%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
1_WDD_ADCPL_Eng_Standee_10thNov
2016-11-10T12:57:32+05:30
2016-11-10T12:57:32+05:30
2016-11-10T12:57:32+05:30
Adobe Illustrator CS6 (Macintosh)
132
256
JPEG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uuid:24262b00-5a4b-cd49-8c85-b4231ebb1e5c
xmp.did:ACEC7CACE7206811822AB5C9B50A808E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ABEC7CACE7206811822AB5C9B50A808E
xmp.did:ABEC7CACE7206811822AB5C9B50A808E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:41A125AF86206811822AB5C9B50A808E
2016-11-10T12:20:50+05:30
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:ACEC7CACE7206811822AB5C9B50A808E
2016-11-10T12:57:30+05:30
Adobe Illustrator CS6 (Macintosh)
/
Print
True
False
1
36.000000
72.000000
Inches
FiraSans-Bold
FiraSans Bold
Bold
Unknown
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
FiraSans-Regular
FiraSans Regular
Regular
Unknown
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
FiraSans-Medium
FiraSans Medium
Medium
Unknown
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
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
90.000000
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
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 2592.0 5184.0]/Type/Page>>
endobj
11 0 obj
<>stream
HnSr1ޗ@[Id#XKg(b♞_?}?ygS1'|.ς/}iɥϩ8~N?05F᩶cMƤms.kgSpX\tN?Kk=mӽ:u}w~~p7N}.gg}=O=^z_<]/Gr9P-|(m)۫g7~g3ۇ>Z=}y8v͋*
T>d1FۓzĢ Ǖvx<9֖@Ro߾}yկW\^+WZ|
4ťYj(Ri.>22r,>ZOvwz* 'q.?{N?@bŏ bv W68gs/ON_C=|76pyͺ6P"!Aa3Ql:OaR4X|9}Ceg~Vwt[>CɗNjJ]a .)SDee@J)3qQamИGBL
.w,?ܣ>8_s( z)c* %Ok/7 >
# ݧ-`j8`˂\1{9v:W/Y4WwbAC]'Quxw)1ˊрuhʜ8vw~pF6ɇxlgtmΏ`Owyz;lڟN,t:Ԋ𝆶u|Q\5ց(vSP%r23Zh.::v![aN-jTxGAF-ty>-%h&
*̺5awP<ˀ!Ӭl*o+ňpa+%X7k%dmh0BfoQHzJ7i&:aæsV@*/CQstvE%ˉ [GF3]R