%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
C15_DM8155-04_DM8154-05_Specsheet-080218
2018-02-08T12:19:28+05:30
2018-02-08T12:19:28+05:30
2018-02-08T12:19:28+05:30
Adobe Illustrator CS6 (Windows)
256
180
JPEG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uuid:c938fc9c-b766-4e91-b589-ac038479fdda
xmp.did:E11DFA099A0CE811A3F2A1F995F39FA4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:b093ab5d-45d1-4955-b587-a665cec3c269
xmp.did:F76F47A37EE4E7118B9AE579D2100C37
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6504415F6327E411B64DAA8E5277D402
2014-08-19T11:10:48+05:30
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:E11DFA099A0CE811A3F2A1F995F39FA4
2018-02-08T12:19:20+05:30
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
E:\Caterpillar\2016\Specsheet-templates\Spec Sheet Pictures\Spec Sheet Pictures\C15.jpg
Print
False
True
1
210.000102
296.999959
Millimeters
UniversLTStd-LightCn
Univers LT Std
47 Light Condensed
Open Type
OTF 1.029;PS 001.002;Core 1.0.33;makeotf.lib1.4.1585
False
UniversLTStd-LightCn_1.otf
UniversLTStd-Cn
Univers LT Std
57 Condensed
Open Type
OTF 1.029;PS 001.003;Core 1.0.33;makeotf.lib1.4.1585
False
UniversLTStd-Cn_0.otf
UniversLTStd-BoldCn
Univers LT Std
67 Bold Condensed
Open Type
Version 2.020;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
UniversLTStd-BoldCn_2.otf
UniversLTStd-Bold
Univers LT Std
65 Bold
Open Type
OTF 1.029;PS 001.004;Core 1.0.33;makeotf.lib1.4.1585
False
UniversLTStd-Bold_1.otf
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
15 0 obj
<>stream
HWkoF.~مX<83dQph&NbAQV]ΐ$7
X=w HD^YC32VDZZ2E"V45
BJ2QT#љԒ(uqPWW~3z3~d)#`'ULib8(6uu?VOEM4m3BOehv2R EXY=qp@5êmCS_eDY
e%5E^΅y֖낚wĤ|϶=ڵ2/"X;MR1>gOo߽tN(K}B-Dlr̲~]x&08 l#;t\C?C<Ԭ8u"6;l{NooS