%PDF-1.5
%قكدس
1 0 obj
<>/OCGs[15 0 R 16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
5208487 LIT PANTO BCS 40MG TAB Repack W_Ink DE
Adobe Illustrator 24.1 (Windows)
2020-04-02T06:57:21+05:30
2020-04-02T06:57:21+05:30
2020-04-02T06:57:21+05:30
132
256
JPEG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xmp.did:bdf0dd59-c814-4a44-ab3a-d42acbaf6258
uuid:811c0521-d818-4443-a376-54857f807935
proof:pdf
uuid:2D39CB79BE39E6119F73911C397A74FD
uuid:fe76096f-aeab-43e6-b6da-f0cec92eae3d
xmp.did:ec21687d-c14b-e344-a6b9-691444c912d0
uuid:2D39CB79BE39E6119F73911C397A74FD
default
saved
xmp.iid:c59e1bac-b966-ce42-ab1b-a91f3be805c6
2017-03-03T17:26:50+05:30
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:bdf0dd59-c814-4a44-ab3a-d42acbaf6258
2020-04-02T06:57:19+05:30
Adobe Illustrator 24.1 (Windows)
/
Print
Adobe Illustrator
1
False
False
160.000000
628.421682
Millimeters
Flyer-BlackCondensed
Flyer
Black Condensed
Type 1
001.000
False
FlyeBC13_4.PFB; FlyeBC13_4.pfm
Futura-BookOblique
Futura
Book Oblique
Type 1
001.000
False
FutuBO08_4.PFB; FutuBO08_4.pfm
Futura-Heavy
Futura
Heavy
Type 1
001.000
False
FuturH79_4.PFB; FuturH79_4.pfm
Futura-HeavyOblique
Futura
Heavy Oblique
Type 1
001.000
False
FutuHO06_4.PFB; FutuHO06_4.pfm
Futura-Book
Futura Bk
Book
TrueType
mfgpctt-v4.4 Mar 7 2000
False
FtraBk.ttf
FuturaEF-Heavy
FuturaEF
Heavy
Type 1
001.000
False
Fuhv____3.PFB; Fuhv____3.pfm
Swiss721BT-BoldCondensed
Swis721 Cn BT
Bold
TrueType
mfgpctt-v1.50 Thursday, December 24, 1992 10:37:15 am (EST)
False
swz721bc_1F.ttf
SymbolMT
Symbol
Regular
Open Type
Version 1.60
False
SYMBOL_4.TTF
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 3.00
False
times_18.ttf
Dotum
ًٌ
Regular
TrueType
Version 5.00
False
gulim_3.ttc
Cyan
Magenta
Yellow
Black
PANTONE 151 C
PANTONE 282 C
Die lines
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
Black
PROCESS
100.000000
CMYK
74.972099
67.919397
67.049700
90.145701
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 453.543 1613.85]/Type/Page>>
endobj
18 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 453.543 1781.35]/Type/Page>>
endobj
26 0 obj
<>stream
HشWح'G
_را=eط7ا) EBقاُعص;3i~\َ*ر~zL?َ-ٍbia{كسِفسلcخU=هdxض]8j)szأoو4؟l_#s ~tA
o:`,ءxKVك؟.بuـ؛َWO,q?إk|غ~غIن.M:ْة