%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
Adobe Photoshop CS5 Windows
2018-08-16T13:29:56+05:30
2018-09-26T18:06:18+05:30
2018-09-26T18:06:18+05:30
JPEG
256
220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3
sRGB IEC61966-2.1
SUN PHARMACEUTICAL INDUSTRIES LTD.
SUN PHARMACEUTICAL INDUSTRIES LTD.
FINANCIAL HIGHLIGHTS
FINANCIAL HIGHLIGHTS
financial RATIOS
financial RATIOS
© 2018 - RAY RESEARCH & CONSULTING PVT LTD
© 2018 - RAY RESEARCH & CONSULTING PVT LTD
xmp.did:A5CF5A5D2AA1E811B75684244B7525BB
application/pdf
uuid:6cfa308d-b8f0-437b-b755-105b3381c603
xmp.did:A5CF5A5D2AA1E811B75684244B7525BB
xmp.did:A5CF5A5D2AA1E811B75684244B7525BB
created
xmp.iid:A5CF5A5D2AA1E811B75684244B7525BB
2018-08-16T13:29:56+05:30
Adobe Photoshop CS5 Windows
saved
xmp.iid:9110FCDFB4B1E811AE1BD3FF76CED58F
2018-09-06T14:41:44+05:30
Adobe Photoshop CS5 Windows
/
saved
xmp.iid:BFBDA840B1C0E811AFF9885BF1401790
2018-09-25T16:33:17+05:30
Adobe Photoshop CS5 Windows
/
saved
xmp.iid:AAFEA989B8C0E811AFF9885BF1401790
2018-09-25T17:15:45+05:30
Adobe Photoshop CS5 Windows
/
converted
from application/vnd.adobe.photoshop to application/pdf
derived
converted from application/vnd.adobe.photoshop to application/pdf
saved
xmp.iid:ABFEA989B8C0E811AFF9885BF1401790
2018-09-25T17:15:45+05:30
Adobe Photoshop CS5 Windows
/
saved
xmp.iid:11D2287E88C1E81186C3EED1C88D7E58
2018-09-26T18:06:16+05:30
Adobe Photoshop CS5 Windows
/
xmp.iid:AAFEA989B8C0E811AFF9885BF1401790
xmp.did:A5CF5A5D2AA1E811B75684244B7525BB
xmp.did:A5CF5A5D2AA1E811B75684244B7525BB
Adobe Photoshop for Windows -- Image Conversion Plug-in
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>>>/Resources 8 0 R/Type/Page>>
endobj
6 0 obj
<>stream
q
q
1300 0 0 1515 0 0 cm
/Im0 Do
q
-0.0031646 1.0013572 m
0.0427213 1.0013572 l
0.0427213 -0.1881188 l
-0.0031646 -0.1881188 l
-0.0031646 1.0013572 l
h
W*
n
/Im1 Do
Q
q
0.9537586 1.0013572 m
0.9996444 1.0013572 l
0.9996444 -0.1881188 l
0.9537586 -0.1881188 l
0.9537586 1.0013572 l
h
W*
n
/Im2 Do
Q
q
-0.0031689 0.9606306 m
-0.0031689 1.0000050 l
0.9996388 1.0000050 l
0.9996388 0.9606306 l
-0.0031689 0.9606306 l
h
W*
n
/Im3 Do
Q
q
-0.0031688 0.7098050 m
-0.0031688 0.7491787 l
0.9996386 0.7491787 l
0.9996386 0.7098050 l
-0.0031688 0.7098050 l
h
W*
n
/Im4 Do
Q
q
-0.0031688 0.2470986 m
-0.0031688 0.2864740 l
0.9996386 0.2864740 l
0.9996386 0.2470986 l
-0.0031688 0.2470986 l
h
W*
n
/Im5 Do
Q
q
-0.0031686 0.0002343 m
-0.0031686 0.0396082 l
0.9996384 0.0396082 l
0.9996384 0.0002343 l
-0.0031686 0.0002343 l
h
W*
n
/Im6 Do
Q
q
BT
7 Tr
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-24.76143 0 Td
(\000\213) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-23.78271 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-23.42021 0 Td
(\000\025) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-22.82432 0 Td
(\000\023) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-22.22842 0 Td
(\000\024) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-21.63252 0 Td
(\000\033) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-21.03662 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-20.67412 0 Td
(\000\020) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-20.26084 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-19.89834 0 Td
(\000\065) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-19.22773 0 Td
(\000\044) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-18.57813 0 Td
(\000\074) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-17.95195 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-17.58945 0 Td
(\000\065) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-16.91885 0 Td
(\000\050) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-16.30781 0 Td
(\000\066) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-15.70068 0 Td
(\000\050) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-15.08965 0 Td
(\000\044) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-14.44004 0 Td
(\000\065) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-13.76943 0 Td
(\000\046) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-13.11885 0 Td
(\000\053) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-12.39355 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-12.03106 0 Td
(\000\011) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-11.30723 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-10.94473 0 Td
(\000\046) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-10.29414 0 Td
(\000\062) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-9.53662 0 Td
(\000\061) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-8.81914 0 Td
(\000\066) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-8.21201 0 Td
(\000\070) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-7.50625 0 Td
(\000\057) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-6.95869 0 Td
(\000\067) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-6.32471 0 Td
(\000\054) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-5.90166 0 Td
(\000\061) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-5.18418 0 Td
(\000\052) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-4.46670 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-4.10420 0 Td
(\000\063) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-3.50293 0 Td
(\000\071) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-2.85625 0 Td
(\000\067) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-2.22226 0 Td
(\000\003) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-1.85976 0 Td
(\000\057) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-1.31221 0 Td
(\000\067) Tj
/F1 1.0 Tf
0.00923 0.00000 0.00000 0.00792 0.60742 0.01717 Tm
-0.67822 0 Td
(\000\047) Tj
ET
/Im7 Do
Q
Q
Q
endstream
endobj
8 0 obj
<>/ExtGState<>>>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/XObject<>>>
endobj
11 0 obj
<>/Filter/DCTDecode/Height 1515/ImageName/~ps73EF.jpg/Intent/RelativeColorimetric/Length 877265/Name/~ps73EF.jpg/Subtype/Image/Type/XObject/Width 1300>>stream
Adobe d
u!" 1A2# QBa$3Rqb%C&4r
5'S6DTsEF7Gc(UVWdte)8fu*9:HIJXYZghijvwxyz m!1 "AQ2aqB#Rb3 $Cr4%ScD&5T6Ed'
sFtUeuV7)(GWf8vgwHXhx9IYiy*:JZjz ? ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u~{ߺ^u'_/̏$8cO㤂JH]lML9Ud7#hڷۉ<#8%) "$1Z5(UXڽl%ս;Bĩ
8-@M'i)~#'[~n݅j{{ewg-Y>.Jʽ1둬aRFLi͗*Z$reܣu.rmh
{T;e2t`7k;-
gحK=Lo䛟