%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 67 0 R 126 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
bluthanePDSPUR1230LIB
Adobe Illustrator CS5.1
2013-05-31T17:47:33+06:30
2013-06-17T15:45:38+05:30
2013-06-17T15:45:38+05:30
184
256
JPEG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xmp.did:8957F80FECC9E2119B7ED6632F0AC423
uuid:48fe5a5b-3411-4d10-9d16-c0f510a758ba
uuid:1423D413E232E211BDCFBC629B3703C5
proof:pdf
uuid:959ba6cf-5b81-4165-9adc-51d4a4122822
uuid:1423D413E232E211BDCFBC629B3703C5
uuid:1423D413E232E211BDCFBC629B3703C5
saved
xmp.iid:8957F80FECC9E2119B7ED6632F0AC423
2013-05-31T17:47:29+05:30
Adobe Illustrator CS5.1
/
EmbedByReference
D:\DESIGN\GRAPHIC DESIGN\Logos\Bluthane\logobluthanefinal.jpg
Print
1
False
False
595.275391
841.889648
Points
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Semibold.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-It.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.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
90.000004
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
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000001
69.999999
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
69.999999
90.000004
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000004
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000001
0.000000
94.999999
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000002
5.000001
94.999999
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000001
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000002
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000001
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 132 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
128 0 obj
<>stream
HWms__ې@ɒ(=T[w3ӡDbM:A