%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 15 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
8
2019-05-15T19:23:07+05:30
2019-05-15T19:23:07+05:30
2019-05-15T19:23:07+05:30
Adobe Illustrator CS6 (Windows)
256
116
JPEG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uuid:6f91674b-73cb-4ef4-9094-767a8af40ccb
xmp.did:FC6599251377E911B25F84A8226B7039
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ba5dc92b-6d0a-484a-ab90-b9370a4a0965
xmp.did:0980117407206811822A897E387FE54C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FC6599251377E911B25F84A8226B7039
2019-05-15T19:23:01+05:30
Adobe Illustrator CS6 (Windows)
/
Print
True
True
1
600.424805
815.857910
Points
MillerText-Bold
MillerText Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MillerText-Roman
MillerText Roman
Roman
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
HermesFB-Regular
HermesFB Regular
Regular
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
HermesFB-Bold
HermesFB Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
BentonSans-Black
BentonSans Black
Black
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
ScoutCond-Bold
ScoutCond Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MillerText-Italic
MillerText Italic
Italic
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
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
17 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 600.425 815.858]/Type/Page>>
endobj
18 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 43 0 R/TrimBox[0.0 0.0 600.425 815.858]/Type/Page>>
endobj
19 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 48 0 R/TrimBox[0.0 0.0 600.425 815.858]/Type/Page>>
endobj
44 0 obj
<>stream
HWےG}'B|ݥ/ԦG3VF@niv5g0$>gf{xI+Pr_P5x"ҁ-H.C\ϔ.Nws