%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Kamladevi Poster 13-4
2016-04-13T12:37:43+05:30
2016-04-13T12:37:43+05:30
2016-04-13T12:37:43+05:30
Adobe Illustrator CS6 (Macintosh)
176
256
JPEG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=
uuid:c3fa7241-0043-384d-aa82-d13426af4d17
xmp.did:0680117407206811822AD7417F15D710
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:78036502-c3ba-2d44-af0e-1b0921f142a1
xmp.did:048011740720681183D1F4C7A9550BA0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:048011740720681183D1F4C7A9550BA0
2016-04-12T17:13:54+05:30
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0680117407206811822AD7417F15D710
2016-04-13T12:37:39+05:30
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/ssdogra/Desktop/Logos/IGNCA__600dpi.tif
Print
False
True
1
12.000000
18.000000
Inches
Apple-Chancery
Apple Chancery
Chancery
TrueType
8.0d1e1
False
Apple Chancery.ttf
ArialNarrow
Arial Narrow
Regular
Open Type
Version 2.38.1x
False
Arial Narrow.ttf
ArialNarrow-Bold
Arial Narrow
Bold
Open Type
Version 2.38.1x
False
Arial Narrow Bold.ttf
KrutiDev010
Kruti Dev 010
Regular
TrueType
1.0 Fri Apr 04 03:37:16 1997
False
Kruti_Dev_010.ttf
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
PerpetuaTitlingMT-Light
Perpetua Titling MT
Light
Open Type
Version 1.76
False
Perpetua Titling MT
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=20 M=100 Y=90 K=39
CMYK
PROCESS
19.999998
100.000000
90.000000
39.000000
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=92 M=67 Y=0 K=0
CMYK
PROCESS
92.000000
67.000000
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/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 864.0 1296.0]/Type/Page>>
endobj
7 0 obj
<>stream
HЄV]oлF|зЏXє%GРКмїёв'Чv]5вкJ".
кЂ-FщHrїзwю(YHj>"wvggчN.i>xyz.шf5wrgHЊрhYЎЏ'P&]bбЪsm] +wJw PеаUцX[зХe, БEІћj=KёvuXѓм9пТ(|Ѕцф%Gqг~qс2№РLуџ:s@)БaЭО2t+kPrЪOз1pДъоiяЋЊNюъЭEЮзм(zЉ*ЭШ{ЉV+ЕЋuемPAгЂ`4gC`y`M7м,
3ѕКJ=(ЉНІuDл
AЄЩFFЅДАХЅt0\)хЛ6МAмКЁЪYyЫ-hBG]iio3sЧщь!>рб') 9О*ШчIяћBьюb +kв6ясЃ$ЅnS[ЊRwќ+!шvПF ІђwZОIф§ідХпХA4oћ4FGDу1NFаOй}Ћfwe]ЫxmQoБЬrvIЫh\ояt№ЄЯRHI9Ггѕ$ѓIЮкЛЈaн"Йл(9-иftp
Ejvд#]тTлyBYммеЙ WьЄI
МNяюqЋ@ЧЎ+ZWыКnх6Y&5ШgЖ 7ажА/EњНищс§YСbЭ+п]Э@ГDб`П)_ќ{г{Гj|n