%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
TAR Solutions Data Iceberg
2020-02-21T22:19:09+05:00
2020-02-21T22:19:09+05:00
2020-02-21T22:19:09+06:00
Adobe Illustrator CC 2017 (Windows)
236
256
JPEG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uuid:39b4855a-a0c6-4f1a-932f-72ad6643ece5
xmp.did:d537cffe-5803-3944-a660-c4ea547d901b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e97793ff-c1af-4ff3-aa1c-2cc08d725698
xmp.did:46d21fa0-10e0-ef48-a7e7-fd19ea49edde
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:46d21fa0-10e0-ef48-a7e7-fd19ea49edde
2020-02-20T21:35:52+05:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:d537cffe-5803-3944-a660-c4ea547d901b
2020-02-21T22:19:04+05:00
Adobe Illustrator CC 2017 (Windows)
/
Print
False
True
1
327.002592
357.218333
Millimeters
AvenirLTStd-Book
Avenir LT Std
45 Book
Open Type
OTF 1.029;PS 001.001;Core 1.0.33;makeotf.lib1.4.1585
False
AvenirLTStd-Book.otf
AvenirLTStd-Roman
Avenir LT Std
55 Roman
Open Type
OTF 1.029;PS 001.001;Core 1.0.33;makeotf.lib1.4.1585
False
AvenirLTStd-Roman.otf
BebasKai
Bebas Kai
Regular
Open Type
Version 1.002
False
BebasKai.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
29
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
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
65
64
66
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
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
Adobe PDF library 15.00
21.0.1
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 926.936 1012.59]/Type/Page>>
endobj
6 0 obj
<>stream
H͎
]_fuejuY`%@_0jZb_2~~||ǰKXCK5[[H\R-/_?_-,vsy2j?}<ˌk(m%f-.|KX}YWNlkm-1R[YŇvk-vp`ǩ7m%8~;h|U+1k{:{~j\7,Aɼވjkmvg1
4Q,'(g9vW̯!c=7sy:4lZ2*QO֨)y'"8vCula˾{MJK%lWݜL8B+bF*։w~:(cэ8(Rk
t
*~IeQ٢Չ;OeI#,).'\tr.!GR7i2]j
yNw]-Z-J#yŊg5G0h(y{"ms+e'!LUO&{s&9
6h('|-MZ@ZQLtf"74T'
S9[_oht5%QnFӕ$l+W^Sbl)[cRg3-耤>fL@-5LJP~\Ζ["sJ\}"4rsW%Vl
, *ǜ,`F%^Z{\KMܮsLg4VdtrRǸ!"">IЖ2')v2gT*EnC ZP3rpTpAd^AAqx 5OBѡeFc\?62]<;|L{U5Ո>Ȧx8sR