%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Dhamaka Lucky Draw Winner List - 50
2022-08-13T18:55:45+05:30
2022-08-13T18:55:45+05:30
2022-08-13T18:55:45+06:30
Adobe Illustrator 26.3 (Windows)
236
256
JPEG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uuid:c27360c8-226b-41d0-b002-1bf1310fb4cd
xmp.did:978a6ff0-db71-294c-a03d-7b3954ea3b77
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0ce4e3a5-4085-4625-93b0-cc847adab2ea
xmp.did:654d147e-32c6-2442-a72d-34c26a7f41db
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c3e1ea81-4d63-5a43-b4e3-b0c4563c90b0
2022-03-17T14:14:42+05:30
Adobe Illustrator 24.1 (Windows)
/
saved
xmp.iid:978a6ff0-db71-294c-a03d-7b3954ea3b77
2022-08-13T18:55:43+05:30
Adobe Illustrator 26.3 (Windows)
/
Print
Adobe Illustrator
False
True
1
210.000000
227.411532
Millimeters
FuturaBT-Book
Futura Bk BT
Book
Open Type
Version 1.01 emb4-OT
False
Futura Bk BT Book.ttf
FuturaBT-Bold
Futura Md BT
Bold
Open Type
Version 1.01 emb4-OT
False
Futura Md BT Bold.ttf
Gotham-Medium
Gotham
Medium
Open Type
Version 2.200 Pro
False
Gotham-Medium.otf
Gotham-Black
Gotham Black
Regular
Open Type
001.000
False
Gotham-Black.otf
Rupee
Rupee
Regular
TrueType
Version 1.00 July 16, 2010, initial release
False
Rupee.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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=95 M=96 Y=35 K=57
PROCESS
100.000000
CMYK
94.531250
96.484375
34.765625
57.031250
C=30 M=98 Y=100 K=40
PROCESS
100.000000
CMYK
29.687500
97.656250
100.000000
39.843750
R=6 G=118 B=208
PROCESS
100.000000
CMYK
82.696265
51.137555
0.000000
0.000000
R=255 G=255 B=0
PROCESS
100.000000
CMYK
6.182956
0.000000
96.542305
0.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 16.07
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 31 0 R/TrimBox[0.0 0.0 595.276 644.631]/Type/Page>>
endobj
14 0 obj
<>stream
HWے}W#_A!\k(XJʒS w1V9Jjt})iyIş'5|B:GRh7_/.$V.9&oFї 7}>hk~0oN>,VNi酓)b =(N::}`R(m2
BrWI7ᤶ%)i|i+lDB,Y=-A`ITKjW2*%ҀcqBɤ'|