%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
T74387Bengali_Ramaden Kareem
2021-04-22T07:47:14-07:00
2021-04-22T07:47:14-07:00
2021-04-22T07:47:13-07:00
Adobe Illustrator 25.2 (Windows)
212
256
JPEG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==
uuid:60329d16-6e32-464b-bca2-88defe3c1cc7
xmp.did:61e33615-3c37-ff4b-968f-ab3e3ef6ea8d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1c6cd609-fd3c-ce49-bc50-f6493b83aef3
xmp.did:1c6cd609-fd3c-ce49-bc50-f6493b83aef3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1cfdf715-3814-42f5-9eb0-f3c9ab5680b9
2021-04-06T12:28:41-07:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:61e33615-3c37-ff4b-968f-ab3e3ef6ea8d
2021-04-22T07:47:06-07:00
Adobe Illustrator 25.2 (Windows)
/
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
GTHaptikRegular
GT Haptik
Regular
Open Type
Version 3.001
False
GT-Haptik-Regular.otf
GTHaptikBold
GT Haptik
Bold
Open Type
Version 3.001
False
GT-Haptik-Bold.otf
NirmalaUI
Nirmala UI
Regular
Open Type
Version 1.40
False
Nirmala.ttf
NirmalaUI-Bold
Nirmala UI
Bold
Open Type
Version 1.40
False
NirmalaB.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
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
BC ID Blue
PROCESS
100.000000
CMYK
100.000000
80.000001
6.000000
31.999999
BC ID Gold
PROCESS
100.000000
CMYK
0.000000
31.999999
100.000000
0.000000
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
14 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 184 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
15 0 obj
<>stream
HWɎ$WT6媑C^5m2dU`a0]"ؗ~do]~lɺ-Wo?d͛ooo~~l>op{pzSV y+s?nNC_7+Z`/7^M友?1z9킇ք"1Km!Cs]>_3\7Γwww0c2$H\^QV<q05!Uh'kݓ/m/U3Rv[ 8-\ՔNUnAj55
]M B{ Xn}O)Pnj܈}%q^SU+