%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2023_English FAQ Leaflet_Hindi_r2_for web
2024-01-15T12:34:56+08:00
2024-01-15T12:34:56+08:00
2024-01-15T12:34:56+08:00
Adobe Illustrator 28.0 (Macintosh)
152
256
JPEG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uuid:28c2eb99-59e2-474d-b114-de4eaaaaa951
xmp.did:06707f06-fc34-4919-aaea-12813e66c42d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5c577b81-4728-5546-a0d4-8d3f4e296116
xmp.did:8e359ce6-896c-42aa-9540-1f2a8ec139e6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e72e5db4-12ba-4006-94ca-3b80b02639ba
2020-09-04T15:11:46+08:00
Adobe Illustrator 24.1 (Macintosh)
/
saved
xmp.iid:06707f06-fc34-4919-aaea-12813e66c42d
2024-01-15T12:34:51+08:00
Adobe Illustrator 28.0 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 17.00
1
True
False
148.500000
210.000000
Millimeters
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
R=218 G=229 B=231
PROCESS
100.000000
CMYK
13.409628
4.223697
7.248035
0.000000
R=230 G=230 B=230
PROCESS
100.000000
CMYK
69.509417
63.323414
62.291902
59.145492
R=0 G=90 B=137
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=175 G=190 B=197
PROCESS
100.000000
CMYK
31.940183
17.880522
17.251849
0.000000
R=24 G=91 B=137
PROCESS
100.000000
CMYK
90.383762
66.100556
32.761118
0.228885
R=157 G=214 B=51
PROCESS
100.000000
CMYK
46.903181
0.000000
88.732737
0.000000
R=57 G=166 B=227
PROCESS
100.000000
CMYK
70.424962
23.358510
3.479057
0.000000
R=0 G=0 B=0
PROCESS
100.000000
CMYK
74.972147
67.919427
67.049664
90.145719
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=3 G=165 B=150
PROCESS
100.000000
CMYK
79.522389
11.255054
49.237812
0.161746
ffffff
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
Light Blue 700
PROCESS
100.000000
CMYK
80.062556
37.247270
0.000000
0.000000
Light Blue 900
PROCESS
100.000000
CMYK
97.619587
71.892881
9.427024
0.842298
PANTONE P 98-1 C
PROCESS
100.000000
CMYK
25.999999
31.000000
0.000000
16.000000
PANTONE P 96-1 C
PROCESS
100.000000
CMYK
18.000001
20.999999
0.000000
0.000000
PANTONE P 90-7 C
PROCESS
100.000000
CMYK
38.999999
80.000001
0.000000
38.999999
PANTONE P 92-9 C
PROCESS
100.000000
CMYK
9.000000
14.000000
0.000000
7.000000
PANTONE P 88-2 C
PROCESS
100.000000
CMYK
12.000000
25.000000
0.000000
0.000000
PANTONE P 91-15 C
PROCESS
100.000000
CMYK
54.000002
83.999997
0.000000
12.000000
PANTONE P 94-13 C
PROCESS
100.000000
CMYK
58.999997
77.999997
0.000000
28.000000
PANTONE P 92-13 C
PROCESS
100.000000
CMYK
33.000001
51.999998
0.000000
27.000001
PANTONE P 92-14 C
PROCESS
100.000000
CMYK
40.000001
62.000000
0.000000
31.999999
PANTONE P 90-9 C
PROCESS
100.000000
CMYK
9.000000
18.000001
0.000000
11.000000
PANTONE P 88-1 C
PROCESS
100.000000
CMYK
7.000000
14.000000
0.000000
0.000000
R=110 G=121 B=122 2
PROCESS
100.000000
CMYK
63.341725
48.883802
48.828870
0.152590
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Properties<>/XObject<>>>/Thumb 39 0 R/TrimBox[0.0 0.0 420.945 595.276]/Type/Page>>
endobj
6 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 53 0 R/TrimBox[0.0 0.0 420.945 595.276]/Type/Page>>
endobj
7 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 61 0 R/TrimBox[0.0 0.0 420.945 595.276]/Type/Page>>
endobj
16 0 obj
<>/ExtGState<>/Properties<>/Shading<>/XObject<>>>/Thumb 127 0 R/TrimBox[0.0 0.0 420.945 595.276]/Type/Page>>
endobj
62 0 obj
<>stream
HWK$
)-o랱76f|eU@o'*)or:+q6~ǿC_o9qGTǡ(5v;~*֨LJ|6$oϷr枿-[^ǬǗ[kn
/[q_53rLSۺmPS~TR^r={;>/^OyKsSf;)g^[_iwXCʀ掇b\m8״빆H>ArxqzO/Κge<^ۭa'-#n")I
WG d)Q~sm4YSbL`1ZoS/d-F>qg4
gL{dۜAz% - W-M/Rq&SJbY?q/0