%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NA Sportsman Body Dimensions Master
2021-02-03T15:22:16-06:00
2021-02-03T15:22:16-06:00
2021-02-03T15:22:16-05:00
Adobe Illustrator 25.1 (Windows)
204
256
JPEG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uuid:f11b31a2-4578-4a5f-aa19-7c60ce506786
xmp.did:c69de29d-bf05-a149-a02a-a3cd7778b35d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:055dcd80-d238-4ce8-b9b8-2aa1fd09b17e
xmp.did:fce5e389-69e5-6648-8712-af2223a7fed6
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:0873a54a-cb26-2940-822b-0064a0e65f46
2020-01-08T12:15:03-06:00
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:c69de29d-bf05-a149-a02a-a3cd7778b35d
2021-02-03T15:22:13-06:00
Adobe Illustrator 25.1 (Windows)
/
Print
Adobe Illustrator
False
True
1
7.649131
9.674405
Inches
ArialNarrow
Arial
Narrow
Open Type
Version 2.40
False
ARIALN.TTF
ArialNarrow-Italic
Arial
Narrow Italic
Open Type
Version 2.40
False
ARIALNI.TTF
ArialNarrow-Bold
Arial
Narrow Bold
Open Type
Version 2.40
False
ARIALNB.TTF
ArialNarrow-BoldItalic
Arial
Narrow Bold Italic
Open Type
Version 2.40
False
ARIALNBI.TTF
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
BebasNeueBold
Bebas Neue
Bold
Open Type
Version 1.300
False
BebasNeue Bold.otf
Cyan
Magenta
Yellow
Black
PANTONE Reflex Blue 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
Shadows
PROCESS
100.000000
CMYK
74.990457
67.891961
67.034405
90.084684
Tire Black
PROCESS
100.000000
CMYK
74.990457
67.891961
67.034405
90.084684
Hardware
PROCESS
100.000000
CMYK
75.005722
67.864496
67.016095
89.996183
Wheel Color Black 1
PROCESS
100.000000
CMYK
49.308002
40.027463
38.602272
3.781185
Wheel Color Black 3
PROCESS
100.000000
CMYK
69.176775
64.486152
61.388570
59.066147
Wheel Black
PROCESS
100.000000
CMYK
74.972147
67.919427
67.049664
90.145719
R=153 G=119 B=51
PROCESS
100.000000
CMYK
35.956359
47.537956
94.668496
14.380102
R=255 G=241 B=199
PROCESS
100.000000
CMYK
43.772030
40.784311
71.847099
12.597848
Gold Dark
PROCESS
100.000000
CMYK
47.492179
54.003203
100.000000
34.399939
Gold Light
PROCESS
100.000000
CMYK
43.280688
50.701147
100.000000
24.640268
Wheel Color
PROCESS
100.000000
CMYK
74.990457
67.891961
67.034405
90.084684
Template Black copy
PROCESS
100.000000
CMYK
74.990457
67.891961
67.034405
90.084684
Seat
PROCESS
100.000000
CMYK
74.990457
67.891961
67.034405
90.084684
R=162 G=162 B=163
PROCESS
100.000000
CMYK
38.980696
31.964597
31.473258
0.302129
Window Net
PROCESS
100.000000
CMYK
69.903100
67.302966
63.967341
73.797202
R=204 G=204 B=204
PROCESS
100.000000
CMYK
19.467460
15.017928
15.637445
0.000000
Helmet Hardware
PROCESS
100.000000
CMYK
74.990457
67.891961
67.034405
90.084684
Helmet Visor
PROCESS
100.000000
CMYK
74.990457
67.891961
67.034405
90.084684
Helmet
PROCESS
100.000000
CMYK
74.990457
67.891961
67.034405
90.084684
Rivets
PROCESS
100.000000
CMYK
75.005722
67.864496
67.016095
89.996183
Light
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
Plexi Glass
PROCESS
100.000000
CMYK
85.104138
49.719995
58.721292
34.610513
Dark Blue
PROCESS
100.000000
CMYK
100.000000
74.172574
44.272524
38.113984
Roll Cage C 4
PROCESS
100.000000
CMYK
87.219042
47.644767
13.550010
0.579843
Roll Cage A 4
PROCESS
100.000000
CMYK
100.000000
93.432516
31.546500
30.090791
Roll Cage B 4
PROCESS
100.000000
CMYK
100.000000
82.159150
8.932631
0.750744
PANTONE Reflex Blue C
SPOT
100.000000
LAB
14.901959
31
-67
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
19 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 297 0 R/TrimBox[0.0 0.0 550.737 696.557]/Type/Page>>
endobj
20 0 obj
<>stream
HW[O~_Qڧii%o68H"2Y.^;tu DS\sjp_ъz~krՇ%ZunNq%؇TO.n{u2JilW I[iy^}5FO:g`/'pAD|ʇ:
NLx(#^.+8X˕r.Fv.y\o슶dh/ͧ7ǗW'_Wo^}.98e~/ppxǔDhNUW$|y&Ј!%ن'p opx,0M(=,nUCCTڹ ۮީEvA-v.¶]O-Ks7Nխr<_-Ă-x}h߭.ZoUeMI/2.좀4b[!,<Ya;!#l >V8UЕlźutO#>nmCE\>n=sPO\Ik)-!=n_][I7Zu}NX]}"X]0#žPћdqOKDF,Xӟ#i
AY,',C}`YaےAcx!=L]aaTHNZQȱRc2)3`]H2;ߙLDqV0ߌP.A&$yܰ87h]R\ҋ6a~ք˜.j]%Nr,9NItؙ!4~,E1Pn]P18uV_CJϔfiHkdT뇳zaTnNTr*^gt4q&r{`ڢ?9kTJONǩQi=Sĺl_5ȿ+$p'@h:$ˎ>$5\挺O$
W49+:nu#θKߜX<Ųap5>()sJjQ{#C8HۧV)U{S[0FVF"9Hb'4Lvbd!$CIʁTNgns62Ii>Z}Cji;5&K)ƄJ7 &jXǬX+?$ҍ[tvi(=ǘ xD`ΣO|ʶ3TZ&-]xm+K4ݗ4~WyF_jfqEIAa