%PDF-1.6
%
1 0 obj
<>/OCGs[13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
5236539 LIT ESOMEPRAZOL BASICS 40MG TAB DE (S6)
Adobe Illustrator 26.5 (Windows)
2022-12-01T16:08:04+06:30
2022-12-01T16:08:04+05:30
2022-12-01T16:08:04+05:30
128
256
JPEG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xmp.did:3fdb9ca1-3979-f141-b0df-f9c44bf46d55
uuid:e704a9c6-955d-4580-8d09-e992d48b8175
proof:pdf
uuid:6C324FE1E968E6118E7CD823C1B10F4D
uuid:7011a3e4-10ef-42a7-9164-b8cf5f1a9ba0
xmp.did:a696a5dd-7ace-fd44-8d87-887eb0db00d0
uuid:6C324FE1E968E6118E7CD823C1B10F4D
default
saved
xmp.iid:655485e7-dc28-4e4d-9e30-5f20c93204dc
2017-03-01T17:48:51+05:30
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:3fdb9ca1-3979-f141-b0df-f9c44bf46d55
2022-12-01T16:08:02+05:30
Adobe Illustrator 26.5 (Windows)
/
Print
Adobe Illustrator
1
False
False
160.000000
644.228987
Millimeters
Flyer-BlackCondensed
Flyer Black Condensed
Regular
Open Type
001.000
False
Flyer Black Condensed Regular.otf
Futura-Book
Futura Book
Regular
Open Type
001.000
False
Futura-Book.otf
Futura-BookOblique
Futura Book
Italic
Open Type
001.000
False
Futura-BookOblique.otf
Futura-Heavy
Futura Heavy
Regular
Open Type
001.002
False
Futura Heavy Regular.otf
Futura-HeavyOblique
Futura Heavy
Oblique
Open Type
001.000
False
Futura Heavy Oblique.otf
FuturaEF-Heavy
FuturaEF Heavy
Regular
Open Type
001.000
False
FuturaEF Heavy Regular.otf
Swiss721BT-BoldCondensed
Swis721 Cn BT
Bold
Open Type
Version 1.01 emb4-OT
False
Swis721 Cn BT Bold.ttf
Cyan
Magenta
Yellow
Black
Die lines
Pantone 282
PANTONE 282 C
PANTONE 151 C
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
Pantone 282
SPOT
100.000000
CMYK
100.000000
72.156900
0.000000
56.078398
PANTONE 282 C
SPOT
100.000000
CMYK
100.000000
68.000001
0.000000
54.000002
PANTONE Red 032 CV
SPOT
100.000000
CMYK
0.000000
90.979999
87.059999
0.000000
PANTONE Red 032 C
SPOT
100.000000
CMYK
0.000000
89.999998
86.000001
0.000000
PANTONE 2597 C
SPOT
100.000000
CMYK
85.097998
100.000000
0.000000
0.000000
PANTONE 151 C
SPOT
100.000000
CMYK
0.000000
47.999999
94.999999
0.000000
PANTONE 208 C
SPOT
100.000000
CMYK
0.000000
100.000000
36.000001
37.000000
PANTONE Orange 021 C
SPOT
100.000000
CMYK
0.000000
52.999997
100.000000
0.000000
Die lines
SPOT
100.000000
CMYK
50.000000
50.000000
0.000000
0.000000
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
21.0.1
Adobe PDF library 16.07
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 453.543 1647.11]/Type/Page>>
endobj
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 453.543 1826.16]/Type/Page>>
endobj
23 0 obj
<>stream
HWM_1G'd+G)JNN`h+%ȯOWgs.M]]ͷoL7>݇Ͷû?^l}#~yn{y˩ն2>fuݓmb
#O7k/a
Cne+m6ӞR7cs3<r0g0l`Úm2:כWw{I81_w[Y{yt+QNCF==^C{+~9qyƶ^?0gP@+vr&;
p4<'x==|hv,t݂cuf Pni_fgҢ%f}@Ҍ*
bO<;B8esX[p'^|Z~y|ߣ6-X<=06RWC L 7AH
[vDvrK9(ok:" W8"Z8xj\>PݖcXLy*qN8Hw.^JH9A0*feJ