%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Codingal Trust Certificate
2020-12-01T16:56:46+05:30
2020-12-01T16:56:46+05:30
2020-12-01T16:56:46+06:30
Adobe Illustrator CC 23.0 (Windows)
184
256
JPEG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uuid:1ce19e30-8e7f-42e6-8cd9-13cb8bd1ebe2
xmp.did:55880d07-5cfb-4243-b395-587f3060ae15
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:68d48ff8-408c-c549-a2df-ffce9ccf2466
xmp.did:68d48ff8-408c-c549-a2df-ffce9ccf2466
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:68d48ff8-408c-c549-a2df-ffce9ccf2466
2020-12-01T16:52:29+05:30
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:55880d07-5cfb-4243-b395-587f3060ae15
2020-12-01T16:56:39+05:30
Adobe Illustrator CC 23.0 (Windows)
/
Print
False
True
1
595.276000
841.890000
Points
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 2.003
False
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 2.003
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
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
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 15.00
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 83 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
HWۮ$I
|蚼_^h-"4ODY]={Aet7iǰ滏vi?nymucwp_|.s`I9xY߹hgF~ +zoܟ.퇼G$ޣ{itP~o-ctl-VnxxO~O!}au;ncG|4!f$x82{;^80D˙cǫIJ;R{1ƧE}<(-3'QX&8N9m(Vі$7`]e0BW6漾d$uH?>m.,hϜv
1U~vЎ1fq`n ZθOy J*z)R^7ޗ0³K0(ީ6ȑ⾾iS沝;ĻKϹ8mmhwmMGJ}s.YAGFx"w>z<{n
Vs{ƌڹա}Mlo0I߸_t1Gx\/AVx8NB[ cx徠T:m>
}m,dͲzQHKN$M8WZ Qx-0r`5gKԺ":OprY؟S\-Aʧ!qCot7W84]MvjHPյ:Ѡf\qbb^ǁ!
dwACäȜI]%p%9,
#A8
:|$s(=)k3o+$!:E*5nPJИ"Iz߸=xpkՐ(P{&U@%Ȏy߄0^;5!}x%fݨ"ޑ!ݴF`\feH?V~oGސYLH-䪮뢪-gXCz@>GxśK˄5dWV@&+MG\j
5)di
cZ]WALV&,J{P꜐\B9Z~ 50VD\LT|ޛЗ+Ir+z['={L6d(٘tսE
荤a]5Km-u_s}S))wZsmծjwO=̛AifUueޚ>V]hw]ݵZuoCNR_K;ZZeUϡOm"#XH̑Xiu}3MfD]sXؘ$2o`xyE}3
^!. %L80MT K[T+Ne*ƤEH07F1ojrVIdZ~q[oсs*!|`
&ŷv#k9&>봰!$u¥
ܽ3B&=6lYP(8!ΐ=kDl_ZDZF;*+zY,8[5P-G(ŌyUAr's0\ڈ/'ye[VGL婥4DiO
%IP6c
h"߅}]bNZ=} (21ҺAgtTVtC2B笩rpesA{lS!/kA5._b!nO|0KbINxՃ_](l~dXtoԵ|p=al
MPقt^+yӒtZ7hsꈥy4_cк|!^W\PJYiąP$EgE2<])FC%=Amah