%PDF-1.6
%
538 0 obj
<>stream
h|Rmk0+4:0d@d6jmJ{d(pyrwK (C@9UD[Uv{;징8ϲ"hP=dpD)W){X5F6COpU{O֪o=ygN,ό0F)$x"( Ge3Mr
!P0x&,9)^(v?NvׅC*y!"%m护x S[:5U.zPs:ت;$$_6spgevxlcT=N+ɛn;>؝VjS
5(e՜a^lw9vy[6pAV5p1fsN٥0q'骾w?l
0 λ
endstream
endobj
539 0 obj
<>stream
hެN1_ڝB*'Rԋ@"X h\Ǜ@XDZy{>̪qˇJ؋f]\dW?=Aֈz'D_Z4Q"[%sP>֛d)o9cl6mV
^!lsޞbi,}r>!Kwj/1HZ`P 5 MNDEfXɹXi6uOFZ(rPN3a]DRD E-CU"cFu_2@OVpŎ!gʛ
.
z"y \b@`
]y TGFpLt(41H)FR@EM˾x2Q^jrY$u&YVk&ӟ]7ݬ&ݓ<%[+Y(
dY&;;y$mul|/wҎYYIC{CnKhD_ΏPubuIHi]` "
endstream
endobj
1 0 obj
<>/OCGs[10 0 R 108 0 R 204 0 R 347 0 R 445 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
10 0 obj
<>
endobj
49 0 obj
[/View/Design]
endobj
50 0 obj
<>>>
endobj
108 0 obj
<>
endobj
146 0 obj
[/View/Design]
endobj
147 0 obj
<>>>
endobj
204 0 obj
<>
endobj
242 0 obj
[/View/Design]
endobj
243 0 obj
<>>>
endobj
341 0 obj
<>stream
application/pdf
Leaflet
2022-11-23T12:46:35+05:30
2021-04-08T20:19:33+05:30
Adobe Illustrator 25.2 (Macintosh)
2022-11-23T12:46:35+05:30
256
136
JPEG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:66b41ea2-aa77-9148-9c25-87383a1a5031
xmp.did:0325afda-5600-44f5-b05a-cb5a195a78c8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:37e1b8f4-d48e-6743-816f-931f30540c07
xmp.did:4b9d60ca-6e74-4ae2-9d54-bc7c028dea37
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3dccb895-ed9a-45c1-880b-6c5b93e4b57a
2020-09-23T23:22:58+05:30
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:0325afda-5600-44f5-b05a-cb5a195a78c8
2021-04-08T20:19:30+05:30
Adobe Illustrator 25.2 (Macintosh)
/
EmbedByReference
/var/folders/kl/0ztq83j91154knp2th207p880000gp/T/TemporaryItems/NSIRD_Illustrator_OfADt3/AI_25_2/mIzE8O.tif
/var/folders/kl/0ztq83j91154knp2th207p880000gp/T/TemporaryItems/NSIRD_Illustrator_OfADt3/AI_25_2/mIzE8O.tif
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
210.000000
297.000000
Millimeters
DIN-Medium
DIN
Medium
TrueType
001.000
False
DINMedium.ttf
DIN-Bold
DIN
Regular
TrueType
001.000
False
DINBold.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Regular.otf
TTCommons-Medium
TT Commons
Medium
Open Type
Version 2.000
False
TT Commons Medium.otf
Roboto-Regular
Roboto
Regular
TrueType
Version 2.137; 2017
False
Roboto-Regular.ttf
Roboto-Bold
Roboto
Bold
TrueType
Version 2.137; 2017
False
Roboto-Bold.ttf
Mont-HeavyDEMO
Mont HeavyDEMO
HeavyDEMO
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
R=218 G=78 B=82
Affine Blue
Affine Vilot
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=2 M=100 Y=75 K=0
SPOT
100.000000
CMYK
1.666285
99.526966
75.420767
0.088502
C=2 M=100 Y=75 K=0
SPOT
100.000000
CMYK
1.666285
99.526966
75.420767
0.088502
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
Affine-Color Scheme
1
Affine Redd
SPOT
100.000000
CMYK
1.666285
99.526966
75.420767
0.088502
R=218 G=78 B=82
SPOT
100.000000
CMYK
9.539940
84.264892
66.222626
0.683604
Affine Blue
SPOT
100.000000
CMYK
51.900506
0.051881
9.756618
0.000000
Affine Vilot
SPOT
100.000000
CMYK
59.188217
80.062556
1.461814
0.027466
C=79 M=79 Y=50 K=61
SPOT
100.000000
CMYK
78.515625
79.296875
50.390625
60.937500
endstream
endobj
347 0 obj
<>
endobj
417 0 obj
[/View/Design]
endobj
418 0 obj
<>>>
endobj
445 0 obj
<>
endobj
446 0 obj
[445 0 R]
endobj
447 0 obj
<>stream
HWn}Ga}u2PR_[\9+E,K]iVT]]JH85SHIpN\6jG5Kۨ'jv|;ɅgY@3}_|IK+)zPRhysG/O -
_τ!tAB{Ek\"nF^vo?7вHy@.c1OrM~7Ed*HRDVJpβ UpNjB?:cK 7$NyvLLj9^)-xj]Z/N`ē?vm5|30`(Oɀ!yoQz46A%OFHR,K)iPpEYMi'\P60,ї
tǔ;^)RL.)n.\4`.+'&|EZ 'ö,%ArRHw,s*i'jE\õ^?^68T7]qb4Ix+U3UQh̰5R4
m "l\_QDAtٸ~Rb(X[\ 8, wHX%
bihd
X,`}T&WXRRl(wD'#1֭CV4xq,S^3l'n\1z
ŘiÞ0ar뒳*q Wurx[A:v{ p|܄ޔuPv3{4i@:Ƚ,wxAᑮ,ȬmڹR@F)ՂhaC
Ȓ
EmhlCxL5ȱ7|YQ <[X?{ӧ4cH]BF4czlmoQ2 H[m%#aѰKNOM$ v)Ul'qvQW+I">h̆
|jŇ-)
?cnרDaD
i'?96Sy!J~ef>`ņOԬi"*?O"Y$ A)A!v?t5EIS̉J3{35yI"qB k[M}pjO"kvs?EDmgO`?YQ蜢C"vp;wkt@BCu6ERVYͨw4keD%Cn`?!gV푍c?72+(hݨv]\WT,'R־c)jj+Ч)3ZF:K;@'[;WHta* TfKCIV2@xʳ=fZ;'!3S'2pdy#կIK/}:+j.B@kZQ8yކ]7@ E±_{CI9,9\wo~16ZЪP)Ey'%\zM!I"RR"ܰ(3(
;`}zRN 둉Tь 0+!*NtQ"'-