%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Vanair_Warranty_Start_All_Jump_Packs_9272019
2019-09-27T11:03:02-05:00
2019-09-27T11:03:02-05:00
2019-09-27T11:03:02-05:00
Adobe Illustrator CC 23.0 (Macintosh)
192
256
JPEG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:7c65a023-9a0e-b849-8c9e-407fe18027a5
xmp.did:4f9f9890-ee47-4ce0-896d-81f7d38e6f68
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:25ca4ad7-cfbd-4ab2-824d-222d3669dfbd
xmp.did:25ca4ad7-cfbd-4ab2-824d-222d3669dfbd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9eff63bb-f2fb-4ab0-a533-c5d90534d174
2015-05-13T16:04:14-05:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:4f9f9890-ee47-4ce0-896d-81f7d38e6f68
2019-09-27T11:02:55-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
True
1
8.500000
11.000000
Inches
Futura-MediumItalic
Futura
Medium Italic
TrueType
11.0d2e1
False
Futura.ttc
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Cond.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
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 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HdW_7|O{ܑ2^yEQ(A<wtߞjjfm_>xqʇR?N_|#r+XvNX~%Jދn%v||O->~a,Y>^ bo4 xRYX{-}4*8RERsrǧT&POVҘgNe~sa\R˓˒q4iX*æ˦t+He4[L`ڵ\Wd0pR/4CVJJY;`@a4tK][HsYxI킸5UR> u@vf lڐ AJ3_Awp0+`,43P6:0zb=]fZ͒:oGavkj\\"PQ dw,miY
(KVܮg1&!+
?*\W7!K'n#Xħy1evOkPDV0dCF&bD
qc$'kaQkb}2ʌcS*
8h,HB OA+BbػD 虃0ɁagT"eASRG( p+T*? HޥՉ1)d(%IEH@!0ËZψ^EAQ`H_A*E/ŋR8~u nDT`6w47F(A!@$dƚUU5R<Xy