%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
30th Oct-ECE
2018-11-01T12:39:40+05:30
2018-11-01T12:39:40+05:30
2018-11-01T12:39:40+05:30
Adobe Illustrator CS6 (Macintosh)
204
256
JPEG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uuid:c26eb258-2133-9245-abfb-ebdfbcaa4d34
xmp.did:F97F117407206811822AE9CC3CED3ECC
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f2e0a9d6-ed40-1b4c-bf1e-85bebcc7d563
xmp.did:0680117407206811822A9D868F91540E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0480117407206811822A9D868F91540E
2018-10-17T11:10:48+05:30
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:F97F117407206811822AE9CC3CED3ECC
2018-11-01T12:39:36+05:30
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
8.267782
11.692912
Inches
Roboto-Light
Roboto
Light
TrueType
Version 1.100141; 2013
False
Roboto-Light.ttf
Roboto-Regular
Roboto
Regular
TrueType
Version 1.100141; 2013
False
Roboto-Regular.ttf
Roboto-Medium
Roboto
Medium
TrueType
Version 1.100141; 2013
False
Roboto-Medium.ttf
Roboto-Bold
Roboto
Bold
TrueType
Version 1.100141; 2013
False
Roboto-Bold.ttf
ArrowFont
Arrow
Regular
TrueType
Altsys Fontographer 3.5 11/25/92
False
Arrow Regular.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
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
13 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
14 0 obj
<>stream
HW]o}ׯHRZ,$wGcoC(Ȓג!)M.җHl9<