%PDF-1.6
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
6697-82874
2016-10-19T11:29:58+05:30
2016-10-19T11:29:58+05:30
2016-10-19T11:29:58+05:30
Adobe Illustrator CS6 (Windows)
256
176
JPEG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uuid:af78b7ed-d109-4949-aa51-caea91e188bd
xmp.did:E917B7DCC095E6119B5AD52CC5460AA5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:E817B7DCC095E6119B5AD52CC5460AA5
xmp.did:E817B7DCC095E6119B5AD52CC5460AA5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:A4CEF14E2DD5E0119D7C815D91AAF16E
2011-09-02T13:38:07+05:30
Adobe Illustrator CS5
/
saved
xmp.iid:E917B7DCC095E6119B5AD52CC5460AA5
2016-10-19T11:29:24+05:30
Adobe Illustrator CS6 (Windows)
/
\\192.168.1.105\2015-2016\NJ PUBLICATION\NEWSLETTER\PALLAV\H COPY\2015-2016\06-JUNE-16\softcopy\img-pankaj-tibrewal.jpg
xmp.did:888C45F4539E11E49540E4D4A6F4BE99
xmp.iid:888C45F3539E11E49540E4D4A6F4BE99
EmbedByReference
C:\Documents and Settings\user\Desktop\Oct\sunil-singhania.jpg
EmbedByReference
C:\Documents and Settings\user\Desktop\Oct\img\shutterstock_317552969.tif
EmbedByReference
C:\Documents and Settings\user\Desktop\Oct\img\warren-buffet.tif
EmbedByReference
C:\Documents and Settings\user\Desktop\Oct\img\shutterstock_359779409.tif
EmbedByReference
C:\Documents and Settings\user\Desktop\Oct\img\shutterstock_421002352.tif
EmbedByReference
C:\Documents and Settings\user\Desktop\Oct\img\shutterstock_74280958.tif
Print
False
False
1
8.000000
11.000000
Inches
RobotoSlab-Light
Roboto Slab
Light
TrueType
Version 1.100263; 2013; ttfautohint (v0.94.20-1c74) -l 8 -r 12 -G 200 -x 14 -w "" -W
False
RobotoSlab-Light.ttf
RobotoSlab-Regular
Roboto Slab
Regular
TrueType
Version 1.100263; 2013; ttfautohint (v0.94.20-1c74) -l 8 -r 12 -G 200 -x 14 -w "" -W
False
RobotoSlab-Regular.ttf
RobotoSlab-Bold
Roboto Slab
Bold
TrueType
Version 1.100263; 2013; ttfautohint (v0.94.20-1c74) -l 8 -r 12 -G 200 -x 14 -w "" -W
False
RobotoSlab-Bold.ttf
Rupee
Rupee
Regular
TrueType
Version 1.00 July 15, 2010, initial release
False
Rupee.ttf
RupeeForadian
Rupee Foradian
Regular
TrueType
Version 2.00 July 16, 2010
False
Rupee_Foradian[1]_0.ttf
Swiss721BT-Roman
Swis721 BT
Roman
Open Type
Version 1.01 emb4-OT
False
tt0003m_.ttf
Swiss721BT-Bold
Swis721 BT
Bold
Open Type
Version 1.01 emb4-OT
False
tt0005m_.ttf
Swiss721BT-RomanCondensed
Swis721 Cn BT
Roman
TrueType
mfgpctt-v1.50 Thursday, December 31, 1992 10:34:49 am (EST)
False
swissc.ttf
Swiss721BT-BoldCondensed
Swis721 Cn BT
Bold
TrueType
mfgpctt-v1.50 Thursday, December 24, 1992 10:37:15 am (EST)
False
swisscb.ttf
Swiss721BT-Heavy
Swis721 Hv BT
Heavy
Open Type
Version 1.01 emb4-OT
False
tt0102m_.ttf
Swiss721BT-Light
Swis721 Lt BT
Light
Open Type
Version 1.01 emb4-OT
False
tt0001m_.ttf
Swiss721BT-LightItalic
Swis721 Lt BT
Light Italic
TrueType
mfgpctt-v1.52 Monday, January 25, 1993 11:38:31 am (EST)
False
swissli.ttf
Swiss721BT-Medium
Swis721 Md BT
Medium
TrueType
mfgpctt-v1.52 Wednesday, January 27, 1993 10:18:23 am (EST)
False
swz721m.ttf
Times-Italic
Times
Italic
Type 1
002.000
False
tii_____.PFB; tii_____.pfm
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
R=242 G=29 B=0
PROCESS
100.000000
CMYK
0.000000
98.431402
100.000000
0.000000
R=252 G=151 B=108
PROCESS
100.000000
CMYK
0.000000
49.803901
58.431399
0.000000
R=255 G=133 B=82
PROCESS
100.000000
CMYK
0.000000
59.215701
70.980400
0.000000
R=252 G=65 B=40
PROCESS
100.000000
CMYK
0.000000
88.627398
90.588200
0.000000
R=255 G=146 B=122
PROCESS
100.000000
CMYK
0.000000
52.941197
47.058800
0.000000
R=230 G=166 B=152
PROCESS
100.000000
CMYK
7.451000
39.607799
34.509799
0.000000
R=255 G=149 B=125
PROCESS
100.000000
CMYK
0.000000
51.764703
45.882401
0.000000
R=255 G=168 B=145
PROCESS
100.000000
CMYK
0.000000
41.568601
37.647101
0.000000
R=242 G=198 B=184
PROCESS
100.000000
CMYK
3.137300
24.705900
22.352900
0.000000
R=255 G=180 B=161
PROCESS
100.000000
CMYK
0.000000
36.078399
30.588201
0.000000
R=236 G=176 B=162
PROCESS
100.000000
CMYK
5.098000
35.294101
30.588201
0.000000
R=241 G=200 B=189
PROCESS
100.000000
CMYK
3.529400
23.529400
20.000000
0.000000
R=255 G=183 B=166
PROCESS
100.000000
CMYK
0.000000
34.509799
28.235301
0.000000
R=239 G=190 B=179
PROCESS
100.000000
CMYK
4.313700
28.627399
23.529400
0.000000
R=246 G=232 B=224
PROCESS
100.000000
CMYK
2.352900
8.235300
9.411800
0.000000
R=244 G=221 B=212
PROCESS
100.000000
CMYK
3.137300
13.333300
12.548999
0.000000
R=255 G=236 B=227
PROCESS
100.000000
CMYK
0.000000
7.451000
7.451000
0.000000
R=255 G=243 B=237
PROCESS
100.000000
CMYK
0.000000
4.313700
4.313700
0.000000
R=255 G=129 B=97
PROCESS
100.000000
CMYK
0.000000
61.960799
61.176503
0.000000
R=224 G=158 B=141
PROCESS
100.000000
CMYK
10.196100
43.137300
39.607799
0.000000
R=255 G=138 B=110
PROCESS
100.000000
CMYK
0.000000
57.254899
53.725499
0.000000
R=225 G=160 B=144
PROCESS
100.000000
CMYK
9.803900
41.960800
38.039199
0.000000
R=224 G=159 B=143
PROCESS
100.000000
CMYK
10.196100
42.352900
38.431400
0.000000
R=240 G=211 B=202
PROCESS
100.000000
CMYK
3.921600
17.647099
15.686300
0.000000
R=255 G=232 B=225
PROCESS
100.000000
CMYK
0.000000
9.803900
7.843100
0.000000
R=241 G=219 B=213
PROCESS
100.000000
CMYK
3.921600
14.117600
11.764700
0.000000
R=255 G=177 B=158
PROCESS
100.000000
CMYK
0.000000
37.254900
31.372499
0.000000
R=38 G=5 B=26
PROCESS
100.000000
CMYK
66.274500
80.392200
58.039200
76.470602
R=255 G=172 B=153
PROCESS
100.000000
CMYK
0.000000
39.607799
33.333299
0.000000
R=243 G=202 B=190
PROCESS
100.000000
CMYK
2.745100
22.745100
19.607800
0.000000
R=240 G=193 B=182
PROCESS
100.000000
CMYK
3.921600
27.451000
22.352900
0.000000
R=255 G=224 B=214
PROCESS
100.000000
CMYK
0.000000
13.725500
11.372500
0.000000
R=255 G=161 B=140
PROCESS
100.000000
CMYK
0.000000
45.490199
38.823500
0.000000
R=255 G=175 B=156
PROCESS
100.000000
CMYK
0.000000
38.431400
32.156900
0.000000
R=255 G=236 B=229
PROCESS
100.000000
CMYK
0.000000
7.451000
6.666700
0.000000
R=255 G=234 B=225
PROCESS
100.000000
CMYK
0.000000
8.627500
8.235300
0.000000
R=245 G=216 B=207
PROCESS
100.000000
CMYK
2.352900
16.078401
13.725500
0.000000
R=255 G=208 B=196
PROCESS
100.000000
CMYK
0.000000
21.568599
16.862699
0.000000
R=255 G=218 B=207
PROCESS
100.000000
CMYK
0.000000
16.470601
13.333300
0.000000
R=255 G=196 B=184
PROCESS
100.000000
CMYK
0.000000
27.843100
20.392200
0.000000
R=255 G=184 B=166
PROCESS
100.000000
CMYK
0.000000
34.117600
28.627399
0.000000
R=245 G=176 B=0
PROCESS
100.000000
CMYK
3.137300
33.333299
100.000000
0.000000
R=243 G=255 B=74
PROCESS
100.000000
CMYK
9.803900
0.000000
83.137202
0.000000
R=255 G=195 B=0
PROCESS
100.000000
CMYK
0.392200
23.921600
100.000000
0.000000
R=217 G=130 B=0
PROCESS
100.000000
CMYK
12.941200
55.294102
100.000000
1.176500
C=10 M=10 Y=10 K=0
PROCESS
100.000000
CMYK
10.354800
9.308000
9.372100
0.000000
C=15 M=17 Y=11 K=49
PROCESS
100.000000
CMYK
45.578700
37.985799
32.047001
14.965999
1c
PROCESS
100.000000
CMYK
12.307900
75.799197
96.710199
2.905300
1b
PROCESS
100.000000
CMYK
22.165300
97.042799
100.000000
13.620199
K=100
PROCESS
100.000000
CMYK
62.948000
53.777403
48.682401
82.064497
1a
PROCESS
100.000000
CMYK
31.149799
84.725702
81.240600
53.673601
White
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=255 G=222 B=88
PROCESS
100.000000
CMYK
1.176500
9.803900
77.254897
0.000000
R=207 G=141 B=0
PROCESS
100.000000
CMYK
18.431400
46.274501
100.000000
1.960800
R=255 G=255 B=212
PROCESS
100.000000
CMYK
1.176500
0.000000
19.607800
0.000000
R=255 G=235 B=119
PROCESS
100.000000
CMYK
1.960800
3.137300
65.490198
0.000000
R=255 G=197 B=0
PROCESS
100.000000
CMYK
0.000000
22.745100
100.000000
0.000000
R=96 G=51 B=0
PROCESS
100.000000
CMYK
40.784299
72.156900
100.000000
50.588202
R=207 G=115 B=105 9
PROCESS
100.000000
CMYK
22.055399
64.840198
51.140600
12.494100
C=4 M=30 Y=42 K=0 2
PROCESS
100.000000
CMYK
5.993700
30.618799
42.221701
0.741600
R=255 G=233 B=202 5
PROCESS
100.000000
CMYK
2.575700
11.944800
23.215100
0.000000
R=158 G=158 B=158
PROCESS
100.000000
CMYK
40.225801
29.925999
28.632000
7.876700
R=127 G=13 B=0
PROCESS
100.000000
CMYK
26.898599
87.927097
99.377400
37.381601
R=255 G=220 B=209
PROCESS
100.000000
CMYK
0.988800
17.428900
14.065801
0.000000
R=255 G=222 B=175
PROCESS
100.000000
CMYK
0.763000
14.657800
35.037801
0.003100
R=255 G=198 B=128
PROCESS
100.000000
CMYK
0.323500
26.614800
54.760098
0.009200
R=255 G=212 B=171
PROCESS
100.000000
CMYK
0.802600
20.804200
33.786500
0.000000
R=239 G=185 B=126
PROCESS
100.000000
CMYK
3.897200
33.929998
52.843499
0.299100
R=242 G=247 B=250
PROCESS
100.000000
CMYK
6.006000
2.200400
2.581800
0.000000
R=212 G=212 B=212
PROCESS
100.000000
CMYK
19.909999
13.150200
13.150200
0.000000
R=244 G=178 B=117
PROCESS
100.000000
CMYK
2.175900
37.482300
56.679600
0.033600
R=239 G=186 B=48
PROCESS
100.000000
CMYK
2.847300
32.519999
87.801898
0.293000
R=255 G=155 B=74
PROCESS
100.000000
CMYK
0.000000
48.194098
75.271201
0.000000
R=190 G=92 B=8
PROCESS
100.000000
CMYK
17.187800
73.110598
100.000000
6.964200
R=152 G=152 B=152
PROCESS
100.000000
CMYK
41.803601
31.195500
30.633998
9.482000
R=234 G=157 B=77
PROCESS
100.000000
CMYK
3.805600
48.279500
75.252903
0.094600
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 576.0 792.0]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 576.0 792.0]/Type/Page>>
endobj
8 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 576.0 792.0]/Type/Page>>
endobj
9 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 576.0 792.0]/Type/Page>>
endobj
10 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 576.0 792.0]/Type/Page>>
endobj
11 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 576.0 792.0]/Type/Page>>
endobj
12 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 576.0 792.0]/Type/Page>>
endobj
13 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 576.0 792.0]/Type/Page>>
endobj
45 0 obj
<>stream
HWkb>(RClN6ź@FH(pԦ@aJ3q~r`yY9=t=lC rl.T,y6gy%IeْY/mwчxQ{5,z7ݥq.'iwwiw?kzoԖ7[vwsεe8Nɉq-H6G-WX/p1\tښ /E{1"(ٚΪkj5+It´'1ۉNIΞ8ZO'Q{OiJԉR2R?젆^3g,:O{jWv_VaG;SgX,cA:l(Vy"zKI3%'॓+M>vl9;qUl4.x#Q1|bh擊" <5ߛ8ə?~21M
jf-'QǫJ@YԢ$=Zƣ:4Y(ӫyu哬g7##(K&$2?>ʝR1W'4͌Zg4뗫zmUN
d)Oq7O/T&w;eWhX-{j-F̑SdrʝD42.C١;uO/ZYfG#Cd25u}W/d Kj f~SOur,Mr_đ@C[L黇c5j@&]d٠ETSҁ6؛S?`(gpMTq0]Lz qLr|zio<0 -oN wr/iGUN; A0@vf% %2zl_2!٥/;R|=~@[~\YY&SH3/=;HM'*q/l7gLuoM4҃?4]:rH)zPT_,"[`uX/nؑj @#'23Ҹgz2̩ك^R^To( h? 1<-bm,h]X#զC% 4!mD~|;N1YѶu}٫vfv)'ÑVG|Ui[bY<0틣]YԙFPDQCY~c zYփ .$|K?x?
aZUgT4@(vm,'UWNm)7q@~VEHf>N835ozFJCf+*=
EPHMWڎU/zǑ:XZLn *Ͻ$0(tBzPyp@@V4o!)BNPpvC\'2V}8 >QkJ@s4֘^ęJ~XGיKrf燎h\m~uf+K :9/yZ)+;EeHhe,OC_%\~{d3ڨ3%+beyq>0C9 V@xy9TPӒ9U5~eixM+3L
r+&t%v"ˮM2oOS|WcE /g >Z4TUFT:77p(iI\?=77.(3 ^
5#F)BAj>v",dgh8G ' i҅}
Gzx:[e}^ Pq~>/skΜfOI쏑戄E',_j(!.@4M<75r:by"7ZL ^ČĭۤX;{alj2OevyMظy)+el^rl{# 9XzEݏ96qM\/&Vt)V㿪66# 淐C+[Çh\s:/n-du@ȩ3@7M1(A:u_Ӳd>:PhDI;!"^4Ϭ̔>peR+F6nAu)
7"1twhD/'FOy'hk`_揃'"+uI%._S[*䮔xl=3/
y
eN_e7X{M^0l'9mn'P/9d_VUqs=6n8 a6:FփV#K^^}j:1fAJl@@ae4u`L`fDYQh8ـ3zט0G0VIovw*3tR~M-%MWq-ꀕrzmJ#Dq-IWSk8xuv4ӮH JȫJ
>yj+M:e9U=?ҳ#p$f#y/;W]|TY!Րz|"5z#IN[ 8b!q3ZK{,$qAbl se٫ci. X!߬@Ç
;$DwWWeefi@{%imŎ6ɀɺ