%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Heavy Duty Impactor
2014-05-09T17:25:26+05:30
2014-05-09T17:25:26+05:30
2014-05-09T17:25:25+05:30
Adobe Illustrator CS5.1
256
180
JPEG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uuid:b2c3be3a-ca7a-47cf-82f2-d8fc0b084817
xmp.did:918CEDEF6FD7E311829083F8EA0B98CB
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:29e17876-faee-8948-9286-1741a44a591b
xmp.did:F77F11740720681188C6A5613A2C864B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:918CEDEF6FD7E311829083F8EA0B98CB
2014-05-09T17:25:23+05:30
Adobe Illustrator CS5.1
/
EmbedByReference
D:\Kingshook\MCNally Bharat\January\Leaflet\HEAVY DUTY IMPACTOR\Heavy Duty Impactor-02.jpg
EmbedByReference
D:\Kingshook\MCNally Bharat\January\Leaflet\HEAVY DUTY IMPACTOR\Heavy Duty Impactor-01.jpg
Print
False
False
1
7.946370
11.362576
Inches
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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 572.138 818.105]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 572.139 818.105]/Type/Page>>
endobj
14 0 obj
<>stream
H,A
0Esdf(R\x WhM݃[E*WЗ)H0 {&xg7*\B*r5'I4\