%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Whitepaper-05Dec2019
2019-12-05T10:44:54+05:30
2019-12-05T10:44:54+05:30
2019-12-05T10:44:54+06:30
Adobe Illustrator CC 22.0 (Windows)
236
256
JPEG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uuid:e12a376b-dfd2-4ae6-a19a-b51a7e369a6a
xmp.did:2bcf8b8c-1135-ea46-b5a1-c31007ebf609
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:e1a47fd5-6751-e94a-889d-6a34dc874563
xmp.did:e1a47fd5-6751-e94a-889d-6a34dc874563
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c62e08c8-c4cd-5949-ae22-027f925e4c0c
2018-10-24T09:29:14+05:30
Adobe Illustrator CC 22.0 (Windows)
/
saved
xmp.iid:2bcf8b8c-1135-ea46-b5a1-c31007ebf609
2019-12-05T10:44:50+05:30
Adobe Illustrator CC 22.0 (Windows)
/
Print
False
True
1
8.300000
11.700000
Inches
DINOT-CondBold
DINOT
CondBold
Open Type
Version 7.504; 2005
False
DINOT-CondBold.otf
HelveticaNeueLTStd-Roman
Helvetica Neue LT Std
55 Roman
Open Type
Version 2.020;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
HelveticaNeueLTStd-Roman_2.otf
HelveticaNeueLTPro-Lt
Helvetica Neue LT Pro
45 Light
Open Type
Version 1.000;PS 001.000;Core 1.0.38
False
HelveticaNeueLTPro-Lt_1.otf
HelveticaNeueLTStd-Bd
Helvetica Neue LT Std
75 Bold
Open Type
OTF 1.029;PS 001.102;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Bd_3.otf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Bold.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
236
28
36
CMYK Yellow
RGB
PROCESS
255
241
0
CMYK Green
RGB
PROCESS
0
165
81
CMYK Cyan
RGB
PROCESS
0
173
238
CMYK Blue
RGB
PROCESS
46
49
145
CMYK Magenta
RGB
PROCESS
235
0
139
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
238
64
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
240
90
40
C=0 M=50 Y=100 K=0
RGB
PROCESS
246
146
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
250
175
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
236
49
C=20 M=0 Y=100 K=0
RGB
PROCESS
214
222
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
139
197
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
55
179
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
147
69
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
41
180
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
166
156
C=70 M=15 Y=0 K=0
RGB
PROCESS
37
169
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
187
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
56
143
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
97
C=75 M=100 Y=0 K=0
RGB
PROCESS
101
45
144
C=50 M=100 Y=0 K=0
RGB
PROCESS
144
39
142
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
217
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
236
41
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
193
180
154
C=40 M=45 Y=50 K=5
RGB
PROCESS
154
132
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
113
101
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
90
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
195
153
107
C=30 M=50 Y=75 K=10
RGB
PROCESS
168
124
79
C=35 M=60 Y=80 K=25
RGB
PROCESS
138
93
59
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
40
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
56
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
59
35
20
R=13 G=79 B=153 1
RGB
PROCESS
13
79
153
R=2 G=63 B=96
PROCESS
100.000000
RGB
1
63
96
R=1 G=107 B=153
PROCESS
100.000000
RGB
1
107
153
R=0 G=147 B=205
PROCESS
100.000000
RGB
0
147
205
R=70 G=128 B=86
PROCESS
100.000000
RGB
70
128
86
R=202 G=219 B=123
PROCESS
100.000000
RGB
202
219
123
R=33 G=176 B=230
PROCESS
100.000000
RGB
33
175
230
R=0 G=92 B=132
PROCESS
100.000000
RGB
0
91
131
R=25 G=126 B=194
PROCESS
100.000000
RGB
24
126
193
R=56 G=167 B=222
PROCESS
100.000000
RGB
56
167
221
R=0 G=108 B=170
PROCESS
100.000000
RGB
0
107
170
R=56 G=210 B=238
PROCESS
100.000000
RGB
56
209
237
R=145 G=198 B=124
PROCESS
100.000000
RGB
144
198
124
R=229 G=0 B=81
PROCESS
100.000000
RGB
228
0
80
R=135 G=26 B=52
PROCESS
100.000000
RGB
135
26
52
R=232 G=155 B=0
PROCESS
100.000000
RGB
232
154
0
R=255 G=235 B=63
PROCESS
100.000000
RGB
255
235
63
R=152 G=30 B=59
PROCESS
100.000000
RGB
151
29
59
R=235 G=92 B=104
PROCESS
100.000000
RGB
235
91
103
R=250 G=183 B=19
PROCESS
100.000000
RGB
249
182
19
R=255 G=206 B=0
PROCESS
100.000000
RGB
255
205
0
R=15 G=113 B=185 1
RGB
PROCESS
15
113
185
R=12 G=80 B=153 1
RGB
PROCESS
12
80
153
R=66 G=187 B=236 1
RGB
PROCESS
66
187
236
R=12 G=80 B=153 2
RGB
PROCESS
12
80
153
PANTONE Neutral Black C 1
SPOT
100.000000
CMYK
70.999998
66.000003
64.999998
73.000002
R=13 G=77 B=156 1
RGB
PROCESS
13
77
156
R=239 G=177 B=34
PROCESS
100.000000
RGB
239
177
33
R=255 G=186 B=112
PROCESS
100.000000
RGB
255
186
112
R=241 G=102 B=25
PROCESS
100.000000
RGB
240
102
24
R=193 G=67 B=0
PROCESS
100.000000
RGB
193
66
0
R=255 G=220 B=81
PROCESS
100.000000
RGB
255
219
80
R=255 G=145 B=99
PROCESS
100.000000
RGB
255
144
98
R=255 G=131 B=57
PROCESS
100.000000
RGB
255
131
56
R=216 G=77 B=100
PROCESS
100.000000
RGB
216
77
100
R=253 G=0 B=152
PROCESS
100.000000
RGB
253
0
151
R=210 G=1 B=26
PROCESS
100.000000
RGB
209
1
26
R=253 G=104 B=59
PROCESS
100.000000
RGB
253
103
59
R=143 G=170 B=159
PROCESS
100.000000
RGB
142
170
158
R=30 G=186 B=186
PROCESS
100.000000
RGB
29
186
186
R=66 G=191 B=179 1
RGB
PROCESS
66
191
179
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
64
64
65
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
112
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
129
132
C=0 M=0 Y=0 K=50
RGB
PROCESS
146
148
151
C=0 M=0 Y=0 K=40
RGB
PROCESS
166
168
171
C=0 M=0 Y=0 K=30
RGB
PROCESS
187
189
191
C=0 M=0 Y=0 K=20
RGB
PROCESS
208
210
211
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
241
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
236
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
241
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
221
21
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
34
64
153
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
151
Adobe PDF library 15.00
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 597.6 842.4]/Type/Page>>
endobj
7 0 obj
<>stream
HdK$ЧDї}К SџЬ№ Zш A(нPTК§МДсД"ЬЭиѓ1ўМ_зЖLлkПЯщx§VУўўѓЗзПог{п^язјsЧџќљЫя}Пўёп?_љ=ў[їоЏ_ќ|?~~;Ї{?§?Эѓ:ЧgмЏ{:ЎџГєбчrOзu
сн~~мЫє~ЏЏљЇїНЖeНn)љ|oc~OчyЗyНззЏP^КН@їќ?цЯщy:ц#NЬгњq[?ЫлJmЧэHљЧхSё8ГвВОЇeп|ы#ьЧmлА9ЄZ[\ь#mзмЯЬЧкRЅ r~uжуЮuЩzыqMѓ|љкGижјЅх!НьРшктziнЮ~цНЮtар
ЮйЛKћ{іћЪzщОќ;Т1ЖѕХ^ОЫађwБДЬKйІk,ћ[B88aoё+@лЉWcДMыЙФМ
GmюЋaѓr%5l:Aшр;Ј02{4рTЭРсamNщ gЄї&42qІ ЂKм$iфТМ_xЊi№pЭPСиЇєД*xj8SpЩХ6QRК(oяд TMkЖЕиТЭїо;Tащ!эЁЄ$tQво&AМЦЂЙX1нёЗ$ч§jг|Сс1]g2RsrШЄїЋaШ4pЦlб0T1[FЖ)дтTh6Av/R=ѓg0КА_Bf г~5jЊЄёС5уіЋ3x6A/RIгg/ЙXиЏ ВаDi{Ѓ J!\#bАѕИ_I љ:Ђ{
ъ!]rБР5V&ЪйЛч<іД''ё5ц}Пк<эЩyњQZяi;ЬA N АгЫНУJЅ SfDаеDo/кІЭтyZ.HяM*(|ђЬиЯЫМ)ЄJ#ц§ъКІјс5FуАмRТ{
!dvЁ{,! ]ДЗIїi;к1лЇy/уЙxю
ФЯ8Єc~[@RsШФЙ
SаС)ГGQеn2иZацpvAzoRA#g
2КРMF.ЬћеЉЈFз-hyJO@Л 7ЉІ3\,h%ЅЁђіN
Dе4HИFа`ЫQ-<б|сНCЮ2ЙXаJJB%эmФ{,j>!ЛІsллМюwУаOж28Їc?C d~pжьV*2J4YЫєдуЫАеRФьbA{() ]ДЗIiџ/ФRйНЮmоЗЃјљђ.тШГ%$5'Т{
!!drБ =.Jкл$у7МЎ
ФRй=эѓбцy~ЎУје.w@RsШФЬOЭНУJЅ SfЂЊ!м2dАM-ХЃЕ\оTаХ,%xSHF.ЬћеЉЈFзSРrKёp-T№&е4BqІ g БЩваEy{ЇЂj$\#hАѕХтЙXїо;Tащ!
иc IшЂЄНMxЏcQћG!a6ц9>?-9ќ\Ф'ГѕВЬСЁN29xц*AgЬЁ оbpѕЌН)ќd В{ъ<ѓ&ИIТШiП%.)|xMСзГVЇДђY&(рE*)zђЬУ],h%ЁвіF K
!^bpхЄЕV~ ъ:Ђ{
ъ]vБ =&ЪйЛ$уџЬИ bОщИ6їс=j-ё!ѓёО@ ^tрЌ*
1[4 UЬьрщm
_AFГ В{ъ8SpбE
RYdТД_*ivpЭtС8
Џ уйМH%ЭN)ИфBСЌ MЖ7j ЊЄ Т5[эШ`Ош^ЁzfGg\(xф rі.pyПЧ= ЄBО>ѓrнр=няЕјљђїДМѓXsШфЙЁg(Ь-Р(FvttЩжИisJ{ћ"ЛЙP=Гg.ФЬ=&Nће( dGзHЇДЗ/
4;qІшЂgэ))ВIЄэР(It-гb{ћ"КЙP=ГЃ3Є&ЕЅЄШQ&ГwI ЗiО`ќжщ:6oзј}љНОl0єы8j6>AМшр;ЌT
:(dhјБщЋ+)`kJO0 ЙїЈС3
]BрІ*\Зj№БЂйЋ;FІ)`qJO8 ОїЈЂБ3\,h%ЄЁуЖB
=V4yuрСв#Zxbљ:{Ъ!VrБ =.кЊ$xЃѕЕ5ђJ1XчДWпзва_\|ЫaДОцрЂцD'8{JAЇЬ
>U38ИeД`6[B8Л Н7Љ С3
]$xSHF.ЬћеЉЈзSРrKhT№&е4