%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
10 Most Prestigious Companies of the Year 2021_logo
2021-12-06T19:09:05+05:30
2021-12-06T19:09:05+05:30
2021-12-06T19:09:05+05:30
Adobe Illustrator CS6 (Windows)
256
256
JPEG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uuid:c1add128-eb1f-4b90-9355-1c57da71b9bd
xmp.did:8F33E4DF9956EC11926A8BB49D26D4ED
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:E2C44F248D56EC11926A8BB49D26D4ED
xmp.did:E2C44F248D56EC11926A8BB49D26D4ED
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:D9C44F248D56EC11926A8BB49D26D4ED
2021-12-06T17:37:54+05:30
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:8F33E4DF9956EC11926A8BB49D26D4ED
2021-12-06T19:09:02+05:30
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
D:\CB logo\magazine logo\Final black.png
Print
False
True
1
4080.000000
4288.000000
Pixels
EnterSansmanBold
Enter Sansman
Bold
TrueType
1.02
False
MicrosoftTaiLe-Bold
Microsoft Tai Le
Bold
Open Type
Version 6.00
False
taileb.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
Vani-Bold
Vani
Bold
Open Type
Version 5.91
False
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
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 4080.0 4288.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWۊd|8S[uB5#Îe{V$~ӽ,#Xɩkd/>~|v8rw*jɇ˙S|G,-~X_egoOoG<~1֒
=UfOy8lԑFvSo|?W6RSxaL*o x_|u}^~ITcb|qC-r05%ajQ8 2nCa%e !̈́Be!q5}GY?55B{g&ab{,VG90-%f7ؙ(K!-O!UIv2+zW@T`L:~wQRFD ڢ^E3Jx
(L
_!+:2x.c Au\ChXl