%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
4C_ISO_9001_AWARENESS_TRAINING_DEC08_OPEN
Adobe Illustrator 26.0 (Windows)
2023-04-14T14:12:15+06:30
2023-04-14T14:12:15+05:30
2023-04-14T14:12:15+05:30
256
224
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:9e956da1-e963-d54f-a5db-be15b06e000e
uuid:00d765ef-760d-41f3-94f1-4f2edf93dcfb
xmp.iid:ec1e9a34-41d7-8f4d-856a-d293eca0a683
xmp.did:637cb702-d86a-7746-87ea-14d4b43ed0f1
uuid:65E6390686CF11DBA6E2D887CEACB407
default
saved
xmp.iid:35959089-c0e5-3d45-9a78-94bdb6b2a528
2019-08-26T19:08:45+05:30
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:9e956da1-e963-d54f-a5db-be15b06e000e
2023-04-14T14:12:12+05:30
Adobe Illustrator 26.0 (Windows)
/
Web
Adobe Illustrator
Adobe PDF library 16.03
1
True
False
210.000000
297.000000
Millimeters
FuturaPT-Bold
Futura PT
Bold
Open Type
Version 1.007
False
FuturaPT-Bold.otf
FuturaPT-Medium
Futura PT
Medium
Open Type
Version 1.007
False
FuturaPT-Medium.otf
FuturaPT-Demi
Futura PT
Demi
Open Type
Version 1.007
False
FuturaPT-Demi.otf
Lato-Regular
Lato
Regular
TrueType
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
Lato-Regular.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
RGB Red
RGB
PROCESS
255
0
0
RGB Yellow
RGB
PROCESS
255
255
0
RGB Green
RGB
PROCESS
0
255
0
RGB Cyan
RGB
PROCESS
0
255
255
RGB Blue
RGB
PROCESS
0
0
255
RGB Magenta
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
190
39
45
R=237 G=28 B=36
RGB
PROCESS
234
28
36
R=241 G=90 B=36
RGB
PROCESS
238
90
36
R=247 G=147 B=30
RGB
PROCESS
244
144
30
R=251 G=176 B=59
RGB
PROCESS
248
173
59
R=252 G=238 B=33
RGB
PROCESS
249
235
33
R=217 G=224 B=33
RGB
PROCESS
214
221
33
R=140 G=198 B=63
RGB
PROCESS
137
195
63
R=57 G=181 B=74
RGB
PROCESS
57
178
74
R=0 G=146 B=69
RGB
PROCESS
0
143
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
178
115
R=0 G=169 B=157
RGB
PROCESS
0
166
154
R=41 G=171 B=226
RGB
PROCESS
41
168
223
R=0 G=113 B=188
RGB
PROCESS
0
113
185
R=46 G=49 B=146
RGB
PROCESS
46
49
143
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
142
R=147 G=39 B=143
RGB
PROCESS
144
39
140
R=158 G=0 B=93
RGB
PROCESS
155
0
93
R=212 G=20 B=90
RGB
PROCESS
209
20
90
R=237 G=30 B=121
RGB
PROCESS
234
30
121
R=199 G=178 B=153
RGB
PROCESS
196
175
150
R=153 G=134 B=117
RGB
PROCESS
150
131
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
195
153
109
R=166 G=124 B=82
RGB
PROCESS
163
124
82
R=140 G=98 B=57
RGB
PROCESS
137
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
R=193 G=13 B=18 1
RGB
PROCESS
190
13
18
R=130 G=46 B=46
PROCESS
100.000000
RGB
150
41
41
R=195 G=25 B=25
PROCESS
100.000000
RGB
195
25
25
C=20 M=100 Y=100 K=0
PROCESS
100.000000
RGB
196
24
25
R=0 G=244 B=203
PROCESS
100.000000
RGB
0
244
202
FOCOLTONE 1167
PROCESS
100.000000
RGB
255
212
0
FOCOLTONE 6028
PROCESS
100.000000
RGB
243
122
92
FOCOLTONE 1070
PROCESS
100.000000
RGB
0
173
239
FOCOLTONE 1102
PROCESS
100.000000
RGB
0
122
141
FOCOLTONE 2339
PROCESS
100.000000
RGB
80
183
72
FOCOLTONE 3431
PROCESS
100.000000
RGB
42
72
78
FOCOLTONE 1076
PROCESS
100.000000
RGB
237
28
36
FOCOLTONE 2235
PROCESS
100.000000
RGB
60
186
148
FOCOLTONE 1108
PROCESS
100.000000
RGB
0
117
126
FOCOLTONE 6058
PROCESS
100.000000
RGB
109
110
112
FOCOLTONE 6057
PROCESS
100.000000
RGB
118
120
122
FOCOLTONE 5056
PROCESS
100.000000
RGB
167
169
171
PANTONE 332 UP
PROCESS
100.000000
RGB
151
212
200
PANTONE 431 UP
PROCESS
100.000000
RGB
90
110
126
FOCOLTONE 3408
PROCESS
100.000000
RGB
102
180
238
FOCOLTONE 1101
PROCESS
100.000000
RGB
63
113
183
R=227 G=203 B=79
PROCESS
100.000000
RGB
236
204
65
R=255 G=228 B=89
PROCESS
100.000000
RGB
255
228
74
R=106 G=175 B=80
PROCESS
100.000000
RGB
105
175
80
R=253 G=247 B=208
PROCESS
100.000000
RGB
253
246
207
R=125 G=193 B=82
PROCESS
100.000000
RGB
124
193
82
R=90 G=148 B=73
PROCESS
100.000000
RGB
89
147
73
R=250 G=250 B=250
PROCESS
100.000000
RGB
250
250
250
R=69 G=90 B=100
PROCESS
100.000000
RGB
55
89
100
R=38 G=50 B=56
PROCESS
100.000000
RGB
25
46
53
R=232 G=80 B=91 2
PROCESS
100.000000
RGB
255
78
91
Blue Grey 400
PROCESS
100.000000
RGB
120
143
156
R=230 G=230 B=230
PROCESS
100.000000
RGB
40
59
68
R=42 G=94 B=121
PROCESS
100.000000
RGB
42
93
121
R=224 G=224 B=224
PROCESS
100.000000
RGB
224
224
224
R=255 G=114 B=94
PROCESS
100.000000
RGB
255
114
92
R=255 G=255 B=255
PROCESS
100.000000
RGB
255
255
255
R=0 G=0 B=0
PROCESS
100.000000
RGB
0
0
0
R=245 G=245 B=245
PROCESS
100.000000
RGB
245
245
245
R=64 G=123 B=255
PROCESS
100.000000
RGB
0
123
255
White
PROCESS
100.000000
RGB
255
255
255
R=255 G=199 B=39
PROCESS
100.000000
RGB
255
200
0
R=219 G=219 B=219
PROCESS
100.000000
RGB
219
219
219
R=235 G=235 B=235 2
PROCESS
100.000000
RGB
235
235
235
R=199 G=199 B=199
PROCESS
100.000000
RGB
200
200
200
R=235 G=235 B=235
PROCESS
100.000000
RGB
235
235
235
Grays
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
150
150
150
R=179 G=179 B=179
RGB
PROCESS
176
176
176
R=204 G=204 B=204
RGB
PROCESS
201
201
201
R=230 G=230 B=230
RGB
PROCESS
227
227
227
R=242 G=242 B=242
RGB
PROCESS
239
239
239
Web Color Group
1
R=63 G=169 B=245
RGB
PROCESS
63
166
242
R=122 G=201 B=67
RGB
PROCESS
122
198
67
R=255 G=147 B=30
RGB
PROCESS
255
144
30
R=255 G=29 B=37
RGB
PROCESS
255
29
37
R=255 G=123 B=172
RGB
PROCESS
255
123
169
R=189 G=204 B=212
RGB
PROCESS
186
201
209
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
12 0 obj
<>stream
HWKOIӊ|?k1سg03Zai07^YTj $2323⋈/#߾P?/j{[9:YVZ RکձI*>%:ⷽUrޥ:햆>OAQ{QU{_SuDEm#USpye.
+KN'q3Q{ShyCR?Ãִ#ҝפuFkI