%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
PVV532G600C36K_Sku Sheet_030722
2022-03-29T10:35:17-07:00
2022-03-29T10:35:17-07:00
2022-03-29T10:35:17-06:00
Adobe Illustrator 26.1 (Windows)
204
256
JPEG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uuid:87b8e068-4d64-47d9-98b8-372272e16201
xmp.did:04faaa60-10bf-2a43-970f-e0d905fe52b2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6477b58f-d22e-e943-a85a-7065a841eeea
xmp.did:6477b58f-d22e-e943-a85a-7065a841eeea
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:88262421-b756-7747-b4a1-e03bef0cdcdb
2017-03-16T16:56:48-07:00
Adobe Illustrator CC 2015.3 (Windows)
/
saved
xmp.iid:04faaa60-10bf-2a43-970f-e0d905fe52b2
2022-03-29T10:35:08-07:00
Adobe Illustrator 26.1 (Windows)
/
EmbedByReference
C:\Users\camer\OneDrive\Desktop\Images\Viper Venom\Viper_Venom_DDR_Non_RGB_B.jpg
xmp.did:D438ABC90F5DEC11A01DBE5AB2A965D3
xmp.iid:442B9389B05EEC11AD61FC9F4281C621
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
Montserrat-Regular
Montserrat
Regular
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
16353
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 16.04
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>stream
HԗY#Dy
^XNoA:@C03F?0<2X\?.I2| s3tM%r_cf[|XFrJ>6/z՞^nskŮ\X|I__]fYfq>ޜ[#P-寗܉ڵ4mKůMyޅV-@6Q
V٬~f6{+[dg}[ڪ3ݯ~@^2t*ܬoqCw
0&]E}liG4I{Q35mcږIR_oiIS7rǤZ#9iGtskMOf~ʸ@MSYPAi]nޞuUuWlync[$s* xˎf(}kmixMV.ɵ7C%qyBEe
x{go5u+T}ǘQ~O&u>)T+(f[uj#FVIL2>Gq9$53NB|{?C^}gJLP]Iȣ|W t3PoRT1Ոu¦v^KD f?qBb1:ӄ