NhDҭM+>[0sz tkStbc:\l"|ҭX@vXoIڙq1yL5/}