%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Jenkins-Motor-Test-Systems-2018-Pricing-and-Specifications
2017-12-21T17:51:40-06:00
2017-12-21T17:51:40-06:00
2017-12-21T17:51:40-06:00
Adobe Illustrator CC 2017 (Macintosh)
256
136
JPEG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=
uuid:f4a2ed34-3b61-2642-b82a-90d8915e77e9
xmp.did:28a46521-ea22-495e-ad6c-5c1a98d98256
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:fd587582-1895-426c-9e8b-93e3f98c8c21
xmp.did:fd587582-1895-426c-9e8b-93e3f98c8c21
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2aed7660-4906-4e7c-be0f-213a2aa505e2
2017-06-13T16:36:57-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:28a46521-ea22-495e-ad6c-5c1a98d98256
2017-12-21T17:51:35-06:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
True
1
25.960101
15.311373
Inches
BebasNeue
Bebas Neue
Regular
Open Type
Version 1.400
False
Flat-it - BebasNeue.otf
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
.14548.otf
OpenSans-Semibold
Open Sans
Semibold
Open Type
Version 1.10
False
.14549.otf
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
.14541.otf
SourceSansPro-Regular
Source Sans Pro
Regular
Open Type
Version 1.036;PS Version 1.000;hotconv 1.0.70;makeotf.lib2.5.5900
False
SourceSansPro-Regular.ttf
SourceSansPro-Bold
Source Sans Pro
Bold
Open Type
Version 1.036;PS Version 1.000;hotconv 1.0.70;makeotf.lib2.5.5900
False
SourceSansPro-Bold.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
29
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
Adobe PDF library 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 40 0 R/TrimBox[0.0 0.0 1869.13 1102.42]/Type/Page>>
endobj
15 0 obj
<>stream
HWio_j} (2AkƊ8qliAZYu!EI3m$GuuWߜ
ț%Gҡc?_;o%|]v$PgDSSk%6Vry37IsIDcn-S%c,\8|鼯wKӬ}M<֕]08Tn` f+x]>0,nJ [g7u+`.}bVJ+p 68㠭(9bX=%0$a x*6 yz/%cp}QL)Bþ$tAGK'A;i{w-IIJ~%'g|t$t?ؑnOrvT[ ~$A H7&a0yL#?§"0_|c|[Mf$ܑJC[LmPB!`Z]^lIo1/n&"#n:@>wz ]fx>~>K ˦!.B*r$
6(%Kbv땀#BZ
w