%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
7372 KOM leaflet
2018-12-18T15:22:24Z
2018-12-18T15:22:24Z
2018-12-18T15:22:24Z
Adobe Illustrator CS6 (Macintosh)
168
256
JPEG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=
uuid:75234170-768f-a945-be5e-d84217b075b7
xmp.did:4A310DB4022168118083ED385211681F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:79c594cf-08ce-384a-b153-e975cd34fa14
xmp.did:8C1577D98521681180838ED6DEECF521
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8B1577D98521681180838ED6DEECF521
2018-11-05T11:15:53Z
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:4A310DB4022168118083ED385211681F
2018-12-18T15:22:11Z
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/andy/Work/Tyremen/7372 KOM Tyre Kit leaflet/uniroyal-logo.jpg
EmbedByReference
/Users/andy/Work/Tyremen/7372 KOM Tyre Kit leaflet/Continental-logo.eps
EmbedByReference
/Users/andy/Work/Tyremen/7372 KOM Tyre Kit leaflet/KOM-KIT-pic.jpg
EmbedByReference
/Users/andy/Work/Tyremen/7372 KOM Tyre Kit leaflet/Woman with flat.eps
EmbedByReference
/Users/andy/Work/Tyremen/7372 KOM Tyre Kit leaflet/Fotolia_191820477_M.eps
EmbedByReference
/Users/andy/Work/Tyremen/7372 KOM Tyre Kit leaflet/Breakdown2.jpg
EmbedByReference
/Users/andy/Work/Tyremen/7372 KOM Tyre Kit leaflet/Tyres.tif
EmbedByReference
/Users/andy/Work/Tyremen/7372 KOM Tyre Kit leaflet/Tyres.tif
Print
False
True
1
296.999959
210.001652
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-It.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
MyriadPro-Black
Myriad Pro
Black
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Black.otf
Outlier
Outlier
Heavy
TrueType
Version 1.00 November 12, 2013, initial release
False
Outlier.ttf
Outlier-Rail
Outlier Rail
Light
TrueType
Version 1.00 January 16, 2014, initial release
False
Outlier Rail.ttf
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
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/XObject<>>>/TrimBox[33.0 33.0 874.89 628.28]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/XObject<>>>/TrimBox[33.0 33.0 874.89 628.28]/Type/Page>>
endobj
22 0 obj
<>stream
HФWлЙ}зW0oнСц§РЩ:ЖГ7ЌРvAд3ъLK-ЋЅЬпчЩ4жфтЇиFЄШтЉSХЊCЩdњџ0{ѕіЃ`їуь3Fџ%гвqуЌbN;юQlЙбOє9wRqыgыйньЇйч2мD7fСb8ЏмЗГOl,аџog[іШ~ж